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  <GAEBInfo>
    <Version>3.3</Version>
    <VersDate>2021-05</VersDate>
    <Date>2026-08-03</Date>
    <Time>10:16:02</Time>
    <ProgSystem>CaliforniaX by G&amp;W Software AG</ProgSystem>
    <ProgName>CaliforniaX V25.2.08</ProgName>
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  <PrjInfo>
    <NamePrj>685 KUE - Kath. Uni. Eichstätt</NamePrj>
    <LblPrj>Katholische Universität Eichstätt</LblPrj>
    <Cur>EUR</Cur>
    <CurLbl>Euro</CurLbl>
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      <Cur>EUR</Cur>
      <CurLbl>Euro</CurLbl>
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    <AddText>
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        <p>
          <span style="background:#FFFFFF;">L E I S T U N G S V E R Z E I C H N I S</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p />
        <p>
          <span style="font-weight:bold;font-size:24pt;background:#FFFFFF;">L E I S T U N G S V E R Z E I C H N I S</span>
        </p>
        <p />
        <p />
        <p>
          <span style="font-size:12pt;background:#FFFFFF;">Leistung:</span>
        </p>
        <p>
          <span style="font-weight:bold;font-size:22pt;background:#FFFFFF;">BA2_205.1  BAUMEISTERARBEITEN KGD - KGE</span>
        </p>
        <p style="tab-stops:20mm 40mm;">
          <span style="font-size:12pt;background:#FFFFFF;">	               	SPEZIALTIEFBAU / STATISCHER ABBRUCH</span>
        </p>
        <p />
        <p>
          <span style="font-size:12pt;background:#FFFFFF;">Projekt-Nr.:</span>
        </p>
        <p>
          <span style="font-weight:bold;font-size:14pt;background:#FFFFFF;">KUEI</span>
        </p>
        <p />
        <p />
        <p>
          <span style="font-size:12pt;background:#FFFFFF;">Bauvorhaben:</span>
        </p>
        <p>
          <span style="font-weight:bold;font-size:14pt;background:#FFFFFF;">Generalsanierung Kollegiengebäude Kath. Universität Eichstätt-Ingolstadt</span>
        </p>
        <p />
        <p />
        <p />
        <p />
        <p />
        <p>
          <span style="font-size:12pt;background:#FFFFFF;">Bauort:</span>
        </p>
        <p>
          <span style="font-size:12pt;background:#FFFFFF;">Ostenstrasse 26</span>
        </p>
        <p>
          <span style="font-size:12pt;background:#FFFFFF;">85072 Eichstätt</span>
        </p>
        <p />
        <p />
        <p>
          <span style="font-size:12pt;background:#FFFFFF;">Bauherr:</span>
        </p>
        <p>
          <span style="font-size:12pt;background:#FFFFFF;">Katholische Universität Eichstätt-Ingolstadt</span>
        </p>
        <p>
          <span style="font-size:12pt;background:#FFFFFF;">Abteilung III Facility Management</span>
        </p>
        <p>
          <span style="font-size:12pt;background:#FFFFFF;">Kapuzinergasse 2</span>
        </p>
        <p>
          <span style="font-size:12pt;background:#FFFFFF;">85072 Eichstätt</span>
        </p>
        <p />
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        <p>
          <span style="background:#FFFFFF;">Baubeschreibung</span>
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        <p />
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
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</image>
        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
          <span style="font-size:14pt;background:#FFFFFF;">Baubeschreibung kurz</span>
        </p>
        <p style="text-align:justify;line-height:115%;">
          <span style="font-size:14pt;background:#FFFFFF;">Generalsanierung der Kollegiengebäude in Eichstätt</span>
        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;tab-stops:20mm 40mm;">
          <span style="background:#FFFFFF;">Auftraggeber: 		Katholische Universität Eichstätt-Ingolstadt</span>
        </p>
        <p style="text-align:justify;line-height:115%;tab-stops:20mm;">
          <span style="background:#FFFFFF;">Projektsteuerung: 	Hitzler Ingenieure, München</span>
        </p>
        <p style="text-align:justify;line-height:115%;tab-stops:20mm 40mm;">
          <span style="background:#FFFFFF;">Architekten:		Diezinger Architekten GmbH, Eichstätt</span>
        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;tab-stops:20mm;">
          <span style="background:#FFFFFF;">Erstellungsdatum: 	28.11.2025, Eichstätt</span>
        </p>
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        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
          <span style="font-size:12pt;background:#FFFFFF;">a) Erläuterung Gesamtmaßnahme</span>
        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">I  Historie</span>
        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;margin-bottom:6pt;line-height:115%;">
          <span style="background:#FFFFFF;">Die Kollegiengebäude A-E entstanden von 1960 bis 1965 in Zusammenarbeit mit dem Architekten Josef Elfinger und dem seinerzeit neu gegründeten Bischöflichen Bauamt unter der Leitung von Karljosef Schattner.</span>
        </p>
        <p style="text-align:justify;margin-bottom:6pt;line-height:115%;">
          <span style="background:#FFFFFF;">Die Kollegiengebäude gruppieren sich um einen campusartigen Innenhof, bilden aber zugleich zur Ostenstraße und zum Hofgarten hin sorgfältig komponierte Außenräume: einen Eingangshof, der vom Niveau der Ostenstraße über eine Freitreppe zur tiefer gelegenen Ebene des Hofgartens vermittelt. Ein zweiter Hof, der für Theateraufführungen genutzt wird, bindet den angrenzenden Barockgarten in sein Kulissenbild mit ein. Das Herzstück der Kollegiengebäude bildet der `grüne´ Campus, der durch seine Raumkanten begrenzt wird im Wechsel mit den freizügigen Blickachsen zur ehemaligen Sommerresidenz aus dem 18. Jhdt. und dem ursprünglich von Josef Effner gestalteten Hofgarten mit den von Gabrieli und Pedetti ergänzten Pavillonbauten im Westen. Der Prospekt in der Altmühlaue mit dem gegenüberliegenden Hangrücken im Süden und der einmaligen Flusslandschaft lassen diesen zu einem unverwechselbaren Ort werden.  Das nach Osten hin quer liegende KGB (Sog. Kunstbau) grenzt den Campus zur Universitätsallee mit seinem in den letzten Jahren stark gewachsenem Durchgangsverkehr zu einer der wenigen Brücken über die Altmühl ab.</span>
        </p>
        <p style="text-align:justify;margin-bottom:6pt;line-height:115%;">
          <span style="background:#FFFFFF;">1978 wurden die Kollegiengebäude um den sogenannten Dozentenbau parallel zum Kunsttrakt erweitert. Bei diesem Eingriff wurde die Ostfassade entfernt, zugunsten eines inneren, zweigeschossig offenen, Erschließungsflures. Die Stärkung dieses östlichen `Rückens´ war also bereits in den 70er Jahren von den Entwurfsverfassern als vertretbar eingestuft worden.</span>
        </p>
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">Im Süden öffnete sich ursprünglich der Campus in seiner vollen Breite zur Altmühlaue hin. Mitte der 1980-er Jahre konnte jedoch die Mensa der Universität den stetig steigenden Studentenzahlen nicht mehr genügen, so dass ein Neubau erforderlich wurde. Die neue Mensa schließt nun die Campusanlage entlang ihrer Südflanke zu den Altmühlauen hin kompositorisch ab. Die sorgfältige Abwägung des Öffnungsmaßes am Campus hat zu einer differenzierten Höhenstaffelung von Cafeteria und Mensa geführt, um ein Optimum an Durchsicht zu erreichen.</span>
        </p>
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">Seit Sommer 2018 stehen die sogenannten Kollegiengebäude der ehemalige Pädagogische Hochschule - das Erstlingswerk von Karljosef Schattner – einzeln und als Gruppe unter Denkmalschutz.</span>
        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">II  Projektbeschreibung und Planungsvorgaben</span>
        </p>
        <p style="text-align:justify;margin-bottom:6pt;line-height:115%;" />
        <p style="text-align:justify;margin-bottom:6pt;line-height:115%;">
          <span style="background:#FFFFFF;">Aufgrund der zwischenzeitlich mehr als 50-jährigen Nutzungsdauer sind Sanierungsmaßnahmen in größerem Umfang an den fünf großen Kollegiengebäuden und deren Verbindungsbauten sowie dem ehemaligen Hausmeisterhaus an der Ostenstraße unumgänglich. Ergänzend zur baukonstruktiven Ertüchtigung müssen erhebliche Mängel der Gebäude in Sachen Brandschutz, Energieeinsparung und Barrierefreiheit beseitigt werden. </span>
        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">III Realisierung in Bauphasen </span>
        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">Das Realisierungskonzept sieht folgenden Ablauf vor:</span>
        </p>
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">In einer Vorabmaßnahme müssen zu Beginn Interimsflächen bereitgestellt werden (Vorabmaßnahme), um Platz für ausweichende Seminar- und Büroflächen zu schaffen. </span>
        </p>
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">In Bauphase 1 wurde mit der Sanierung des Seminarbaus (KGA) einschließlich der zentralen Technikzentrale und dem Verbindungsbaus zum KGD und KGB, dem Umbau des Sportbaus (KGC) zu einem Fachgebäude für Kunst und der Sanierung des ehemaligen Hausmeisterhauses (O28) begonnen.</span>
        </p>
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">Nach Fertigstellung von KGC kann der Fachbereich Kunst aus dem KGB umziehen. Die restlichen Nutzungen aus dem KGB, die in Seminar- und Büroräumen untergebracht sind, können in Folge die dafür freigewordenen Interimsflächen beziehen.</span>
        </p>
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">In Bauphase 2 erfolgt die Generalsanierung der Aula KGD, des KGB inklusive Aufstockung der beiden Gebäudeteile des KGB sowie des Kollegiengebäudes KGE.</span>
        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;" />
        <p />
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        <p>
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f+H/EenXGk6xZJqFt8LdPvbV7rTru4txdW80c8PmeZE6uFIAPrb9nkXB+AXwO+2zzXd7/wp/4Z/bLq5dprm5uv+EL0X7RcXEzlnlnml3STSOzO7sXYksSfYcD0H5Vg+FfD9n4S8M+HfCuntK+n+GdC0fw9YyTlTPJZ6Lp9vpts8xRUjMrQW0ZkKIqly21QuK36AEwPQflRgeg/KlooATA9B+VGB6D8qWigBMD0H5UYHoPypaKAEwPQflRgeg/KlooATA9B+VGB6D8qWigBMD0H5UYHoPypaKAEwPQflRgeg/KlooATA9B+VGB6D8qWigBMD0H5UYHoPypaKAEwPQflRgeg/KlooATA9B+VGB6D8qWigBB0H0H8qWm/wj6Dp9P8/wD1hzXjOp/HHwnpGpeK7G+t9SitfBd7Dp+vaqbvwwkFtcTDRSsi6W/iFPERsUOvWAm1KTRorCMfaJGuBFEJGN/kr/LRfm194m7Wv1dl6ntFFeJ3Hx48F/8ACUHwnpP2rX9SW8ms3udN1LwpbaUJILfw/cy+RqWs+I9Kt7+RF8S6ahs7A3V/5y3MZtcRqZYdF/aE+Hmut4PW0m1iF/GeufEHQLKK90w2z6TdfDOLVp/FN14hLTsmlafFDpJk0+7dpV1BNR0p4V2XgZD/ADt81uvVdh3/AE/Hb7+h7lRXmPgj4r+GPH6aI2iR6zbya7pOv6zb2ur6a2nXVpB4b1nTtF1K21O2klaWxvvtOq2M9tbOpM9hMlzuVWRW53Sfjt4b16Wwk0XQ/Feo6PdXGhWN9r8VjpiWGi6n4iggutP0y7tZ9Wi1e+u7ezurK81n+w9N1WDRbW/tpr6aMC6+yuz7f0w/4c9worzv4e/EfS/iTpjaxotje2mnmKzuLeW+vvDV1LcRX0byw77XQdd1m40+ZY1VpbXV49PukMir5RaOZY/RKQBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBSu7RrhoZYp3triAyGOVFWRdsqhZI5IpAUdH2q38LK6KysPmDRi31IYxqMJx/z0sAf/Rd1FitGigDMZNYGdlxprjsXtLlD+IW8cdPTvQBrPdtMP0juh/ORq06KAMv/ideul/983f8939KUHWe40w/Q3Q/mprTooAzD/bPYaYPqbo/yApP+J166X+V3/PcP5f/AF9SigDEuLS+vIWt7yDRbmB+HiuLea4icHqGjlJVvfIOfavNNZ+Bnwt8Rlj4i+EPwZ17fnf/AGz8OvDuqFyQfvG+02fPPXIbIzXs1FAHx9rf7Cf7I3iIu+r/ALKX7Ns8z5zcWfws8LaPchsYDrc6Xolvco47OkquvVWzXnY/4JofsY2zXDaX+z1pHhmS5na8nl8DfEn4oeBzcXsmxXu2Twt4p0QPdMscSvcS7pnSKNGdkjRV/QWigD8/j/wT6+DVo4k8N65+0/4KdCfJ/wCES/a6+O9usWe8MeqfETUIkC4yqlCo9MZAmf8AYu1W1QHQf2uf28fD7IR5aN8a/DfjGJQoAAK+OvCHimWVR382ZmYDkkmvvuigD5U/Z5/Z/g+AF78Udf1D4hfFr4w+Mfi74l0PxF4t8a/EyHwrNrrr4X8Lab4Q8P6XBH4L8PeGdKjsNM0fTIo49umNczTSzTTSuzE0z9qn4Qa/8e/A3gzSPBHjq3+G/jH4f/F34c/GLwzr3iLwFqfjTQJtZ+HOrSatY6Vrfh6HVfDVxeabeXDqZmt9ZtZ4nhjaNm6V9XUUAfAa6V/wUTsMeV8cP2QtdxnjV/2ffjFoW8D+9JpvxpvVjyfvYjbHalbVv+CkFqQRe/sG62gbB3yfHzwo7DOOjt4tEZ/3iwHqRX33RQB8DSfEP/gobpq5uPhB+xt4lx1/sX9oj4laEWHsmt/BW7SMnsDM49WpV+OH7d0I2Tfsa/CHUXIwlzpP7X2mpZ7h/Ey6l8HrW6EfssLsOuO1fehhibrFGfqin+YqE2NkxJNnaknqTbxEn80oA+Dh8WP+CgWovttP2cP2X/DgI5PiH9qfxNqrRE9N6eH/AIHnOOc7H/3TSt4i/wCCjt2wMOk/sIaFGeW87xv8dPFUkeeeBa+DvDCTEDqA8QJ/iHFfei29uuAsEKgcALEgx9MLUwGOAMD0AxQB8CGH/go1fgCX4nfsV6CDwW0v4QfHTxKwGP4Wvfipo8bkf3jGqt/dFQ/8ID/wUB1HIu/2t/gboIzknwx+yJ4nv3Ve4Q+IPjRfIxHJBaPGcZXnFfoDRQB8C+Df2bPjLL8cfhb8a/jX+0nq3xgm+EOm/EG08IeFtG+BHhX4W6Ol38R9DsdA1m9v7+y1zWNavhb2WnwNaWjzJCLgeY5OAtem/HP9lv4Z/tCeK/BHjTxifi5oHiXwFo/inw5pGrfDT4l+J/hffXvh3xlPoV3r+g63qHg/XNJ1HUdKu7vw3o90LVruJY7i1Eindivq2igD4Lsv+CdP7HMNyl7q37PkPjy9Vt73nxW8b+MvipJcScHzLmL4jeM/FFvM5PJ3W+0EZC5r3/wh8Avgn4DMX/CC/s9/CHwYbfaIZfDngbwPoMiBcAES6Rocc24YB3FixIyWJr3WigDKWTVcBY7GxgRcKoa9kddg4GxY7NQox0B4FPJ1g/dXTV/3mupP5LH/AJ5rSooAzAusE8zaag9ra6kb8SbqME/h/wDWd5Gpn/l/tUHpHp7foXvnH6Vo0UAZZtNRbIOrugP/ADzsrUMPXBkEq/mpI9exX7BckAPq9+cY5RLGMn/vm0PWtOigDN/sxGZGnury7WN0kWK4lUw+ZGQ0bvHFHEshRgHUPuUMA2MgGtKiigCvc20V1GYpQwG5ZFdHaOSOSM5jlikUhkkQgEMOoyrAqxBqf2dJ21TUh/wO1/raGtOigDLOnTdtV1Pt/FZn+dnj/wCtQLC5HTVr/wDFbFvX/p19j1/+tXEeNhqZvrXd/wAJN/ZI0bVTb/8ACKm7F3/wknmW39nfa/sRExj+z+d9i+0/8Sv7R5n9oY/cVjaufFiap4QmlGu3F0um6CmpWOmi5t9Lk1OS/iXWrn7dYNLp/nQQeYb2z16zGnz6epGl3VveNIaFrp3A9Q+xXnONWvB7mCwPb/r15/LH60w2N+cH+2r0Z7C207n87Tj19h71zEel6lD4j8XX0c2ttbvo2nto8Uuo3cumjULiPVvt/wBhs5Z2to5VaLTRhY1WEsnlBBJJnkdNtfFE/wAPbq1hufElj4ouB4djmvZE1n+0rSd7jTV1G4gXX5Z4pTAn2yS8Sz22EsavGoAagD1f7FqA6axcH132li35EQJ/M0fZNT7at6dbC3P16MB9OB+teUXEnjO68P6y2rJrenXsfjcRBNOhvbqGbRbWxsonltf7LuYtaj8OaldpLcrLp5bUrRptk1vJFHdKds6drOp6Z8Pbi4XxJY3kd3aLrtsutXSTpZf2ZevL/bL2ps0u2+2xWO+WSBJtz+VKq+ZKtAHfC21EDnUwT/14wj9BJj/PU0fZ9R/6CSH62MfbtxMOv4/ga86hsvGA8cnUHkvhoD+Jru2Mf2y/df7IHhON7fOmySNpMeltrSyD7ZFGuoC+KqD5Uk21dKuPG51bxRPqNlqVvpWtWWpzaAsM9vc3GkTaU72NhFFYzxQwWFzrFm8WopFcXNxBNfxuJZYFYoQD0UQal/0EICB2On9fTGLtf8+1Ah1Tn/iYWp7gHTn4B6dL4fyNeP6UviU+DNdt5X8VxzpfaQLfUpYtYn1G6gb+zjqjppl9PFrtlCGW5i1iHTNQuWQvez+H5mKRwBbk+JpdL8EmS38S29sk3iBNXjjn8RXd00cb+Xo8t7Lpn2PXPLnhBmsl1JPNhjdItS8y5XewB7D5Op/8/wBZ/wDgul/+WNIY9V4xd2Hvmwn/AKahV9MbExuxtXG/dvxgY37vm3f3t3Oc55p1AGZ5esf8/WnE+9lcAY/8Dif8+1Jt1oDibSz/ANut2o/L7W1alFAGWF1oHl9Lx7Q3YP8A6ONL/wATj10z/vm6H/s5rTooAy/+J366Wfwux/U0o/tjrjTT/wADux/NWx+XFadFAGdu1fvHp3/f65H/ALQNG7Vu0Wnf9/7n/wCRq0aKAMvfrHeDTj9Lu5U/+kpPT2pfP1Yf8uNm/P8ADqEi/wDoVkea06KAMsXGrZwdMtgM9f7TP54+w0/z9T/6B9ufpqB/rZitGigDM+06nj/kGRn2F/H/AFgFJ9r1Mf8AMJz9L+3/AKqK1KPwoAyvtmojrpDj/t+s/wD4sU77Zf8A/QJl/C7sz/OUVp0e+OaAMs3l+P8AmD3B+l3Yf1uBS/bb0ddIuvwuLA/+3VadFAGaL2676VeDH/TWxP5Yu+aX7bcd9MvR/wACsyf0ujWjR+FACAkgEggkA4PUZ7HGRkdOCRS0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA3+EZGRgZ+mOf06+o4718N+MNT8IWfjT4o6VquleKJLO/1a2u9S0MXXw+t9W8S680fg1NGGj2Gq6DB4tm8J65qcej6Ta6nB4g1HR4r9L1NYtdN09w6/cf8ACvbp68/56/hXwV458TeD7rxh4ki1v9m/9rbxXHaaxrcdu2meGY77wcmrzxDSrzxb4LLeOLWexkvre3FxpuoWgs1ieU6la2dnfzSTkX6Nfk/zSA0Lu88Gad8YNHsdd0LX/ht418QatqsN/NZSfD/xB4L0y3/4Rbw/qum6j52s+HLoW9trqeE00q3vLC0sNUttestQhvJPsl1Y3L+U2WufA3UfD/jvXJPC/wAVtOlsPAmieJYdEk1rRV1DxJaazqXjTwZe6LoUcRaGy1rX4tRsV8WGWS3M9jqHhqbz4ZNLuWj6S98UeBNYs7638R/srftj+JrnUzKdS1fXPB1vdaze7/7HESyajF49tpYI7OPQtOhsobNbaK2Rboonm6hfyXMt34p+G97dw3lx+x9+1g09vdX97bOvgG1iW3m1LTtY0u5WOKL4gJGLcW2uXr29sUaC1u0sr23ijurCzlienLbspW0+1Kd7/wDgLa6arz0Nb33V02n1SWi+9JmrpmueCPDeqaj4w8DRXvguCPxTP4Q/sbTfGvgqLS/tWq+IdL8N6jPrGma/4c1UeFbHVJvBVjezXcN69zPIFWMRXN9IycTb6/8ACe9g8P6dZweLLTwxLqvw91CXQrbxf4Gvb/WvE2mapeadoniHwvBcaTc63qljdReDrdte1zwpquk2uu+GbWO9e18uHUVuO30z4maDpcsJi/Zq/bQudPtNcPiPTtDv/Blhd6LpesNqNzqpu7Cxk8cYhze3t1KYmkki2zvGE2bVDE+IPgiOx1PT0/ZH/axW11bVbHWbpB8PNP3Lfabq95rdk9tJ/wAJ5vtIor/ULsiCApEYZWtmQwhVobupfgvkkl521Yoq1r2bsr2Vrvr6X/Cx0vw++KOl/D/wh4euNI0x9X0PxBFBb6S934m+HtjpekW+l6RaX8Gl6v4q0nwx4csU8WajbajBbaTp/iW9l/tSazu5G1uzKSyT+r/8L8E02uT2HgbWL3Q/Cb3D+K9S/tXSILzS7C18Ua74aur+00l5Gk1WK0/4R+91W6it7qOYWW2K2S7uysD/ADdN410K50i30O4+AH7ds+nW2nz6IkMmhQlX8OXllb2F94bnUeORHc6Pe21parNFPHJdRPAs9pd20xkd3jxf4JjmY237LX7ZVnp8/lrqOhWfhCG30LWIYdav/EFva6vYR+PwL6zh1LUrthaSP9nmtpTY3UdxZ5gI3e/nt5e6l83zXfn1BaJLtp+H4HvFp+0zob6fp+t3Xh910K+8WQeGZbrSte0zWNQ0K3ll15LjxD4l0mJLebS9J06LQ5LvUTDNf3NtaSyTmFks7kp1UXxlub3xH4N0PSvBtzqcHjHVddsYrq317TBe6ZpvhfU9T0vxB4nvtLKH/inLC5sbOGO+jvTJe3WtaVZWkEtzcFF+cdH+JWgaM1kkf7NP7Z2o6fpeoXOpaRo+r+CtO1HR9KuLyLV7a6WysZ/G+xbea013UrV7WYzQG2mWLywIo9uT4R8YeEfAeqWep+Ev2aP219GFnZ2WmR6bF4Xhu9LbStPvNUv7TSpLbUPHt2506O81nULhrRJo45pZVkmEjRRlV37Xdv8ADZWT80769b+Q1fqfotRXygP2p7scf8MxftX/APhr9E/+bej/AIanu/8Ao2L9q/8A8Nfon/zb0AfV9FfKH/DU93/0bF+1f/4a/RP/AJt6P+Gp7v8A6Ni/av8A/DX6J/8ANvQB9X0V8of8NT3f/RsX7V//AIa/RP8A5t6P+Gp7v/o2L9q//wANfon/AM29AH1fRXyh/wANT3f/AEbF+1f/AOGv0T/5t6P+Gp7v/o2L9q//AMNfon/zb0AfV9FfKH/DU93/ANGxftX/APhr9E/+bej/AIanu/8Ao2L9q/8A8Nfon/zb0AfV9FfKH/DU93/0bF+1f/4a/RP/AJt6P+Gp7v8A6Ni/av8A/DX6J/8ANvQB6F8av2jPg3+zxYaDqnxi8Xt4P0/xNfXmnaLd/wDCOeLPEEV1eWFst3dxS/8ACLaFrbWCxW7q4m1EWkEpJSGSSRSo8Gh/4KWfsLS43/tHeCrHOP8AkL2fifRcZ7N/a+gWWw+zYI712/8Aw1Pd/wDRsX7V/wD4a/RP/m3qOT9qKeVSsv7L37VcqkYKyfCzQnUj0IbxsQRQBjWn/BRL9he9lSGL9q34HxSSMqqt7480bTfmdgihm1Ge1VMswX5yoBODivsiKaOeKOeGRJoZkWWGWJleOWKRQ0ckbqSrpIhDIykqykEEg5r8gv29/jbo/iD9jj9pTT3/AGXfjt4eutS+Efi3TYvEvin4S+F7LSNHk1GxayF9qGpJ4lvrizghNxue5it5ZIvvoAwDD678P/tN3enaBoenj9mP9q1vsOj6ZaAx/DDRNh+zWMEPyZ8arx8nGQPpQA34i/ttfD74e/FrxR8GYfhl+0J8RvFngnQfC3iHxddfCT4Pa/8AEPQvD1r4zh1G58P2uo32hyvcLqN5Z6Xd3htIbGUx2yrIz8lV5hv+CifwIsjt8Q+D/wBpvwmQwRz4i/ZP/aFt442OOHmsvh5fwnGeSkjgevSvGf2YvHE/xV/aT/4KH+J08H/Eb4bXtr4w/Zk8K6fH460C30LxBp9zpPwptx59vbR3uq2ZkLeIJr9Lfz5kn0vVLCWdfLvzEn2d4z8e3fhPw7rWq3Wv65Gnhq70az1y7tNEXW/tTaxrun6DZJoFlpekXF/d/bbzUIYr2/jie18Nf6RLqDkWczxgHG+A/wBvH9kP4jXniDS9D+PHgrRtb8LHTBr/AId+I0mp/CTxJpo1mG4n0uV/DvxT07wdrVxa3kdpcGK8s7K4tN0RRpw5VT6tD+0V+z9cf8e/x0+Dk59Ifid4Jl/9A1s1z+r/AAj+Afi2caj8Sfhh8OfH/iVo/JvNc8a/DfSfFeplEd9lkmq+IdB1C9exs97Q2qNcMm3fKBvlkJ5ub9mr9jK4BE/7OH7PD5znzfgf4CB/Et4UU/meRketAHrMPxt+DNxj7P8AFz4Yz56eT498Ky5+mzVmrVh+J/w1ucfZ/iH4GuM9PJ8W6BLn6eXftmvna5/ZI/YTu8/af2Z/2bHzz83wd8BRn65Hh1CP/wBXtWa37F37AUmS37Mf7NIz1x8LPA0X6Lo6f5+tAH1hF4x8I3H/AB7+KfDk+enk65pkmfpsum5/+tWgmuaLJ/q9X0uTPTZqFo3/AKDMa+NJP2F/+CfU/Lfsy/s4Kefmi8A+ELY88k7obOIj65/Gs+T9gD/gnvc5B/Zx+BadP+PXSLC07dvstzBg47jmgD2v43/tSfBf9nhfBw+JviHV7e9+IGpatpXg7RvCXgzxn8RNf1670HTP7Z1o2mheAdB8R6sLbS9Nxd315LaR2tvG8fmTBnVT4h/w8j/Zj/6rtx1/4xZ/aS4/8xZj/OelbfhT9jf9kn4Oa9B8Svgr8KPhz4E+I+g2eoRaP4m0KRv7TtrDUYki1vT7R7nUblIItVso/s92sEaPcwqLdm8t2FfU2h+OdB1vTYr+3uZJRvmtrj7NZahcwR3lq3lXcMc8NrJFMkcgPlyxu6SxMkiMysDQB8ff8PIv2ZM4C/Hg/T9lj9pM/wDvLKp6j/wUt/ZosNOv9QjsP2hNRexsru8TT7H9lb9oz7dfvawSTrZWQu/hnaWpu7poxBbC5ura3Mzp51xDFvlX7j/4SPSv+el5/wCCrVv/AJBrH8QeJ9Li0PV5ElvlZdOu9pTStWDAmFlDA/YcjaWBJH3RluAMgA+JfDX7Rf7cnijTNJ8QWH7E/wAO7fS/EelWniDRtF1j9qzTtJ8ZW2k6jCtzb2mvaWfhFe6XY+ItPilit/EOmWusXtvpOos1oL66UJPL0Z+P37bFvu+1/wDBP+S4299E/ao+Ed7vGOSg1jSvDzewDhCe+ByPpvxtoFwdBudQ8P3cthqeLF0a2nNv5t1JLbWy3tpcKcW2oPDI8DTLiG+hka3vVZWjnhv6EbfX7e4jGr+IdO1PTrhbbVbA6k/2iyuVYMuYruOdvst0q77eQh0kiZ1VyyOQAfKLftP/ALU1ps/tH/gnd8ZCCcOdE+M/7N+sheeSok+JOms4xyPlUnocGq9h+3ponh3xV4Y8O/tDfBD4s/staT4z1m58K+GviR8Yb/4Wf8KtvPGdvpV9rcXhC/8AGvg74ieJ7LQNZ1LTNL1OXR316HTtN1O6sLjTLe/OqeTZzfR2tapqdzqdho3hbXNW1BDrdvp+uXcklkbGOJo7mS409b+OxWWCbEQFxNaSPeRhTBbBZmkmt+m1L4c+CvEOkjR/HXh7w54z01jF/wASrxToml6v4fgaHc0SWOiarBd2MRhLORcSRzX8jM8k9zIznABm6T8dfgjr2z+w/jH8KtaL4C/2T8QvCOo7iRkBPsmrzbieox25r0Oy1jStSVX07VNN1BHwUaxvra6DKecqYJJAwxzkHGK+c9Y/Yx/Y68QnOr/svfs737cnzH+EPw+WQk9SZIdBjdic8ksT09BXn19/wTh/YSv38wfsyfCvTZMkq/hzTLjwqylsElD4ZvdJMZyOqYIxwRQB9v0V+cPir/gnf+yTp6W+heDPAXjPw14p8RR3Nnpt14V+O/x68PvotoI9l94idNM+JUNvHHpCyrJao9u0d1qDWlr5ciSOo2vD/wCx5+0D4O0DRvDfhf8A4KHftHf2XoGmWWj6afF3gj4AeONS+w6fAlta/wBo63rHwuXXNYuxFHGs+oanqN1f3ZUy3VxLM7yMAfoJRXwiv7PH7ZtqMWP/AAUH12cZyv8Ab/7MvwT1M4znDtpkXh9264+VkP0xip2+Dv7eVmubH9tb4aaoVHA8QfsmaYm44x876F8X9MAyeSUjUeiigD7nor4OPgT/AIKQWe77N+0X+ynrGPuLqv7N3xD00tjP330z47zAE8E7IsDnA71Kmmf8FMLVMDxl+w7rLA9bj4ffHbRSwH+1bfEXV1Qk9/Kkx6dqAPuyqV7qNhpsP2nUr200+2DrGbm+uoLSDzHyETzZ3jTe5BCru3EggA4NfEC3f/BTS2bMmh/sL6ug7Q+J/j5oDt/398KeIVTP1kxyeeh8+Sz/AOCjup6prs3jX4v/ALHvw4+1a5nw54GX4S/EH4l+GbPRmtYU0yKf4hal47+Gmp6jrV9cwahcSrJ4SsYoyDbWXnGI5AP0K/4THwj/ANDT4c/8Hemf/JVH/CY+Ef8AoafDn/g70z/5Kr4La1/b/wBMg8weKf8Agn34o2HaPN8EfGbw1cTyNxHFEmn+MvFpM0p+VIYrSaR2IWNWPB2P2avjt8Z/itoPxLh8cfs/+ApfFvws+NHjv4O63e/DjxhYr4P1W98Fpo7y6lpieNrDTPEMAlbVTBNb3Nu6xTW7hJn+ZVAPtz/hMfCP/Q0+HP8Awd6Z/wDJVH/CY+Ef+hp8Of8Ag70z/wCSq8N8VfErWfA+iXniXxh8HNA8M+H7Dyvtmr618QPA9nZwvcSpb20AbyJHmuru5kitbOzt0mury6litrWGWeRI284tv2pvCN1pWr6yPBXg2ytNBfT4tYt9Z8baLoWs2E2sStBosT+G9X8PWfiKeTXJ0e30RbTSrg6vcI8Gni4mjkRAD65/4THwj/0NPhz/AMHemf8AyVR/wmPhL/oafDmP+w5pn/yTXzR4U+PVl4zg1K70P4ZeHru38P3GnxeKbU+KtKs/EXhyDUpkitrrU/Cur+HdM16CK5jMk1i01nDDqKwTLZzyvHIE+mNTs9H03TdR1FtG06ZLCxu71oVs7RDKLW3knMYYwkLvEZQEhtu7JyBQA7/hLfCv/QzeH/8Awc6b/wDJNH/CW+Fv+hl8P/8Ag507/wCSK+UPFPx70/wVcWFj4v8ABXwq0DU9R0qHXYtJufHA1HVLfRbgfu9X1Kw0XwHqVxpWklhJH/auopbac0sM6R3TmCUpV139obw34aOljW9N+AVgNa0u117TJP8AhZ9lqEM/h++/48fEMs+leCr2Cz0C8+b7Lrd9JbaZcBJDFdMIpNoB9df8JV4YPTxJoP1Gsaf/AC+0fz/Kj/hKPDGMf8JJoX/g40/P4H7R/PNeMWd18RtUtLbUNO+EvwlvbC+toLyxvrbxvFeWd7Z3MazW11a3Nt4NkhuLa4hdJYJ4neKWN1kjZlYE/NfxI+OvxK8LfFq2+EGlfCP4L23iJfhtD8Tb+41u+1bUdNbRL3xTdeE7KC0u9M0KxkXUBf2F1Jc209o0Yt/KljuSzGIAH35/wlPhj/oY9B/8G+n/APyRQPFHhnt4j0Nuc4Gsaf7f9PA6enTmvzw/4XJ8du/wz/Zu/wC+vFw/9xRrn/EX7SvxV8EJ4b1PxR8JvgPfaJrPj/4f+BbqPQZPEC6nDL4/8X6V4QtL2D+0NKFqY7C61aK7uVfc7QQyLEjyFRQB+mH/AAk3hv8A6GLRP/BtYfl/x8fyxxj0FA8TeGs8eIdDJ9Bq9gT/AOlHuc+/NcYfDmv5+Xwl8L8c9Yr0Hr6DQyB78nnvSf8ACN6+evhL4Xf9+b3/AOUlAHbjxH4ebpr2jEe2qWJ4/wC//T/Oe1OGvaE2SNa0hgMdNSszj6/vjz6fjXDf8I1rnfwh8Lm/7Y3g/U6C38qQeG9YGc+CPhg2fQ3C/nnw23agDvRrWinkavpZ9D/aFo30OfN+vA9aeNY0ntqmnH/t9tf/AI72rz//AIRvVO/gH4ZN/wBtJB9evhc5z+FMPhrUf+idfDM+/n/4+FKAPRP7Y0n/AKCmnf8Agbbf/HaP7Y0n/oKad/4G23/x2vOx4b1Dv8N/hp+FyP5f8Ij/AFp3/CN3vf4bfDc/S7Qfz8ImgD0H+2dI/wCgrpv/AIHWv/x2j+2dI/6Cum/+B1r/APHa8+Ph28/6Jn8OT/2+xf18H0v/AAjt1/0TH4edf+f+D/5jv8+lAHoH9s6R/wBBXTf/AAOtf/jtH9s6R/0FdN/8DrX/AOO1542iXNuNz/CjwVdKT8y6dfaWZtvX5Y9Q8O6fCx9A1ygJHJAOadFcfD6OdLTW/CGneGLmSRYYl1/w3pdrZ3Er/ditdYgjudFndm4SFb/z3OMREmgD0WLU9OncJBf2Uzk4CRXdvIxPHRVkJPX6+3NXc84/z+H+fzBrmZfBfg+dCj+FvDrI4wSuj6fG2Oo2yR26uvsysCOx5rMbwjcaUPO8I6xeaM8YLLpN/Nca14cuOM+TLY3c7XdgjEBRJo99ZeSMsYJx+6cA7qiuX0PxC2oXE+kapZtpHiKyjWa60t5vPiuLRn8uPVNIvNsa6lpcsnyGYRxXFpMfst/bW0+xJOooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQcqO3A/lS9KQdB9B/KloAQjP5EfnS+/+eM/40UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFIDnsf89/cUE/X8Bn+VAHwx/wUvk2fsL/tFR5x9u8I6ZpXHGf7Y8XeHNK2++/7Ztx3zg8GvuOGMQwxRdookj/BEC/0r4b/AOCkyCf9jb4n2RDMNU8RfBbR9oUnd/bHx2+GemFSOuGF0QfY1900AfkLpXxI174LfHf9s22+I3wH/apvtA+KPx18KeL/AAv43+EvwX8Q/EPw/wCIPCGg/CD4a+GLFrLXfDT6jNYtDrHh3UoL+3fTPtflxNFHsEpceoax+29+z61vaWfiGL9pjwR9ieMwp4s/ZN+O2lWkUUbo8mn30tl8LHH9nXQjVLtI58kBZo5BLEkg/SqigD85vB3/AAUQ8J+LLHU38B/s8/tgfFfQPDmrT+GpfH/gf4EakfC2s39jbWlzP/Y58Xa14T8TXqW0F5bQ3V1L4ctonvFmSF5SpNdW/wC3jpUHN7+yj+3TZDuW/Zi8VXoH46TfajnHqm4eme33dRQB8KL+398OVGdQ+Bv7Zel45P239kX43zbfXP8AZvhTUAcZ5Kkr6E1BN/wUS/Z7tsf2j4Z/aQ0vru/tH9k39oqAJ678fDVyuOmR+PFfeVFAHwWf+Cj/AOyCqhtR8UfELSSeNusfs6/tB2TKepDeb8LcDHfJwPWj/h5D+w50n+LsdmM/8xL4W/FrTQD7/wBofD622/jjHU196UUAfJvw0/aj/Zr/AGjNc1HwJ8E/iT4R8a+J7HSk13xDpen2GoWOsaP4Se8TTrjWGstZ0nT7gw3F9LFpME8cbrHd3IZsGIivYtGmsfC1vptzGgtdI1y9vdPa1s7WaRba+ivL06ZcW9paRSOsMllAbW7KxCOMRWkkrLGrkfMNjLDc/wDBSbxxfSyJHB4Q/Yg8A2dxK5Cpbt4r+OHxC1GVmc/dV4PCcDEE9It3cV9N+EtRUWVlqer6frdlOLRoNOs7jRtQJsbSWVnkuJBDBKgvdRYLPMRhobcQ2/ykTBwDtP8AhKNEHBu5F/37K/T/ANCtRimt4m8PuCr6lBscbSskcqgqQQysHiAIYHBBHT607/hKNDzh71oT/wBPFpe235me2jH45x70268V+H7W2kuTq1hJt2pFBHdQG4uZ5XEVva28JcSS3FzOyQQRKpZ5XVR1oA5CLVtPnsbnw5aX0N5Jpmq+HvIMUnmOdH1DVoW04y8bsw/Z7iwJxkm0Dn7xNW/Gvhi31a60a8gv9T0TUJ9StdI1C/0WZLW61TQZxPNeaJeylHJtJ/KDR3EIj1DT3zLp91bSPKz3ZrOa3t9MnvcNqeqeI9KudQZTuWN43aWGziPP7iwhiWCMfxsss/3pmJ2tY+a88PR+uslyPXydM1GQEfQ4zQBl3lnpuhx+GbKzgttM0yw1Cabyo1WG3t7ez0fUZZZnY8bUUGSWaRi7HLu7MSxo2d54f8TSprWoXmj3ViUI0Kzubm0lSO1lXDapJE8hH2nUE2mDIBgsfLUESTTCug1JRJrPh6JlVl3atIykZUoLAwkEHgqRPhgQQc49jR0m10+0lu9Bu7ezY2LCfTjPFbsZtIuGP2cLvXLfYZRLYPx8qxQE/wCtXIBbTSfCkuBHY6HJjtHHZt7/AMIz/n3qK/0nwxp9nNez6Rp5iiUHbFaRNJNI7BIYIVVfnmnldYokH35HUcZrRfQdDl5fR9Lc+v2C1/mI8/rWPqvhTSzDFeaZplnDqumXCanpjxxiMfbLZXAiYLhNlzC81qxIwgnLrh1UgA8p1TTvCHgdPGXxR8YroWh2HhnTo9R8aaxfuttpmg+C7DSf7S1QyXZKpb2Hh23U6tcz/L5pt7+VtxmjC+SaN+23+wHrfl/2Z+1J8AkaQKUE/wAWdD0Rm3gFCq6jrVgw3ZBAxyDkVg/t86wr/sL/ALXmp2rlF1j4a6/osRIJb/id6TpPh5rd1PSXzdRktXj6iTKckYr64s/hh4Cn0LSdM1jwN4P1QWek6dYyJqXhnRL4OLWyht9ri5sZQwGzGCMYGOnFAHnGk/Hf9l7XAD4f/aG+Empb+n9j/G/w1ek+wFt4qmPB7YGMn6V6NpmseB9aVX0L4i22po/+rfS/G1jqaN6bDHd3at7Yz0P48Rqv7KX7L2u7v7Z/Zv8AgLqpfO99R+EHw/vHYt1PmT+H3fJ7ndk+tec6j/wT3/Yb1Qs1z+yf8BonbIMmm/Dfw1o8oycnbNpFjYyJ/wABYY7YoA+o10aUgND4h13a3Kt9osJ0x7eZYvkfiRT/AOy9VX7niS+x2EtlpUn5kWcZPv0PoRXxTqP/AATf/Yj0+zvL+1+CSaAtpazXTv4O8efE7wnMkdrE8zi3Tw7430mJJNiMIwNq5IG5B8w+Yo/hB+xTa2Wn6hp2vftd+A7bUbW7udPPh/8AaV/aEV/tFh5YutPNhp/xV1prK9Esqw2UV5a28OqtHO+mvdw21zJGAfrj/Z+vjO3xDG3oJtGtm57Z8q4g/TFePfEcaz/wkHgWOXXvDo0208QufFsN34fuZbvVtHuNE1dtN0PRp49bhj03xBJriadq1pqlwlzBp1pYXZlgX7dFPF8HJ8OPgJHbXGoaD+2f+3joml2F7b6fLeW3x78d69p0NzPZreRxqPGOieJ/tEccLBZHWK4iWYNDuZ0kVYvDNp+0x8NtPv8AS9D/AG6Pgz8RrfS7zV5Idb/aF/Zu8WXfj+30ZrqW7srTxX4v8IfEfwrpepzaZp09jo8utweGNMh1KS1tY9huDFbgA/Q+x+z3GveG4NcuNJvNdj1WS50ZrKSzltxp8Omag0sieSSZddhRo01e42rGVZZbBIrZ3A+fP2BB9p8B/HzX+CPFP7Z37V+sI4/5ax2nxc1zw3GxP8RVNBWLI7Rgdq840jxX+3Brk+kQaT4v/wCCe/jW5u7uYaSYbL45+DNXn1HS0luLuKOODU/Fc9lfWsNtPLdWZjEy2yTJPE1u0mfd/wBhn4feK/hn+zpoPhzx5e6BqPji68d/GjxT4vvfCrag/hqbxD4y+MvjzxTqK6FJqtva6lLpdvLqotLSW+t4bmSKAPLGrHFAGt+0JfaT4W8a/AL4i+MYjP4A8J+O9T0zVfkkvBo/jHxxpC+Fvh74pOjxCWbVf7N1e8vNERrW1u7zR5vE0WuRwxW+nXV5a4XxY+K3wH8NftA/CrR/G3g0618R9Fj+zaJ47GjLdt8Nv+FlXB8PeHLffIV1TUx421WwudJ3+G7HXE8NfZm1HxG2g6fdpfTdF+0HqNl4P8XfAb4l+I4pL7wb4U8fX+h6rYW0EmpajaeIfiFor+EfBviXS9AtxLfa9daPql3Pptxa6Ta3urafpXiHU9dtrV7bSr148b4tfHH4V+Cfjr8KvCXijwHc+IPGMYZNJ8apokF1qPgVfiBOPDOnjwtDcWra94o/4SK9tDYeMV8CR6m3g/RYYdb8ZLp2jzQzsAYvxU1TS/Efx9tNK8Op5OvfDH4Wa5cfErUnt2smuvD3xC1fQI/AvheGSZYpfEMZ1vRNQ8SST2gu9N8NSaaLea5ttR1820v1n4rbHhfxIeeNA1o/lp9xn/61fJnxb1ax8S/HvQtA0iCa01n4V/DfxDr/AIx1O8tpNP8A7Y8P/EPUND0Xw94b0OSdY5PE1lHrelf8JB4gutPF1pnhm90fQrO9uItU1u2gH1l4uOPCnickZA8Pa0SPUDTbkkUAfL/wI8ReG/C/if4/+HfETx2vjnStdt/ib4n1k28t1/anw013w9aHwHqDX9vDOY4PD2h6PeeG4/Dcrpe6bJo099b6ebLWLW8vav7OnxW/Zs1vw58VNd+Fvhyz8A6LbXl38S/GpvdGTTl8Q+FvFFld63o3xPC28l6p8NeLNFs77U9J0qc2ep6Xaw3Frf8Ah3R5nW2lv/ADxPonhe8+PHhDWY7lfE/hDxlqnxG8W65ZadqGqw654a8Zacmu+Fbs3un2t202vaL4Ws7Xwzc+EAW8Q6daaFpcsOmHS9V0We8g/Z7+N/wN8Q+Cvil4k8D+EG+G2g+GtX1n4g+NbOLQoXGp6d4ntbnxTbePZx4Xj1O2u9W8U6HCdW1Pwuss3jLw3dY0PxDomn6gtvbTAHZfsrWiRfCt9U0yzm0zwV4r8aeN/Gfww0i4JVtL+GfivxDd614Sit7Tc40vTtQsrttc0jRUKJouk6rY6UILY2htofkP48H/AIzrk/7NE8O/r8avFB/9lFfYX7LVncQ/CW21VbaPTfDvi/xV438d+ANBjaI/8I98OvGninU/EXgzSmS3nuLa1f8Asa/t799NtZTBpBv/AOykSP7EY1+Pvjx/yfXL/wBmh+HP/V1eKKANSvDvj9/yKXgX/s4X9m//ANXZ4Nr3GvDvj+f+KS8C/wDZwv7N36/G3wYKAP2oHT8T/M0tIOOPc/qT/L+XTNLQAUUUUAFFFFABRRRQAUUUUAFQz28F1DLb3MENxbzI0c0E8STQzI3DJLFIrRyKw4KupBHUVNRQB53Npmo+Cyb3w6l1qXhtMvqHhXc9xdadBkGS88KPIWkAgGZZfDsjtbzoCukm0nCWt12+n6hZ6pZ22oafcRXdjeQpcWtxCd0c0MgBRweCCeQyMqujBkdVdWUXM8471wVun/CLeKEtI/k8P+L5rma1i58rS/FSRvd3cEJOFitfENpFcXqQr8i6rZXjqPM1LFAGt4o0WbVbSG5010tfEOjyvf6BfMCqx3gQiSyuGXDPpmqxZsdSgyVaF1mC/aLe2kTQ0DV4de0ix1aCNoUvIQ0ltIcy2lzGzQ3llPwAJ7K7jntZsADzYWAGAK2K4rwrttdW8baSgKx2viKPUYFzwseu6VYajPsXoqvqTahLxwXd++SQDtaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQdB9B/KlpB0H0H8qWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8V+M/7PPwl/aCsdA074r+HdT1+18MX15qOhjSvGvjrwVPZXl/bLZ3Uxu/AviXw1d3Ykt0VBDfT3MERHmRRJIS5+fm/4Jyfswp/yDrT41aKR9w6N+1B+0lYBP8AdRPio0Yx2BQgelfddFAHwJP/AME3/gBeT6X/AGr4p/aP1/SdL8QeHfEq+FfEv7TPxq8TeEtQ1Pwprmn+I9C/tfw94g8Zalp+qWtnrOl2F+trdxyRPNaxlwdor76GcdMfrS0UAFFFFABRRRQAUUUUAFFFFAH5eePtb+Jvwe/bU+MPxMvf2bfjp8Xvhj4/+DHwK8KeH/EHwd0nwT4mEep+AfEHxO1jxDpOtaTrfjbw1rNrEtx4r0y4VYLG6ivwpTeIg6P6wv7d2jQ5Os/ss/tyaAinDy3f7MXjDV4o8ckmXwlceJEZR6oXDfwbhX3XRQB8I/8ADxb9nW1kWLxBpf7QnhByG3DxV+yx+0VpixgZ3eY6/DS4QBe5Dn6mruift3/sifEvxf4L+Hnhj4u6VN418WeK9I03w54d8Q+EPHXhDU9Y1SJptRj07Tk8YeE9DWTUXisJpYbXzVndYJfLBZcH7gH1zXwd+2dKLj4j/sF6GxlZb39sXSNaaKOFpnl/4RT4KfGfW02xxozHZNHE24ABDhmIVcgA+1NYwbvw/H3fWhIevIh03UZPyBC+wOKr6teWsfiDwpZS3NvFc3c+rz21tJPHHcXX2TSpRMbaBmEs/kJcK83lqwiQhn2gg1y3iq+8Qj+x9VhtJrS3tL64C6RafYrzxVq7XdjcWkMOnJczx6TZTRtMJpzNNdGK1SaVmhaMhsdvDlhdRyXOr+Htel8RTlbi211rYX1zoc1sQ9vDY34vXvo1BYrdPa+SNQHnBkSLyYowD0m6+fxFo65/1WnazN+LSaZCPp95u/r6GqF5pen6l4nhe+sLW7FroMyxSTwJL5Ru9QiLpG7KSnmC0BZQRu2DrtrkNA1rWp9Wa+vNN1KbTNIsLjSr+S8tJbfXbDUprq2mYfYSitq+j/ZYVuINVt0juJopEzb3LrO6fBHjb4JfCv8Aai/4KAfETSfilpGoeMPCvw0/ZQ+DU3h2zsPGnjXwxBpGueOfiZ8XLq91G3fwd4j0CUX17p/h21hllnd5lhtY4/lUbaAP01PhjQTyNOij/wCuLzwfl5MqY/Cj/hGtKUfu1vocdDDq2qpjtkAXmAR644r41H/BO/8AZ7sh/wAU1rX7Q/gsj7n/AAin7VP7RenpFjoIre4+Jd7aoB2UQbeMFSOKi/4YQ023IOjftYftzaGoOUit/wBpXxBrMKegEfi3SvEaso7Bw/vmgDkP+Ch+lwaH+yD8Z/DFq1x9m8b+I/hRbWLTXM91NJqPir42fDnRdasvNuJJHxIl2t3FEDt2TXQUBYzX6Oev69a/PLxH+wBceMf+Ee0vxr+19+1d468E6J408FeN7rwL4z8RfC/V9H16/wDAfifTfFuiWeqahbfCzTPEAsf7X0mye5Wy1W1mnhjMLS7WOf0N/wA/pQAUUUUAIQGGCARyMEZBBGCCO4I6jpVNtN051KPYWTqwjVla1gZWWFSkSkGMgiJGZYwRhFJVcAkVdooA5x/B/hOQXQfwzoDC+t/sl4DpFhi6tuvkXA+z4ljHGFcEDC4+6Mc9cfCT4Z3Zla48EeHZGuGdrhjp8Sm53xLEUuSu03ESqiNHDNviimRLiJEnVZB6JRQBwGkfC3wDoGvQ+J9E8N2mma5DaS2IvrOa8iMtvMMS/arcXJtby4cYVry6gmvSqon2jYigZHwScy/DPw9Of+Xu48R3o91vfFOtXat9CswI9iK9TkbZHI54CIzZ9Nqkk+2MV5f8EIzH8JPh9kY83wxptxyOT9qjNzuP+95278c5OaAPMv2h9Tt/BniT4FfE7VLefV9C8I/EW40K98PadA+oa/d6l8RtBvPBuha14Z0KIPdeINZ0C9vme503ToZ9Sh8M3/iHVrWJ102aN8P40ftCeCPhj8X/AIb+GfEnw6v/ABBqXkPdWnjFNLtp9Z8PJ4xvIvCVrb/DLTbizl1zx/qt5qD28Hj7RvAskmpeFfCkkGva1bXOnukLbv7RWqDwXrnwQ+J8ljdeIIPCHxHl0NvB2lx/a/EniCf4i+HtS8H2134Q0vrrHiPw8962qy6epic+FU8U3KXERtju5/41fHLTvAfxu+C/gm8+FNz4vu9V1Ga60zxPLp0cus2Nxr0N14ZnX4TRta3D+INd0O1u5dW+KFtFe6IfDXw4luNaafUxL9hABk/F/WbXxL8evC/he2s7rTL/AOFngPxJ4u1TVtUtJdOHirS/HM+ieG7bw/4NkmVP+En0/TL+GHWvG91YmWy8OahY+FLS8JvtUgWD6y8Ytt8I+KWxu2+HNcbHY40y5OPxr5T+O2px+IfjN8MfBsNlc6be+BdE8R/FC58RX0BtbbXtJ1CNPAj+D/Cly2Trdwl9rdlrfjS3jMcWh6fY+HprgTTarYm3+rPF7iLwn4nkI3Knh7WmK9dwGnXBI/EAj8aAPlX4GePNB8BaN8evDOuWurXN58JvGHi3xz4v8U6FoWreIrTxNp/i9rvxrZeRNotleTal460HQ5bbw9rvg23jude0oaXpOLT+z9S0otofAn4/fDPxH8OfiZ4v0D4fXfw80XwJqmveLvFGleG9GtPENtq8Ov2lx42TxHpl14Dtb7S/Efi3xBpFzDqnirw5pcuo+JfDviK7n0HXozfpDNdJ+zj4kg8JfDf4leE7jRtb1fUfgp4w8dw+INW8M6VPrcHxBvdRv9S8e/avCs1uC3iHxW1lrNtpPiLREd9R0rxbFcaJcci3Zsz9nn9oHwbr/wAEvG/jbRfhXf8Ag7QPh3feKNWvfDnw50j/AISbSdaF5JfeMbr/AIQuTQbGytvEvi0jUGg8eaJY24u/DvxBOueH7+Waaza8mAPT/wBmCwntfg5oGoNDbWOneLNV8W+PfDmh2l1aXtr4a8J+O/FeseLPDPh6C5sJJrJ/7M0XV7OKeKylks7S6M9lZySWttC5+Nvjx/yfVKfX9kTw6Py+NXif/GvtD9mXTJNO+Cvg+4aTTPJ8SP4i8cWFlot7DqWkaLpPj7xRrPjPSPD+m31t/ot1a6Fp2t22leba5tGltZPsZ+y+TX5+/tReN7Lwr+3v4e0f/hH/ABt4r13xd+yda2+heH/AXhTUPF2tXS6D8WPEeqavdy2VgU+y2NjaSQmW6uJURpp4LeISSyqtAHoteG/H/wD5FLwL/wBnDfs2/wDq7vBldn/wmviT/ogX7Tf/AIZLxB/8k14X8efiBIul/CfRde+Gfxq8EP4m/aV/Z10nRdV8d/DHWfDPh+51aD4r+HdcGmyaxcyzW9vd3GnaTqM1qkyqs7WrRKwkaNWAP2y8dPdiz0K0tb++00an4r0XTbq506f7LdmzuJZ2mhin2O0XmbFVmQByuVVlzmpP+EKT/oafGv8A4UU//wAaqLxxwvhL/sevDv6yXBruqAOK/wCEKT/oafGv/hRT/wDxqj/hCk/6Gnxr/wCFFP8A/Gq7WigDiv8AhCk/6Gnxr/4UU/8A8ao/4QpP+hp8a/8AhRT/APxqu1ooA4r/AIQpP+hp8a/+FFP/APGqP+EKT/oafGv/AIUU/wD8artaKAOK/wCEKT/oafGv/hRT/wDxqj/hCk/6Gnxr/wCFFP8A/Gq7WigDiv8AhCk/6Gnxr/4UU/8A8ao/4QpP+hp8a/8AhRT/APxqu1ooA8v1rRbjQH0G+s/Eniqd5PFHh6xmgvtZku7Se0v9RhtbqGe3ki2SI8MjjqGVtrqwYCuj8b2s0/hu+uLSMSX+jtba/py4yxvNDuItSjij9GuUtpLQ46pcOp4Y1U8ezLbaZpV5Kspt7LxX4Xu7p4YJ7lobWDV7dpp2itopZjHEvzOyxsFXLNhQSJD4/wDCjAj7beSBhghdB1+UMDwRhNLbII4I59xQB1dndQ31na31s2+3vLaG7gcchobiJZonGODuR1bjrmuUsdtv498RRDH/ABMPDnhzUP8AgVre67YSY9cIIM9wSAeoqv8ADu5D+HfsSR3ottH1TU9I0+a+s7yykutKtrpn0qeOG+gt5zCunT21sHMYQy20qoWCkixcKsPxB0yYkhr/AMI6xajjhn07V9IuFHuVS+mYD0yR1OADtKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQdB9B/KlpB0H0H8qWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAM0V4l8av2fvh/8AHyw0HT/Hlz4+sk8NX15qOk3PgD4n/EL4Y30d1fWq2lwby9+H/iTw7PqsPkovk2uqPeW1vLmeCKOZmc/P0f8AwT8+Gtlk6J8bf2x/DxyCn9l/ta/GuQR46BE1XxRqcZX2dHoA+7s0Zz0r8rfGXwp8U/s7ftA/scw+D/2l/wBqLxfp/wAUvjd4i8H+MPB3xW+LLfEDwnq/hHTPgt8TvF9zC+n6voa38V5DrWgaHPbXsOpJJCI5EO4SDH6ojoP8/wCf855oAWiiigAorz/w34r1TWPEevaVdWmnpp9g162nz2kly12Y7HW77Q3F8kimEvPNp888TW7AKgMbIWG8+gUAFFFV7u6hsra4vLl1itrWCW5uJW4WOCCNpZZCewRFZjnjjqKALFFcLb+OGuba3u08H+NBb3UMdxA/9lWUjNBMiyRO0UOqSTRs0bKxjeMSLnayBwVEn/CdWCn/AEjRPGNqO7zeEtckRevV7W0uQen8Ofx7AHbUVxZ8f+GEGZrjUrUcc3nh3xHar7/NPpUa8f73Wt3SNd0rXoJbjSL+C+it5/s1w0O8NBcCOOYwzRSKkkUnkyxSBZFUmORJB8pGQDXr5/8A2i/gPB8evCOg6bY+L9Y+G3j/AMAeM9F+JXwo+Jug2djqmp+BPH3h+G9tLLVH0TU/+JZ4i0PUtJ1TWPDnijwzqZSy1/w7rOpae81pNJb3tr9AUUAfASeHf+ClelXpu18V/sR+NpoohbW9/q/gz44eCbnyFVVdo7bTfFvjG0sZb51+0XnlG4/eMIVc28EKi+fE/wDwUn01A1z8IP2OPFDAfMujfGr4u+GncgD7q6x8HtXjQMRxmd8cZz1r7uooA+Abj4rft6WF7b6jN+xN8ONWvEQW14fC37WmjLb39ocsqyReJvhPoLxyWsx822m3yuitPHgrMVPe/szfB/4n+H/Gfxm+P3x0Twhpfxa+Otx4KsZfA/gK+vNa8K/DP4ffDjTNTsfBvg+HxPqGn6Ve+LfEMt54g8R+IfFviP8AsvTNPudW1cafo9hFpel2s1x9g0UAFFFFABRRRQAUUUUAFFFFABRRRQBka/P9m0LWrjOPs+kalPn08mzmkz/47n8K5r4WwfZvhn8PIMAeV4G8JoccZcaFY72x6s2WPuTVz4hz/ZfAPji6zt+zeD/E04bpt8rRb2Td7Y25z2rP8Ha94ds/CPhW1fxBoim28N6FblTqtgCDDpdrHjHn+38vrQB4/wDtG6pJ4O1X4KfEu2sLjxLf+EfiV/Y9n4D00LJ4h8X/APCwPDur+ELtPCVvIUt7nxJ4dtL6bxIIr2eysj4c07xGLnUbBD9oXC+On7RWqfCX4ofDHwnD8L9Q8U2HiR941GJQ+v67ealcNo58MfCOziSa31vxnoFvI3i3xlpeuXvhu1h8A22oX+m6hqEtveR2XX/GT7Tdaj8NviF4HuPD3inX/hf4n1LVpPBsvibR9Kl8T6D4j8N6p4V1610fUb67i0608S2FrqiapojanPaafeSWdxpN1fWEWpm9g4/WvjX8TNY1XQtY8F/ByGLwt4au5b7xTZ/EjxD4P0D4g+II7m3n0uTTvhTplr4n1PTrfWNMS8bU73U/FOo6NpWt2NvceHNJuGn1E6jaAGR8atZk1745eA/Cd7pd54es/AnhrXvHejeIdViiig+Imq63Fa+E77wt4NuIZJlmTwhp2qvr/ja3vms73dN4cfTrC/so9R1Cx+r/ABpIYvCPieRRuZNA1Zgp53YsZ/lx/tZwfrXxv8RfF1/8WdU8GeIf+ES1vwL4N+FOp3fjS5v/ABtceHdK8U+J/EU+nXXhex8NeHfDtprmo3i6RFaa7f6nrutam9ha3T2lhpumx3qTXl3Z+6eLvitYS+FdX8zwn45sLXUtK1S1stU1HRYLDTJJDA0Ssb2TUD9mWffvspLiOIXqKZLMXA2hgDyX4HfEBfh98L/i7o8fhPxb410n4HeKfHL2HiLwRo41mP4qRanruteLb208HwNcWs2s+L/Dl9qV34X8YW0e7T4/EWnztZare+bPDZ6vwe/aPHiv4I+NvicfhjfiDwNN4gu4NL+FkaeLfD/j6JBLrbTfDHU0ttH/AOEou0kvJNJ8UypYWkFr41svENpBcahDai8m5/4cfEHWfgd4KsvhHffDfxV401bwrLq2m+DfEXgafwve+EfHWlz6le32janqWv32v2MHgvVpVu0h8WxeKI7VbfUYbzU9On1ezubctteGfjn448JeHofDHjD4JyXPj22W7XSYfg7qHhy7+EetG4kluLE2nirV9a0v/hD4YWmW28Qf8JTp9lJbXUN5qWnRara3NqkgB6l+zZpDaP8ABPwIpv8AR9RGsWOo+Lkl8PXQvtAtY/HGu6p4xj0nQ7wRxC50nRItbTSLC4WKFZ7eySUQQKyxJ8VfECHd/wAFf/2fZf7v7F/xYb/v38Q7GLn/AMC6+1/glp2n/Dr4XeEfCGteJvC0+uWFtf3msDTNWszpVtq/iDWNQ8Q6lpukeZLHK+k6ZfarNpmks8UTvp9rbO0ELHyl/Pv9on4sfCz4K/8ABT/4A+PPi74/8KfDjwq37IHxb0aHxB4v1e10bS5dVuviP4XmtNOivbt0iN5c26Xc0EO4NLHbT7MsNpAP11r8z/8Agp8u7wH+ysdyL5X7dn7NlwQzbWkFtqfiK4MEI6yXU4jMVpAuGuLl4oFIaQGvUpv+ClH7BEGfM/az+CXHXZ400+X/ANFF89e1fB/7cf7Z37K3x7sv2VfAXwa+O/w8+I/jKL9tz9nHX38O+F9Y/tDUk0bTfEGp299qLRJEoFtbTX9pHJIXX57iJFyzgEA/WvxT4ts77UPBOmPpviHTri98c6N9jfVdFvLG2uHtEvLqaJLiUeX5gt4pZUVtpdUOMmvY68c+KH/IxfB7p/yUmH/1Hdd/XH+SQDXsdABRRRQAUUUUAFFFFABRRRQAUUUUAJkDr6H8u9JvX+8v5j/GuH8f20F7pmj2d1GJrW78XeFYLqBt3l3ED6xbB4ZlBHmRPgb42yjYwwI4q1/wr/wV/wBCxo//AIBx/wCFAHXAq3QhsemDj/CuM1/MfivwJcj7rXev6a/PT7Zok96nGcnLaUAOCO9Zllo2leHPHllDpFjb6bbav4V1XzobVPKhludL1TSnildB8jSJDqEyh8bghwTtxXI3mm6da+JNS1k2sP8Aaum/FHw2TqJBNymna/omkaf5Hmkkrbl9SmUxjbGM9OpIB7tRQOOPSigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopGOATS0AFFFFABRRRQAUUUUAFFFFACDoPoP5UtIOg+g/lS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRXD+NPib8N/htHps3xF+IPgjwDFrVxPaaNL408V6D4Wi1e6tYhNcWumya5f2K31xbwuk08NqZZYo2EjqEOayNN+NvwZ1nb/ZHxc+GGqhzhP7N8feFb7d/u/ZdWlyc56UAfMP7R6Le/tef8E9NNY8Q+O/2hvEm3rzo3wB8S2COf919fRAexcDJzz92Dgf/AK/xr4A+L2raT4h/bs/YVg0nVNP1OLS/BH7XHiJm0++tb2MBfCvwx0CJ3NtLKFU/23KqSMdrEsq5IbH6AD2+v50AFFFGaAPHPhufO13xFdD/AJ80cjHJN/4w8b3m7Pf5dvuQR7V7HXjnwm/eR6tc4I8yy8OgnrkywX+pN+Z1PPfrkV7HQAV5Br1zrF7P4wkupH1Twlp12uha14aitIBO+i3Wg6fd6lqmn3cMYv5NTsJr+S5NqZmjubGOaG2iW9W3ZvX64vwe3mXHjOXrv8aaioOP+fbTNHs+Pobcj65FAEPhDW5Zi2ganeR3+o2dpDfabq0ZXyfE/hy42jT9dt2QCN7lA8dprEcPyQ3u24QLaX9nu7qvGNc0ObQdQs7fT5ksLK41KS88G6i6t9m8NeJ7sMbnw3fBMY8LeLAZIoogQlrfyvawoszaOIe8sfF2m3Gg3Ou6g40ePTDNb65a3jAz6PqNoyx3VhOIwTNN5rxiz8hXOowz2s1msi3UAcA2NW1ew0XT7nUtSnNvaWyguwVnkkd3EUNvbwoGluLm5mZILW3hRpbiZ0iiVnYA+SL4k1PRbrxPrbaM15q15Z22u6x4eS/htLfwtoGlWMy2L6vqJiuo5fFesWqfJpkGUZYIovMjtLI6jeSXFzrXiHW7VltvJ1wILrQtJvY1mtPA2mXAeEeLfE8Ct5Vx4qv4fNTRNGL5s0L24aNV1e9HQeJNGsvD3w88R2Fn5ztc2V2b29un82/1PUNSaOC61G/uMA3F3cvKNzYVI0EdvbxxW0UMKAHo0T+Ykcu0rvjVtrYyu8BtrYz8wBwecZ6dakpAAAAOwA/AdKWgAooooAKKKKAILi5t7WGS4up4ba3hXdNPcSpBDEvTdJLIyoi5IG5iAMj1FcLeajrereJ59F0PWrXRrbT9EsdUea50qPUzq76pc3EcMunl7u2EthYx2uy6uIGYfaryGN2X5d9jx4sc1hodnNFHPBf+MPCltcQSokkUsS6vb3bxyxuGSRG+zDcjqVIByCMiuP1XRrnw9qOnWWnSJZxreT3HgDUJyUtNO1KdTJqPgDVHXLDw/r8UTNo4x/osiC3twLnTdGjlAO1Wx8fRfd8R+Gbsetz4Yv4Tj623iXBPvtx7UY+IaH7/AIMuR6+Xrljn8PN1EL+bfjitnQNbg1/T476GOW3kEkttfWE+0Xemajat5V7pt6gztuLWYFGYHZMhjuIGeCaJ21Z54reGW4nmjt7e3ikmnnmdI4YYYlLyyyyOypHHEgZ5JHYKiAsxwMgA4XUNf8W6HDFfa1o3h19KS8sINRu9N12/M9lbXt7DZSXy2t5okEcqWhuFnnQ3aN5KSsr5UA98OP8APv7nPXn8cAnivFtW1m68SXmnSR2TXlpcS/aPB3hm48y3GvTWro3/AAmfin5TJYeFNLdo59Ms5k828kMF00Mt7caZaw9T4UXVrTxB4m0rUtcvdb+yWPhy8eS7SCOKLUdSOrvf/YLeCFDZ2DJb2q29i0tx9nSMEytI0ksgB6FRRRQBx3/CXw/8JUfC39m327cYTqm6z+wi7XS11g2vlG5+3H/QXQmcWvkeawi3bicdiPzrxywbzviXOVwdmr+I5Xz2Wx8K+C7FPph7+QdOhI+vsdAHI+PZRF4K8VsQGDaBqkO0gEN9otJYNpVsghvMCkEYOcfTQg8M+H4oIIjoOjfu4Yo/+QXY8bEVcAeRgAAYHp0xWR8Qxu8IarGASbh9MtABwWN1q9jbBP8AgXm7SO4JFdrQBjf8I74f/wCgFo3/AIK7L/4xR/wjvh//AKAWjf8Agrsv/jFbNFAHnXjrw3YP4W1M6V4ds57+NtOnhi07S7Q3zra6pZXMwtVVI3eYQRSsiK6s5G1fmIBz/FniP+2fDGvaVZ+G/GD3mpaXd2VtFN4X1OOOSa5jaGNXleHyY0LON7yusaJlmOAa9Vox9fzNAGKvh3QAqg6Fo3QZ/wCJZZDnA7CD1/Kl/wCEd8P9P7C0bH/YLsv/AIxWzRQBi/8ACPeHwVI0LRwdwwRpdlwQcgg+SMEHkHr6V81/tE+Lfgt4a8Q/DXR/iZ8KfDHxI8R+O31vw/8ADqPXvDPhnWZP7fgvfDlvbeHxqXiKxubfw/Y6xc65BPcatdXFppVlHp0huDNey6daXX1Ywz/n+Xv6c/XNfiL/AMFMP2zPHvwQ+OXgj4PeE/g58HPiLYeIvgT4m8TavqvxU1XxtbSwaZ4n8YW/hfVvDum2fhR0haC9Hh7S7+S9u/8ATLa5tYJLCa2li3tx4/H4XLMNUxmNqOlhqTipzUJTcXUkqcPdgnJ+/JX02ufQ8K8K55xrnmE4c4cwkcdm+OVeWGw0q9DDKpHDUJ4mt+9xFSnSjyUaVSfvTjflskz7f8KW/wADNd8eaf4Ub9mv4O6HpHiDUfG+keFNauNH+GS63rd38Pr2+03Xb0eDDottqsOhz6ho2tW+lX1rc6hfSQ6el7qWk6XaXaSxYvwM+Mn7M3xT/aG+OvwP8EfCLwdoPi39nrUdGaDxTF4W8Dw2vi2SOaXTPE2qeEjpVu2q6efh/wCM7WbwhrT6jFY3H9rpFPp/nWsqS1+G+k/8FF/j9ofinT/GenfAL9m6PXdJ1PWNb0j7T8Qfj9faRpGueItNutI8Ra5pvh681WfRLTWtfsL28i1rU0sftWoTXd3eyyfbb6+uLnnPAH7cnxH+Ffi238e/Dr9kn9jjwh42htPGdlP4t0fVfjFB4h1m2+IXiO38XeL08U6u1w994vk1TxJbQarDP4nm1afSpkaPSJLC3kkib55cdcMdcwl8L2w2JfvX93/l3tsvnfsfsH/Er/jTbThahfRr/hcyRWV9b3x+rtskf1C/Eqy1K91n4YtpNtb3l5p3jKfV/stxdGyS4gsfD2r+fElyYbgRylZQ0e+Mo7IQxXIYdR/bPjU/8yXY59P+Est8/wDpo9K/nDuf+Cu/7X97daff3Pwh/ZoF5o80txpvk658VBAZbu2msboXitEztGLO4lMIhZWFwELkxhlN3/h8X+2b/wBEf/Zf/wDB18WP/iR/nvS/164Z/wCg+S73w2JST7X9lbr+fYf/ABK940/9EtR+Wd5K+2umOd9+l+vY/ow/tjxtn/kS7DHr/wAJbD/L+x6X+1/GvbwZYf8AhWRD/wBwxr+c3/h8Z+2d/wBEf/Zg/wDB18V+P0/lmj/h8Z+2d/0R/wDZg/8AB18V+f0/nij/AF64Z/6GD/8ACfEf/K/6+TF/xK/40P8A5paj0/5neTeX/Ud5/wBKx/Rl/a/jb/oTdO/8K2P+miUDVvGv/Qnad+Pi1T/7gzX853/D4v8AbN/6I/8Asv8A/g6+LH+FJ/w+M/bO/wCiP/swf+Dr4r8fp/LNH+vXDP8A0MH/AOE+I/8Alf8AXyYf8Sv+NH/RLUf/AA9ZN5f9Rvn/AFdX/oy/tbxt28HaZ+Pi1R/7gjR/a3jf/oTtK/8ACu//AAfr+c3/AIfGftnf9Ef/AGYP/B18V+f0/nil/wCHxf7Z3/RH/wBl/wD8HXxY/Lp/n1o/164Z/wChg/8AwnxH/wAr/r5MP+JX/Gn/AKJaj/4e8m8v+o7zP6Mf7V8b/wDQn6SD6nxcT/Lw/Sf2r45/6FDR/wDwrmH/ALr1fzn/APD4v9s7/oj/AOzB/wCDr4r/AOFJ/wAPjP2zv+iP/swf+Dr4r8/p/PFH+vXDP/Qwf/hPiP8A5X/XyYf8Sv8AjS/+aWo/+HvJutv+o7z/AK0v/Rj/AGp45/6FDR/x8Xv+n/FOnn8vrSf2p47/AOhR0T/wrpf/AJnK/nQ/4fF/tnf9Ef8A2X//AAdfFj8un+fWj/h8X+2d/wBEf/Zg/wDB18V/8KP9euGf+hg//CfEf/K/6+TD/iV/xo/6Jaj/AOHrJvL/AKjvP+rq/wDQ7qEHjPXZdHt7vQNG020s9f0bVbq7TxHNfSrBpd6l48cNqNDthJLL5flpuniVS29mIXafRiwHXPU/p3r+Zz/h8X+2d/0R/wDZf/8AB18WP8O1fUX7FH/BTD9oH9oX9pvwx8DPin8NPg3oGg+J/APj7xZba58PtV8b3GsWmo+Cm0ApaT2/iRRZS2l6msyKzRYnjeFWGFJz0YPi/IMdiaOEw2NdSviJ+zpQ9hXjzTaulzSpqK0TerXqjx+IPo++KvC+S5jxDnXD1LC5VlWH+tY7ELNsqrujR56dPn9jRxk6tT36sFanCT1vaybP2P1wbPFnga5GcST+ItOznA/0nRnvgD65Ok8D1Ge1cX4rQwXPxEcDDxWXgXxLH3GdL1C482UDqNq6Qit/srXZeMGaKTwddDGbfxnpSN1+5qFrqOlMB+N8uR7YrA8WWr3Gt+JLRQCur/C7VoEB6GbTb2dUJznJU6yp9s/Svpj8WPVKKy9Du/t+i6Pfc/6bpen3fPX/AEm0hm59/nrUoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPk/4t/FzW/BPiXxM0nii38OaV4P03wTqdnoA0rQb/AFDxda+INTvodZ1KRde1TSL3UNLsjZxaDDp/hG4/ty31GdrqVLsy2lpXBv8AGnx7Jo1tqA8WW9vd6r8SJPDMlqLn4XRjTNHTUvGUK/Y476/WfSpxHoem20k3jPyjKzypbp9tnjVft+403Trua2uLuws7q4smkaznubaG4mtGlULK1tLMjyQNIoCyGJlLgANkVUfw9oEhuDJoejyG8YNdl9MsmN0wfzA1wWgJnYSEyAy7iHO773NO/l0/Hv8A1+QHwlZ/Hzx5qUvhHxGttqs9tZ+A9R0LxRd6doupS+FF+KWt6Zrl74XE89nfTaJMbK50rRtMmgtvtdrq11450e70u9Syt7TzfQ9R+NGpa14n8H6RpHxD8N+HfDeq6D4Xudd8WQ22h3sGna9qnhnxxrc+ly3urTSaRZ3Nz/YWmzHT5/8ATba2LYVTdI1fXiW1vGgijt4UiBjYRpEioGhCCJggUKDEIohGQMoI0C42LjP/ALB0P7O9n/Yuk/ZJLpr6S1/s6z+zyXr/AHrx4PJ8p7pv4rhlMx7uaT6dLO7t1++6/AffT+rnxBY/HX4h32n+NdSuPEWnW0vhvwW+qaLFBb+D7DTteuY/CuoalZ66NG1y+HjF7XXJ4LbWLSKxV9Nt7aeKB7mW3iupa09X+OHj7wtFc6u+rWHiLwzpXw18U+I/E9xJB4Z1bVdB1MX1tYeH9ejuvA15Pot1omkXOBr+klH1BdM1F9WaVE0ySGf7Qm0bSLi5W8n0rTp7tI/KW7msbWW5WLY0flCd4mlEflyOmxWC7GZMbWILrXSdKsIngsdM0+zhlDLJDa2VtbxSK4AdXjhjRHDgAMGBDAAHOKf+S121Ss7+vb5i/LX9Lfr+lj4P1D49fEC0ligk8XaXJfa5r2nWVumkWng2bSdK0z/hLtH0i/WO/wBWv7S+8Ka7Z2OofYdUsfiJpz6ff6kZLzw3qsltbfZpLniT4+/EnQbjxloNhf6Vq19e6T4QPw11ibS9O1KOLVLHR7XxH8Tzr1x4bvDoWqLY+HLxdS01tMmt7RZbea2V7hhgdf8AF/4q+KfCvxK1HwV4Q8FfDa+tn8G+HfEuvap4tGppdancalrGv6ZZWfkaRp8yXEGnw6EJElvZZHElwEhjjSLc3DwfHT4xW0SQW3hH4KW8EYKpDBL4wiiRWUoypHHpqooZSVICgFSQeOKOlu0Ur3d3ZpX9bfPr5hfcueHv2gvG/wDwkmmQa7reipoWra4ILy4vf+EW+z6LbQfFFfCk9qz6PqTX2gwPoVxGFm8ZQwXV3fqh092kgv7cew+CPiNq/ij4r+MdIbxNZXHhnSNck07QbDT7zwO9rqFiPCfh/VknEf2yTxjeyfbNTvZlvrOE6U0cKxbtkMzN4UfjV8WSl5GfBHwMMeoMr36H/hLCl86MXR7xf7L23LI7M6tMHKsxYEEk0Q/Gn4sW08V1b+CPgZb3UMYhhuYP+EthuIYgnliOKaPS1kjjCfIERlUL8oGOKL7f5eSD/K349DufiN8Y/iX4Qt/EMwudAMmkeMfGWn6Tb6Vo8E91rKaNoPhHV/C3he4tdc1+ykMWqNreoweIPEGlvPeW1ylgmnaYkUjseDtv2kPiFd2clzfXmi6DdS3F5r9/o15L4VsdS8PeH9JbxpBeeGrG81HULiym8WSXGg6Yv9g+IILXWpIl1C/hkht5jbaRdm+O/wAZbkxG48J/Bacw3KXkJmn8ZSmK8jG2O7iL6c3l3Ma/Kk64lUcK4FVJ/jb8XHjumbwT8DpTNONSnWQ+LmFzf2ybobyfdpZ827j8tRHcvumjCjY4wKXRd+/fT+mPs/VW9La/n6n3vpV6mpabYajEk6RahY2d9Gl1Cbe6VLu3juFW5tySbe4VZAJoTkxSbkJO0VfriPhr4qn8dfD7wT40urOHTrrxX4W0LxBc2FvM9xBZ3Gq6bb3k1tBcSRxSTQQyTNHFJJFHI6KGdFYkDt6BCDoPoP5UtIOg+g/lS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHE+NPhr8OviRa2Vj8Q/APgrx7Z6bNNcadaeNfCuheKbWwuLiMRT3Flb65Y30VrPPEBFLLbrG8kYCOWQADxnUf2Kf2O9W3HUP2Vv2drkt1Zvgz8PUbJ6ndF4fjbJ9QQff0+nKKAPnj4Z/slfsyfBjxZN46+EvwH+Fnw48Yz6TdaFJ4j8G+DdG0DVDo99Pa3V7py3Gn20JS1u7iytJbiKMKJjbwh9wjXHq2oTz/wDCb+GLNJpVgOieKLuaBZHEcrRz6BBA80YbbIYvtEoiZg2wyPtA3E12NcXL8/xEsQelt4M1Rl9QbvW9JUn8rTHvQB2lVb2UwWV3MODDa3EoPoY4nfP6VarC8USmDwz4inHBh0LV5QfQx6fcOD+YoA4X4SxKmkX7rzg+HbY+zQ+DPDkrDr2e5b869Xrzf4ZRGHSdYQ/weIbi36Y4sdM0nTlH/AVtAv4V6RQAVxfgdQbDWpx1uvGHi2Y9/ua7eWqc/wDXO2Q+3TpwO0ri/ADbvC9tOet1qPiC7Y9i1z4g1Ob+Tj8jQBL47lhh8Ka0J7KHUVureHT4rO4LJDLealdQafYGWRSskKRXtzBO08TJPAI/NgdJkRh52n9mjV7GS90y+1K5sL/T/CEvjW5uofIvfGdnbLaWGq6h4UiuY4b2W0uZ/Jt9Vmie5tpW/chLOKO9j6/x3qEN3ZXfhK1EFxqeq2Ek1xJcS+TY+HNKUnzPEurXIZfs0VlJEZdNhDpPf30CpC0cEN5dWvIPLDJNB4mGh2VjHqUH9k6L8QtQhDagNals1sNK8U6t4f8As8Nra6bq1wVtbG/eVb3yntUuIrSwvo/JAO5+HcEaeG4Z3jb+1bm71BfEF5JJ58+pa7Y3s+m6lfSXBVWeKaezb7FEAsNnYi3s4EjhgjRZfiD83ha6h/5+tR8P2fA5xd+IdLt26/7Mh/L8l8Cz2q6DBpUcD2N9oRbTNZ064n8+5tdUQma5nlnIU3cepvIdUtL8KqX1vdrcBY2Z4YzxyPM0/RrYjK3Xi/wlE3rsTXbO5bHvttz+GT2oA7SiiigAooooAKKKKAOL8Xx+ddeC4ePm8Z2MpU91tNK1m7yP914EP1x9R0er6VZa3p11peoRmS1u49j7GMcsbqyyQ3FvKvzwXVtMkdxa3EZEkFxFHLGwZAa5/wAQnd4i8Cw566xqtxj/AK9/DmqgH8GmA/GuxzigDxS1vNV8Oa1d3F4st1qVjBbxeLIbaBi3ifw8hW20vx5plpCp3atpIAsvEVlbKzvAJEVWEGiJK/XNbm8STWiRWM95o9xcEeHPDkqyWk/jS/tmVzrGtCSPzNO8D6Q+ydvtMI/tORYZpIZon06x1A1ya/TxB4muLZ9Rj1CC+8OWN1Pptql7rOmeArmwae4u/D9pJFcF2ufECXCajLb2t1MscDyCGWawtEjdoMmoyeI/C9ze/an1OaDxZZvPqFvFa6zdeBreWKXRbzXLSKOEW10dTNosBe2tZZRcTvJbxTSXMUYB3/h3w8dIW5vr+5Gp+INUKS6xqzRmPzWj3eRZWUJd/sekaertHYWKsQoL3M7zXlxcTy0tCUt4t8dTelx4dtAf9mDRUucf99Xz/nmu0/zxzXG+F28zVPHM/UnxSlvn/ZtfDmgoFH0Z2H1yKAOyooooA8a8LHz/AB/qsh/5ZTeOZM46htU8K6YmfoNLlUeyjjvXstePeBys3irW7gAY+z6/MeM5+2ePvEiKc/8AXPTUGP8AZ617DQBxvjghtK062JwLzxV4QtseoPiTTJmH/fELE47D0zXZVxfjJTI/hGH/AJ6+NNGJ9MWkN/qH/tp+YHpXaUAFFFFABRRRQAUUUUAIen4j+Yr+ZT/gsL/yex8Mf+zV5P8A1bmq1/TWen4j+Yr+ZT/gsL/yex8Mf+zV5P8A1bmq18hx1/yTOP8A8eE/9SqJ/QP0X/8Ak9PC3/XjPP8A1SY8/Nuiiiv5+P8AWcKKKKACiiigAooooAKKKKACiiigAooooAK+0v8AgmZ/ykJ+En/ZHfjv/wCi/AlfFtfaX/BMz/lIT8Jf+yO/Hf8A9A8CV7/Cv/JSZN/2Fr/0iZ+R+PP/ACZ7xB/7J+pp/wBzmD/r5n9RHjwiLw014f8AmHax4c1EEdVFp4i02WVgT/0wEo+hPPNJraqPGXhLcMpf6Z4r0qYHGHSSDS74Jz1JFjIcHOQCcYBqz44g+0eC/E6YBK6HqU65/v21vJcoQexDwqRx1APaqevTJLd/D/VgMBvEKIuR0i1fw3rMIGe2ZXgHHBPH1/pE/wAcyz8P5Wl8GeHg5y9vp6WD+z6bJJp7D6hrYqfpXY1xfgdgunarZAYGmeK/FNouBgbH1q7vo8DHygRXqAew44IrtKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD8//AI3f8l913/slPgL/ANSnx/XD13Hxu/5L7rv/AGSnwF/6lPj+uHoAKKKKACmS/wCqm/64T/8Aop6fTJf9VN/1wn/9FPQB9t/s+f8AJC/hB/2Tfwd/6YbGvYK8f/Z8/wCSF/CD/sm/g7/0w2NewUAIOg+g/lS0g6D6D+VLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXGRrv8AiHdPz/o3gywX2H2zXNRJ/E/YR+Ars64zT2EnjzxMcHNv4d8KQZ548y98TTkf+PA/pQB2dcl49cp4K8U4yC+h6jCMcHNxbPAAPcmTHvnFdbXN+L9PvtV8N6pYabHFNe3EMQghmm+zxzGO5hmeFpzHKITNFG8ayNG6qzKWG0GgDO8BR7NEun7z+IvE8jHHJ26/qEK5+iQovHGFFdrXNeELC/03w/ZW2pwR21+0uo3d1bxTrcpBLqGp3moGEXCoizGIXIRpERUZlYqNuK6WgBCdoJPQAk/QDNeQ6Br02m+DPCmlaXFDeeJNV0cajbwXLmOy06xmeSe48Qa5KmGttJtjMWUApPqNztsbM+Y0s1v68RkEEZBBBHqD1H415B4g8N6F4cTRbS30+Wy8Janqjx+K4rGDU9RuLqO20+ebQ7O9liF9eR+HY7mBrWfT4wln/pEFr+5sZr2G4AIvDnh+LxDvnlkmu/DM14t/eX16gW++I2rx42arqCKFEXhKxZVTQ9IQLaXscMLiMaVDbrfetXljaajaXNhfQR3dleQSW11azKHhnt5UaOSKRMYKMjEEDGOowQDXKr8QPBcYSNtbtrVVACLcW15ZKigYVQLi2hVFVRgDgAD2q1F468FzELH4r8PEnoG1exTp/vzrz7UAeelNX8M62qxie/1fSbE/ZcndP488D28m6SxckhZ/F/hFpd1s7ES38MoZiE1i5Nn12vX9pq8HgS80+4iurLUvFmk3VrPHnZLBFpuq36MFYBlYfZvnRwrxOpR1V1IDvEl34a1rS5Jo/E2j2d3pTHWNL1i31CzuJNKvbOKR0uxHHMxntngMtvf2mdt7YTXFscebuGV4c8NXN8fD3iRrh9IsZ5V8V3HhP7LHNDbeINT0m8tLuezvmlE1lZ3Q1GS+n07yHzfs9wXhkmuY3APUqKKKACiiigAooooA4nWcv438ExjkRWfiy7Yemy20u1Vsf9vrAHtkjvWp4g8QR6LDbxw2z6lrGpSPbaJo9u6pc6ldKu58u422thapifUtRmH2extxvbzJXggm5rxPfz6V4r0PUI9J1PVCPD+v2FjBYWc8y3Oq39/oLW1lLerG1ppqyRWk0sl3qEtvbRW8U0pdjGY25uw0zU/Eep6jG18ZLiU/YvGPiaxaSKGCCJy58AeC5jtktrS2c417WI9ty05cs/8Aa0ijRgBdH0vUfEN/qEiatORLKLfxV4u015bObULizeQxeEPBdxnztN8O6NM0o1DVIX+03V4Zokme+l1Ce0aZtW8Oa689wZ9R1jSdOCXpCBrnxt4Et7hnh1G3VQqyeKvCU90/223jVPtyXEpjRf7Xshaex2lna2Frb2Nlbw2tnawx29tbQRrHDBBEoSOKONQFVEUAAAVjeJNDbWrSFrSdbHWtMnGoaHqe0sbHUI0ZAJVHM1hewvJZalak7biynlUbZlhljANizvbXULW2vrKeK5s7yCK5triFw8U1vMgeGWNh95XVgR0IzyK5PwVlx4smI/13jbX9pPORatbWGc+32Qr7AY7VynhjWxo12Yprc6douqaq9hqGluwb/hCvGs7iSfTiwwB4f8STSrfaNcqBAt3dxFBHDq9vFbdf4F+bRrubGPtPiXxZcA9SwfxJqgDE98hQPoAO1AHZUUU122IzHoqs3PsCf6UAeO/C0+beazOQS39laV85Jy32zxB4z1Envw4ukkznowr2SvHvhFGws9RdslvsPhSIn0DeH7e/2/UNqDsfd8969hoA4zxL+817wHbk/K2v6hckc8m08Na0y8ezSDnoDgd67OuK1pWl8aeCEH3YbfxVeH6x2Wn2Yb8Pt5H/AAL3rtaACiiigAorO1e6uLHSdUvbWH7RdWenXt1bW+Gbz7i3tpZoYdqfO3myIqYX5juwvOK8yfQrCPwl/wAJePEWqHXF0M65/wAJV/a960L3AtDfgnTRcf2O2ju/7gaStkLcWhEMeLjFxQB69RVDS7me807Tru5h+zXN1YWlzc22GBt554I5ZICG+YGJ2dMN8w2/NzV+gBD0/EfzFfzKf8Fg+f22Phj/ANmrSHqB/wA1c1TB/M/4H0/prOePY5/p7etfld/wUr/Z0+B3xST4H+NfiL8MvDPizxXD8StN8Axa/qUV6upJ4LvvDnjfxBd+GxcWV5aM+lz61Y2upm3l3qt3AsiFd0m757irAzzDIcfhqc405OFOopTTa/c1YVbaa3lyWWj32P1zwL4locJ+KPC+cYnDVsXRjXxWClRw8oQquWZYLEYGE06nu2pTrxqSjo5Ri4pptM/nCx9PzH+NGPp+Y/xr9QP+GIf2Sf8Aogvgj/yu/wDy5r0/9m39gT9jXxn8dfFvhrxL+z14D1fQbH4QaHr1ppd0utvawaxP421nTrjUI1Or5W4lsreC2ZgcGKJV4Gd345geEsXjcTTwyxeHpupe03Cq0uVXeltdFtdH+iPEnj7knDeTYzOa2QZtiqeDVFyoUsRg6cp+1r0qGk5uSjZ1L/C72tp1/HDB9vzH+NGPp+Y/xr+os/8ABKz/AIJ6ZP8Axil8Mf8Av1rg/Qawf880f8Oq/wDgnp/0al8Mf+/Wu/8Ay4r6D/iGOP8A+hthP/Cet5f9PPL8fv8Ayb/idXhb/oiM/wD/AA45bbp/068n95/Lpj6fmP8AGjH0/Mf41/UX/wAOrP8Agnn0/wCGUfhl/wB+tcx+f9s9f6flTV/4JXf8E8WGV/ZT+GLDJGVj1thkdRkaz1HT68HHWj/iGOP/AOhthP8Awnr+X/Tzy/H1uL6avC3/AERPEHT/AJmOWf3f+nXk/vP5dsfT8x/jRj6fmP8AGv6i/wDh1Z/wTz/6NS+GP4xa5/8ALij/AIdV/wDBPT/o1L4Y/wDfrXf/AJcUf8Qxx/8A0NsJ/wCE9fy/6eeX4+tz/idXhb/oiOIP/Dllvl/068n95/Lpj6fmP8aMdeV4xnkcZ5APuRyO3vX9Rg/4JWf8E8/+jUvhj/361w/z1iuf0z/gmJ+wHfa34m0u5/ZZ+GMtlodxpkOmQm21hfs8eoaZBf3aBl1YM4ku5Hl/eM5UsQuFAWj/AIhjj/8AobYT/wAJ6/l/088hf8TrcL/9ERn+y3zLLd9L7UvJv/hz+ZPH0/Mf40Y+n5j/ABr+ov8A4dV/8E9P+jUvhj/3613/AOXFKP8AglZ/wT0BB/4ZS+GPHrDrjfodYwfoaP8AiGOP/wChthP/AAnr+X/Tzy/H1u19NXhb/oieIOn/ADMcs/u/9OvJ/efy54+n5j/GjH0/Mf41/RD+zx/wTR/YN8XfBzwf4h8R/sxfDrVdY1A+IReX9zHrb3E/2XxXrllb+Y39sjd5VrbwwKTyEjRegAEuh/8ABNH9g26+PXxE8KT/ALMHw4k0HSfhl8MNZ07TGi1z7PaalrGv/Ee11S8iX+2cCa9g0nTIZ3AyyWMIAzv3n/EMcf8A9DXCf+E9fy/6eeX4+tz/AInV4W/6InP/APw45brt/wBOfJ/e/n/Ozg+35j/GvtL/AIJmcf8ABQj4Sf8AZHPjweo7J4EB7/l275HSv24H/BK3/gnmeR+yl8Mvxi1z/wCXB4+v5V6j8Hv2Gv2RvgB40X4i/Br4DeBfh/45j0nUNBj8TaJbX39pxaPqr2z6lYQTXt9dpDBetZ2puAkaNIIUUsVGD6WTeH+MyzNMDmFTMsNVjhK6qunGhVjOa5XBxUpVGk7yvs9fRM+K8RfpW8Pca8EcScKYThPOsDic8y54Gli8Rj8DUo0JutQq89SnSpqc42oyVoyTvJPZNH1LqdoL3TNQscbheWN3akHuLiCSIg/XfivNJ7kzfD7wFqhJZrW8+H11Kc8lnvdMsbnce3FzMG7dRXrK9B36/wA/6dOOPTivGgpPwivov4tGTVEIH/LNvDfiG5ZAPQqunoV7AAZxX6kfxAdl4YC2+t+OrJf4fENpqIGONup+H9HkYj63EFxnHG7PfNdpXFac3k+PPEkI5TUPD/hrUkPq0NzrdhKR65SO3z6YH96u1oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPgD41pJJ8ftfCRs+34U+Ac7RnGfFPj/GR2z29a4vyLj/AJ4S/wDfP/16+5/GPwb+F3xB1WDXPGngTw54k1e2sE0qDU9TsUlvk02O4mu47L7QNsj20VzcXE8ULsyRyzzOgUyuTyv/AAzH8AP+iT+D/wDwXH/47QB8heRcf88Jf++f/r0eRcf88Jf++f8A69fXv/DMfwA/6JP4P/8ABcf/AI7R/wAMx/AD/ok/g/8A8Fx/+O0AfIXkXH/PCX/vn/69MkguPKm/cS/6if8Ah/6ZP719gf8ADMfwA/6JP4P/APBcf/jtIf2Yv2f2BU/CbwcQwKkHTiQQRggjzeQQcEdxQBr/ALPn/JC/hB/2Tfwd/wCmKxr2Cs7SdK07QtM0/RdHsbXTNJ0mxtdN0zTrGJILOx0+xhW2tLO1gjVUhgtreOOKKNAFVFUADFaNACDoPoP5UtIOg+g/lS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVxWijd4y8cS8/LH4Xtfxh0+7ucD2/00fmfqe1rjPDv7zxF47nHT+29Ltf/Abw1pJYf99T59eefSgDs6KK5Dxfd6nbwaNa6TfDTbvV/EOn6W179kt7x4Ld4bu7uDFBdK8DSNFaGMNIh2BmYfMFwAdfRXD+G7nXF1jxHour6rFq6aVFos1rerp0OmzltShvZLiG4jt5ZLeUIsEDRyJHAw8xwyt8rU7U9S8SS+JToegvokEVvocGrXc+q2l9dvJLd391aW8MIs72zWJFSynd2fzWZioCgAkgHbUhGfUfSuKP/CxUJwngq4HvLrtmT7/6q+C8emee/FS/bfHcQ+fw/wCGbjHX7P4n1CHP0W48NEL7Avj3oA7Htjr257/WqstjZTgiaztZgeCJbeKQH6hkNcmda8Yr97wNHIOM/Z/FGnPn3X7Ra2uf+BbSa2fD2tf27Yy3bWNzps9vf3+mXVndSW00kN1pt1JaXAWa0mmt5YzJGSkkb/MOGVWBUACyeGfDc3+u8PaHLnk+ZpNhJn/vq3NbagKAqgADgADAAHAAA4AAwAOwAFcp4q8a6H4NjsZdba/VNQmmgt2sdMvtRAeCITSeebOGYQDYRsMpXzGyse5gQOUX43fDU/63X3tjzlbrStXhIxxzusePoeaAPV6K81h+MPwynwE8ZaQpPaV54G/ETQRkfjWrF8R/AM33PGPh3pu+fVbSL5e5PmSpgDqSeg5PHNAHa0VHFLHNGksLpLFKiSxSxsrxyRyDckkboSro6kMrKSrKQQSDT2YKCzEBRySeAB3JJ4AHUk9BQAtFNV1cBkYMPVWDD8wSPyNO/P8AL/IoAQgEHOSCCCBnpg+n1/zgV5voum+NfDGmwaLp1h4W1LTtPa4h095dV1TTbw2LXU8totyg0a+iM8UEiRTSLM5mlRpmJaRjXpNFAHFf2t44j/1vg7TJuf8Alz8VoTj/AHbvRrUc/wC/T/7f8TJ/rfAmpt6/Zda8OzenQT6jaE/iBXZUUAebWumT+IPEuo3+p+G7rSNIuPDi6RqllqraXcJ4kuJLxpYPtFvYX2o27xaLbLKltdOYriQ6rNDlordAO+sLCy0uzt9P020gsbG1Ty7e1tolhghTJYrHGgCrlmZm4yzMzMSxJNuigArO1ib7PpOqTngQ6dey56Y8u2lfr26da0aa6JKjxyIskcisjxuoZHRwVZHUghlZSQwIIIJBBFAHmHwqjVNH1JlIYi90m2ypDACy8H+GbYrkd1kSQdTXqNZ2l6Tpmi2v2LSNOstMs/Mkm+zWFvFawebKd0snlQoib3ONzYycDsABo0Ac5Ppd5N4qsNaaW1GnafoepWEcOJvtr3up3umzSSEn/RxbR2+moqhf3zSytuwirXR0UE4/z/L3oAKK8a1n4+/C7QdW8T6HqPiB11TwXDqt34stLbTdRvZvD+n6To+mazJqOpR2ltM8FlqCazpum6FJtL+INcuH0fRY76+tb2K2yPEn7Rvw+8GfDPx58VvGdn418JeHPhstrJ4tsNa8F67H4ktk1D+zxpv9n6HaW15c642pNqtjDapoxvn+1SSWNwsF/a3VrCa9tNH8nazt0W+/YP8Ahj3yuQHgTwqLoXI0obVu/t62P2u+OjrfeYZvti6L9p/slbjzj5wcWYxP/pAAn/eVy/wf+NPgP44+HdS8S+A7rV2h0HxLq/gzxNo3iTw7rfhLxT4V8W6D9nbVfDniXw14jsdO1jSNUtoLyyvFhurVUuLG+sr61kntbqKVvV6NeoB/n86KKKACvhb9u/8A5FT4J/8AZedB/wDUE+IVfdNfC37d/wDyKnwT/wCy86D/AOoJ8Qq4M0/5F2M/68T/ACPrOBP+Sy4a/wCxxgv/AE9E+QK9m/ZD/wCTkfG//ZC/D/8A6sTX68Zr2b9kP/k5Hxv/ANkL8P8A/qxNfr4bIf8AkaYb/uJ/6bkf074of8kNnn+DB/8Aqwwh+oVcj488a6L8OvB+v+NfELXA0nw9YPeTw2UDXWoX0zOlvYaVpdohDXmraxqE9rpelWakNd6jeW1upDSg111fPfx+SG6uvgVp18+3Sb/4/wDgk6ijNtiuJtI0fxV4i8P286n5ZEbxVo2hSxo+Va6htxgsVr9IP42MLS/g74g+KcEfiX9obUtTvH1REu7H4L+H/EGpaR8PfBNnKQ9ppmtPoVzp938RPFFvC23W9a166m0D7e89t4e0OzsYorm617r9ln4N24+0+D9B1H4Y69EhFl4o+GWu6t4Q1qxk4xKUsbltI1Ze0ln4g0rV9OuUzHdWc0ZK19FCigDwb4aeNPGOn+K9U+D3xUubPU/GWlaSPEvhPxrp9gmlaf8AEzwQt3Hp1xq0mlws1ro3jDw3qM1rp/jPRbJjpwOo6LrukJb6fra6bpfvNfPPxcSOD4p/s06lbY/tkfEbxZose0EySeH9W+FvjK81+BsHJtVm0bRb6QHMYurGykOHjjr6FzyB6+1AC1xegf8AI1+PP+vzw/8A+mC1rDuvjf8ABix1NtFvfi38NLTV45TbyaZc+OvDEF9FcBtht5baTVFmiuN/yiCRFlLcBCa8A/atvJov2Z/229S0y9lt5V+AXj690/UdPuXhmQr8INWlt7yyvLWRHRlYCS3ubeUFWAeNwQDQB9n0V/PT8Pf2Ov2ZNR8MeD7m++EemXE978Nfh7qt1K/ifx6Hn1DUtBgnv7yQx+LEzPdzFpZmHBdsgDpXeD9ir9loHK/CKyQ5BHl+MPiPHgj/AHPGS/h6Y696AP1U/ZUUr8BPAYYEEHxTwR/1OniIj+hrwn4xn4zx/HLxZ/wo1bdPGFz4Z+CFvcz6pBPLoUfh9pfj+98+sGG3uPLh+2wWCWE86iwTWm03+03bThdQy/DkX7En7K9vGsFt8IrO1gj3eXDa+M/iXawx7mLt5cVv41jSPc7M7eWq7nZnbLMxPBeL/wBkD9mvSL3QG074XNZz6r8RfhXoV/f2/wAR/iVb3Uuiai3jg3+lSJJ45F7eWV69naMyxFo7R4AyNCZZDIdvJp/c07PydrPyDv6Nel+q80fozZ+KPibF4z8KXZ039oS5mm8a/CnS9J8P6tZavZafbfDDUtA0HT/F2s+MhYeF9T8G6truneKrzxZcfEG513U9F1LT7ew0WfwXcQabc6UdS8D0LXv2yk/4KLanp8w+M9x8AX+K2vabPp934c1iL4V2/wAJ2+AelX+j63Y69qXhODwS0UXxcS4tA+jeM7nx7Pqk09k2if2FHcTJ5P8A8MZfs1gFV+H2qIG5IT4ofF5QSBjJA8e9cevQdOMV458dP2efhL8JvB3hfx78OtG8UeFvFug/G79ngaXq9l8UPipcvbQ6p8cfAWkanA1nqXjW+0+5t7/Tb67sbqC6tJopYLmRGUg073adltJevM4u/quWye+o/l2/r5n9HI4A4x7V5hZ2pn8KfEbSBgbNV8bWqAcbRqcEmpxjv21MMPYg9a9QriNBCnxB8QNNkGY31TS77Z6xan4c062kPTo8unzjPqCOoNIRmaPc+d4g8G6g3Da58PZ8k9WktJ9AvVB9SE1KdvbnHU16VXjXh9z9i+EN4zN+4XVvD0rn1Gi30flnPOWuNDiA/wByvZaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQH5R9BS5pv8I+g/yfb19q+I/Ek/xh0T4o+Idd8OaV4t1xbfxN4kWw0JLLxWulanol38O7a08NyXGq3uqt4FPh6x8amK4mstP0mLxFFMLm5W6aK3vorg/yb69Gl+odUu7sfb1Ga+Arjwn+0NLoFz4cu01yTW/A/hPx/Pp3iCbxZ4qv18SahqUvhrWfDV1pWs6Hc+HpNS8XWDS+INJ0211qxl0y0W0tbWWC4t3klm0NXsPiudImPh23+Ko+Lhv/ABk3i7VrmXULfw5feDmsdY/syLw79onHg2LWJrV/D6eDYNGt4dR03X4r5tS+zpFqjytK6T+9PprYNfxSvf01/H8Lbn3bRXxJrWm/EGeWD/hTtj8UtK8LRtq9x4isfGd7r1tfa7YQ6PoMuo6N4Em8SXcut+GNf1cJdWOna5r8b6dF4hbUbnSYrcyy6rHB/ZPxC1iTxfHaWfjG11HWfHmlnRk1ax+KGmG08EzeNfC080Go6zH4gXQE06Hwwt7Fe2uhW9jraQrcwm6adL0zFrq9+jf3WsvnfT/ggfcVFeTfBrT/ABXpPhG703xlJey6xZ+LvGUMP2mbULq1j0ZPEV//AGDHo13rFxd6xdaJ/ZBs206XVLy7vFjdoXnMcUSr6zSenn6agFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVxXhFvMvfG0vJD+M7qIe32bRNDtz0/24n6/TtXann2ri/BS4h8Sy/wDPfxp4mbPr5N8bP8wLXHtjHagDtK47xN+81fwPb/3/ABNPcY7H7J4d12bP4HBz+ea7GuJ10lvGHgOHssvia8I94dH+yqfwF+w9s0ASaAu7xR46l6j7foVt+EOgWcpGfZrpjjsSfWjTyJfHPiZ+M2ugeF7X6ebc+ILkjHQfeXj6HvSeFG83UPG8/Xd4ukgB9rPQdBtyP+AyJIPrmm6Fl/F/juXn93L4bswe37rRvte0fT7fuP8AvUAdrSYx0H+fp0paKACuO8C4fQ57gHIvPEXiy6HriTxPqwXOOp2KvPpXY1xPw6B/4QvQpDnNzBc3pJ7m/vrq8P45n5oAg1/+1b/xVoeiWOuahots+i65qt2+mw6c8txLa3mjWlokx1GyvlECC8uDtjRGdypZ8KBUsnhjxARtXxtqEq46XmgeGLnP+8Y9Ltmb88n8KkwX+Iinki38FuP903uuIfw3fYce+weldpQB5tL4I1WXPm6t4ZuyeD/aHgLTbjcPRvJ1G0yD3wBXN654MvLLSdTvptD+FeoQWFhe3rxS+CriyeeO2tpZpImeHVLhVEqoUJ2OoDElXGQfSNc8SQ6VLbada2c+sa9fo8mn6JZvGs0kSHZJe3txIRBp2lwuQs9/c/JuIgtorq6ZLZ8k+FtV12Jv+Ew1qaWCdGSXw74eln0vRBFIpSW2u7xCms6usinbM01zZ2kwLD+zY1YqQDq9JdZNL0147eK0jews2S1hAENqrW8bLbxBVVRHCpEUYCqAijAHQYfjmSyTwprKajpraxZ3UEVhLpa3b2BvzqN1BYRW32yMq9sJJrmMNMh3RrllBIwepjjSJFjjUKiKqIgGFREAVVUdgAAAKyte0eDXtLn02ee5tVkktZ4rq0aJbi2ubG7gvbSeLz4poGMVzbxOY5opIpFDRyIVY0AeCN8L7NGOz4feJbNR30b4ixvkf7K397angYx9w44HTFH/AAgCW3zR2Xxp00rypsPF2j3yj/gC6zI3GeAM9OR0r1f+3dY8MyJD4v8As93pEkixQ+LrCA21vbNIQkSeJNOLyjSw8hES6rbSy6W8joLlNMDIH7sHIB7EZyDkY7cjg5HTFAHzf/Yer2xHk+KvjpagDhZ7CHWAPc+Qt2G/In3r1T4ePI2jXiTeI9c8STQatdQTXHiHSzpGp2Eqw2zHTZbRre2k2Qq6TpK6vvFz8r7Aqjva4nwSxkTxTMf+WvjXxEAeeRazxWA+o/0TA7cYHSgCbxVdastx4b0vSNQ/sqfWNaltri9Wztr2SOytNG1PUpUihuw8O6WW0gjMjIzKhcIAxDBo0jxlH9zxlaS+n2vwtbSfmbTU7L8cAdeMU3XDv8XeB4eySeJL38YNIFmPpj+0D+P1rtKAOLa3+IUeRHq3hC5A6GbQtYtnb6+Tr86g/RW+maVZPiGmd9p4Nucdo7/WrQt/33p92F+mWx6nrXZ0UAcpoeuare6rquj6vpVpYXWmWmmXnnafqb6lazx6k98iIfO0/T5oJo2sJCUKSo6OjBwQRUer+Jb+y1qPQ9L8P3euXP8AZg1W5aC/02wS2tpLt7OAf6fNEZpJZIpzhMBEiGSWYCotEbzPGXjdv+eMXhe0+mzT7y7x/wCTwOPfPels1Evj/X5uv2Xwt4ats+huNS8SXBA9MiNSfwoA2fD2srr+lQamtpPY+bLeQSWly0Ek0E9je3FhcIZLWWa3lUT20hjlilZXjKtwSRWyen/6/wClcV8OiW8HaRJ2nbUroe63WrX9yh/FZQfxrtqAMHTtZe+1bX9Ke0a3bQ5tPRZxOkyXsd/Zi7SQIsavbvH80ckT+ZxtkVyHAXdOe3r+lcd4dxJ4i8eTjB/4nelWvv8A6N4Z0djn6NcPj2PPWuyoA/FTxJ8R5fHXjf4x+IfA37MnjC+bVPiP8RPAnibx3YfG74d+DtU8XJ4OWx+Hj2Vzpl/4V1K4XRdA1nwdpni/waNSe91HQtdgmmtLxNO1fWNMvcPxXf8AxU8cfD341+AvE/wM8bX0nx2Hh2XxT4msvjv8HtAvtFv/AAzJaXGnap4W0PT/AIczeHLLUp76yi1DWbi/sNRGsXxknukEJjtoux+Dw2W/xdjHSP8AaX/aLUD6/FPXXx7YDZ44Oe/WvX8j0P5//Wp3321Sjt0W2v8AW77h/nf77L8jzL4G/FT4z/AvQvFOnaZ+zfrHjrX/AB7451v4kePfHXjz9pDwA3iTxZ4w1620zT7i/urfw78NdI0LTLOy0fRtI0bS9K0bSbHTrDT9MtokjaUzzy+zn9sT9ow52fsm+Gh6eZ+0foA/PZ8Pn68dAe/PFYvHofz/APrUlDbbu/6VrW+QG8v7Xv7R7Lk/sseDo35yjftFaU4HJwd6/DwZyAMjaMZ/GmN+1x+0ufufsw+AF/66ftEWx9Mf6v4bH/63rWJRSAo+I/29vi/8OJvCWq/E79nHQ7Hwb4g8deF/BF/eeBfi5/wm3iyyuPFd1LY2N1pfhZvA2iJrLQ3CK0toNWs3aHeySb1CtgftE/tCaD8cbb4V+HPCngH4saXcaD8VtP8AFeral4t8HR6Dothoun+EfGOm3Es9++rXB8977VrC3t7eOCSSZ5yflSNmrxH9qm31O68KfCu30bSL/X9Wl/aN+CaafomlfZP7T1W6bxHMI7Kw/tC6sbH7TLk7Bd3ltBwd8y8Z7CXw38ZIrmG1m/Z7+LMdxeGU2kDN8PjLc+QvmXHk7PHjR/uIiJJPMZAQwEe9zivnM6r5k5SwmFwrq0K2GanNUqknzSk4tRlGSV0mrLrtvc/ZvDPLOD/Y4fPs6zmGAzfLs3lPC4apj8Nh6U6WGpYatRqVKFWm6sozq1KsJSjUimqdk4tSZFXs37If/JyPjf8A7IX4f/8AVia/XyNqnxL1XTNcm8Lw/Bz4x+JPE1vcyWdxoPgTw9oPj++tb2FHlnsb6Twf4m1nT9Nv4IYpZprLUb+0uo4oZWaEFAD0HwT+MvivQP2gbnw6fBfiv4F+Mfib8ONN8HeGNb/aI8Kt4O0bS4tG8XajrPiTxDaWFxqkcPim+s7XVdL0zw3oEOq2S6z4m1bT7a5uI7CC9Y+JkuBxdHMsPUq4atTgufmnOnJJXg1q2u7R+keIvEnD+P4NzjC4LOctxWJrQwnsqFDGUKlWpy43DVJckIzcpWhGUnZbI/dvNebfFnwC3xJ8Eal4bs9S/sLX4bnS/EHhDxEIFuW8N+M/DOpW2u+Ftc+zkqbiGx1mxtTfWqun27TnvLFnVLlyPOm+BHiyOI6jY/tFfGyLxcF81NY1DUPCepeHZL7GSbnwAfC9t4YbSmkJDadZQWFyLfEcOqQzgXVdZ8IvHev+KIfFHhfxzZabpvxI+HOsxeHvF9vopm/sPVor2wt9W8OeMPDyXMk11b6H4q0e5ju4bC8nnu9H1K31bQ7i5u30v7ZcffH8omb8OPjbpXia7HgvxzFbfDz4waXEsXiD4fazdpBLeTRkxvrvgW+uvJi8aeDtRdGuNM1nSDcSW8EqWet22l6vFcWEXpni3xr4R8B6Rca/408S6J4W0W1Rnm1HXdStdOtsqMrFE1zLGbi4lI2QWtustzcSFYYIpJXVTD4x8A+CfiDpyaT458J+HvFumxyGaC08Q6RY6rFazEAG4szdwyPZ3OFUC5tnimAAAfgVxXhn9nv4I+DtVg1zw78L/B1hrVowex1Z9Igv9R09w24Pp15qP2u409wQMPZSW7BflDbTigDjvAUGtfFj4iW/xq1vRdR8P+CvDGjan4e+DWha/YzaZ4h1MeIWtD4q+J2s6VdLFeaImt2dhY6D4O0fUoodWt/D66tq2pWtlJ4jhsrSj4jsb748/EXxP4Au9Q1DT/g38Mn0vTvHNjpF7cabd/E3x3q+m22uf8IfqGqWEkV9b+CfCugX+kXviHTrKe2m8T6trlrpd9N/ZOk6lY6p9Qnpg8/568fngV85fBiWLQPiF+0H4Ev2EeuN8Sk+JtnHJ8j6l4Q8feG9Dg0zVrYN81xBZ634e8QeHbl0DLbXGkJE5USw7wD1ez+Gfw407RR4csPAHgu08PiL7P8A2HbeF9Eh0kwkbTG+npYi0dCudweIh+d2Sa/M79r/AECH9n74GftaXfg4vp3wX8X/AAn8c+DvFvgYM76L4A8SeLPhbq9l4U8b+DlkZxoGh6j4iubHw14r8L2xj0RP7T0zXdHtdPuLXVY9R/Wivy8/4KaTLffshftdeBbZUn8QfEfwXNoHh6zIDs/9jeCf+Ew8R6o8YPmC08O+F/D+qazeXIVo7YwWqyFWuIg4BwHwuLf8If4CDAgn4RfC8kHOQf8AhG7cH+We1elV5n8LZPO8H+AZgCBL8IvhfIAeo3+G7ZsEDvhgT7nHavTKACvL/iAjm58IuEZlX4tfBtXkW1tJEBa58eIBJcyML23JJO1LVTHN/wAtyFxn1CvLviHGnn+D5Gjid0+LfwcEcr2Ms80fmah4yRxDfqVislYOFkjlDG5ACx4KGgD1Gvmb9ro7fgzbv02fGb9m18npx+0F8Nuv519NHqfqf5/r+lfMP7YJ2/A+Rv7nxc/ZyfPpt/aC+GnP60AfurXF2P8Ao/j3xBF/z/8Ahvw5fY6nfa32u2UmPZUaDd9Qe9dpXF3CiD4gaVKTg3/hLWbUdgz6fq2j3MY+qpeTnHPBPGM0AcbEPJ0LSBH8o8P/ABWntZOeEiu/FWpaevJzx9n1uP0+UjnHNezV4vqoe18P/E6NeH0rxdb67H1yiCHw14h8wdekgnfjqQQccgeuX1sb6xu7WO4ktjd2lxbpdQEiaA3ELRrPEcjEkRfzIzkYYAgg80ASpdW0krwJcQPOg3PCksbSooOCXjDF1AJAyQBk461PXkfgiXR9L1OLRYdU+HDXxsprZLTwvbCHW786f5X2i5uJ2v5pJ1iB828iaKZo55lL3RbmT1sHNAC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAIOg+gr5M8aeD/jdf/wDCYHwr4gkslvfiVc6l4d01olivLfSn8FQ2FvqkevtrbC10lNe+ddPOiv5M6tN5Mit5h+suy9e3Tnt6f5x17V4rZWnju5+Ldz4j1HwmLHQdI8O6j4R0++g1/TbmLW7bV/FGjana6zDY+ZFeWjabpenznV7W+gim+2MlvpTahEzTg/4H4SjL8eWz7xbXULX62tf53Tj+Tb9UeAD4faxrmvaHYeGNB1jwB4MgTQpPFujePL1tTS88RafpniVr3XbjRE8XQ3mopBFc6fY6n4hj1OKDXtTuNOvRHqS6U13G42Hjnwv4psL7QvBGp+K/FVl4y8TTT67FrX2XRtU8CTaRqNv4Sg8P3z+M4LGLRNLiTSdCuvA9/o2pTRapDca4ZY3tzrF3v+JfhF4t1nxB8VoV8PMR408R2t7o/iOSz+HF3p1vo4h8ELcrNd38U3jR59uiarCdEvIbjQLkFIZ4XtLjaH+If2dNSvk+KKQDSL6DW/COn+H/AA3aHQvB2kf2hK+i6pY6owvtN0W0vvCe6XUNhOgXGmRTEG6KNNLO8gvteev3uCa+6N/v12QX/Tfyv+e33bWOFl+FvxvXR18K+JtQ0W6n0e08d63pXie/17Wdc0a/17xhoGnXMenRNda74V1q11PTfGkWv3mjl/NstF0bVbO108xxWo8q3qXwx8TW9vc3lnomtXVzN4q+Ftzq8P2xvFupS6RbeAWj8WjU9Eg8V6Kt6T4yIl1WKG6sPtepBtUjhu4osHQvvg78S4fHD6hq2kP4y8OaNfppug39rN4H1nWdV8PWvhuytNIvNc0v4hqmlw6vZyrNomp39ozahqD2UetQyRjUrqGL0H4b/B3xL4U+IOleMb82n2W5T4u/2lYWltodhPpkvinxvZ654aa91PS7eHUvFivo0c1sYtXub6LRbhU+x+XnNPbl200S8l39b9bbXH0t/wAOr22+45XT/B/xU0/X9O1bRrLxG3hbxB8Ufh+2r+H7zUTpTeGPDfhnQPDhPifSNGudavhp+jX1zaavofijwvFfXdxPK2m6rFHdGK+kuvs+k2jOcc+v+ex7ilpCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAP/rf5/wAa47wP82jXU2P+PjxH4ruM46+Z4k1Tn36da7HmuM+H+8+E9NeRWVpp9XuMMMHFzrWozqcf7SyBge4IPegDs643UVEvjrwyvH+i+H/FVyOOQ8t14ctVP/fLyj3/AANdlXGvvf4gQfKSlv4Ou/n2nar3etWeF3dAzLZk46kLnpQBH4IU+T4nmPS48beJmU+ot70WP6G0Kj2UVJ4W/eap45uDyX8VrAG9VtPDugQhfcIwdc+uR1FO8DKw0KSVlKm513xRckMME+d4k1VgSO2Rg/Qg96WfwTpMt3e3sN3r+nz6hcteXQ0zxFrFjbyXbpFG9wLSC7W0SR0hiDlIFDlAzAtkkA6+jNcWPBrocxeLvGkfoDrMNwB+F5YXOf8AgWaB4X1qL/UePfEwx0FzbeGrse2d+gqT6cEZoA6q+m8iyu5x/wAsbW4lH1jid/8A2WsDwPF5Hg3wtH3/AOEf0iRsdN0tjDK3/jztWXd+GvFlza3Vp/wnc5jurea2cz+HNGkdUnjaJ2U2ws/nCuSp6BgCQw4PYadZpp1hY6fGzPFYWdrZRuwAZ47WBIEZguAGZUBYAAAnAGKAObtB5nj3W5Ov2bwr4dgz6Ncap4jmI/FYkP8A+qtfxBrMehaVdai8T3EkQjis7SNtst/qN1NHa6dp8JwcS3t5NDbo2CqbzI4CIxHP3WleKrTxHqus6JJoE9tq1lpNtJbasdRgnt30o34HlTWaTxyRzfbmc74leNgV+YEERtpvifVtZ0KXXo9AttO0W5uNV+z6ZfX15Pf6gLWSz05niu9Ps1hgsWu57veZJibpbUqgKbqANfw1oMmkwT3moype+IdXdLrXdRAJEtwF/c2Nnvy0Ok6YjG1062+ULGrXEitd3NzLL03HQflilryLx7qutatr2kfDvwzfPpd5qtpLqviHW4QGuNI8PQyeQy2mGVo7y/lDwRSgq8Z2bHQStLGAeg3vifw3ps/2XUdf0WxudwX7PeapZW04J7GKWdHH4qOOela0FxBdRRz200VxBKu+KaCRJoZF/vJJGWRlz0ZWIz3rz3TPhJ8PtOtvs/8AwjljqUjDFxfaun9pahdvzulubq43EuxzkRLFGD91F6DiNe0CT4STR+MPBzXUfhZLqGPxZ4SaZ57BbG4mSFtW0lJnJtLm0d1ZlRtrBguRB5sdAHvcsUU8UkE0Uc0MyPFNDKiyRSxSKVkjkjcFHSRWKujAqykhgQTXD6D5nhrWG8IzSO+lXFtLqHhGWVy7wWluyLqPh15XJeX+yTLDcaYWzJ/ZU/2Ysw013bt4Zo7iGK4hcSQzxxzQyLyskUqK8bqe4ZWBB9DXG+PALTSLTXkOyXwxrGm6z5uCWSxFytlrKFlBYRyaNeX6ydVwFdh8gIAO3rjfAozot1MPu3XiPxZcof7yS+JdU2n8QB7dhxV6Hxj4RnA8nxR4elz026zpxb/vn7Ru/Ss74dssng7RZkZXS6jvL1HRgyyJe6jeXSurAkOrLMrBlJDBgQSCDQAuobpfHvhhBjbbeHfFV03rmS88N2yn2++3PGenPNdpXGE7/iEi9fs/gyUn/Z+263CB7jd9gP12e1dnQAUUUUAcd4bUPrvju5HV/ENja/hZ+GNCX/0OWT8c1DpsgXxX46uW+7BaeG4Dx0+z6ff3hHvxeZx7+9O8GMZG8XTE5MvjTWlJ9rWOysVGe+EtVHscjtWVBNtk+K1/naIbryQfT7B4N0tyfUDdKxGME0AbngGLyfBXhVcctoOmTHvk3FrHcE59zKT+NddWF4XiMHhnw7AesOhaREf+2en26f8AstbtAHE+Dvnn8ZTkczeNNTX14tLHS7Ee+M2pYeme1dtXG+CFB0/V7kD/AI/PFvi2fPXIj16+s1PthLVVx7fhXZc/y/8Ar0Afjb8JVCP8aIwc+X+05+0MOucb/iNqcuD1wQJBkdu/NetV5F8JV8u++PEf9z9qj9ob/wAf8e3Uv05D5/GvXaACiiigAooooA8k+KZ265+zq3p+1j+z/wD+PeLXTvn+99a+0viM978Z/jNpXwosNS1PRvhz4Jg1H/ha+s6HqM2l6v4r17XNBttS074UadqtmY7/AErSRoE1tr/j7UdMuLbU5bHUtA8O2V3arqmqyRfFnxVx/bX7O2en/DWv7OoOeBhvHEaHJ+jHHYnqRX2/8EYo2uU1V1C6nrvxs/aSvtb5Jk+32PjLV/D1pHKWy5+yaFoej2MIb7lrbW6LhFQUf53/AKv+gf11/Dt/wW99T2qXwdbeFNM8I6b8PtD8MaBo/hPUJZrbw7Bt8N6KtnPo2paWI7cabp9zFFNHJfLMS9o3nlZC8hkYsfnH40XV14d8f+EPiF8RPC3gPVfhdrPhHxJ8I/H0mt65Jq3hjwwniXV/D+veGfEPiiG98MS29v4ZvNW0WXw5rGp3Fs9lplxqmkXmpTWthFNdQ/TnjGxs9S1jwJZahawXtnL4h1BpbW6iSe2laLwvrskTSQyBo3McirJHvU7HAZcEZrRl8B+CLiCa2uPCPhq4trmGW3uLefRNOnguIJkaOaCeGW3eKaGWNmjlilV45EZkdWUkUf12v62Dtpt6r5adD5S8Pa54t+AHiDQ/DF5deG7v4F+PYb0/DrWvEHj69u7P4Y+INM0u51ybwRdeL9R0V2vvBHiDQrDUNT8Bz6jPPcaFcaVqHhtr6402fw/Da7HwX13xZ4x8W/Fb4zaVovhtPCnj+58IeHvBE154jv7L/hIPDfw+sNXtG8Z2cb+G/Ok0bxLrWu6qfDtxPDbyX2hWFhqaRm0v7WR/Pv2if2Vv2dPDvgG68aaL8GvA9v4h0bxx8LtW0eBdKMujLqg+JvhS2WGDwu8r+HQt9Bd3Ony28elCOaC8liKYbj7a/wCEI8G4AHhXw8FVVVVXR7BVVVAVVVVgCqqqAqqoAVQqgBVAABmf2x40/wCgP4O/8LC+/wDmYo/tjxp/0B/B3/hYX3/zMVp/8IR4O/6Fbw//AOCix/8AjFH/AAhHg7/oVvD/AP4KLH/4xQBmf2x40/6A3g7/AMK++/8AmYryn4jeAvFPjm70TxNo8+geBPiN4US9j8K+PNF8Ty3tzaWmoGB9S8P+INGvPDSWHirwhrD2ts+p+H9QeIC5trTU9LvdL1aztr+P2n/hCPB3/QreH/8AwUWP/wAYo/4Qjwd/0K3h/wD8FFj/APGKAPAota/a+hs/sU+gfsz6hqQXYviGLx58RdL012HAuZfDDeCtTvIyeHe0j8SyjOY1vSPnrwb42/CDxJo37Of7YvxU+K/iHTfGnxS8Qfs3/GDRtN1HR4riz8L+EPDbfDLWftPhzwNoVwGfTLfUr63jk1TU7y41LxD4h+y6fHqepPbWVlYWn3t/whPg7/oVvD/r/wAgix7f9sK+Nf2oreOH9jz40w2yCCOy8G/tDPZJDlFtHsPBnxRmsGtlUgRGylhhltNoAt5Ioni2NGpAB8y/CLnwJ8NW9fgx8K+3QnwxZnH64/CvVK8p+D7mTwB8MZGJZpPgt8KnZjkszN4Ys2ZmJJJZmJYk8kk5r1agArzD4iFN3hFWeNXPxa+DJVGu7qKR8a14pRvLtI42tboKJPma6dGhBzCGZjj0+vN/iGJxD4adFuTAnxY+CfntFdW8dornxH4iSL7VbSf6Rcu25hA9v8sLBjNlCooA9JP+f6/r/nFfL/7YvHwIvz/d+KH7Pb/9+/j/APDNx+q19QH2Ofwx+lfL/wC2OcfAHWn/AOefxE+Asn/fHx5+Gx/zjmgD9164vX1aPxX4EuedjXXiDTW9M3eiTXqZPqW0rAHv7V2lcZ4xJifwldA4+zeM9IUkel/Bf6TjPYM2oKp9c470AYV/bm4vPitpuOb/AMO6ddICOrXeh6npm4Dqdp0xBkDggd67rQbo32h6Nek7vteladdbvX7RZwy5/EuTXPCPb4/u0YfJqfgu2DehOm6zeI/Hf5dXUemAPWpfh67t4L8PxyZ8y0sjpz5/vaXPNpxH0BtcAdgAKAON8P29lp3jG7lk8Wzaxqd1e3llJZw+ETBFZ2oaVrXSI9TgtZoNPsdP4ZmhntRf3Ktc3z3FxIWHsY6evX+deeX8Pjl/EcUriObwtFeWrWdroN/b2F+Y1CedL4iOp2zPeQrKZD9i0e8s1eBFWUXTsY69DHQUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFUYdU024uriyt9QsZ72zGbu0iu4JLq1GQM3NukhlgGWUZlReSB3FXq+KvFPwW8beJZ/EWm6d4U8OeG7yTxn8Q/E8fxCbWLSPUPFGieJU1ZbXwVcRaTZ/21Fp2vpqdtZeIJdSuDFp1pp/nWVtf3S2PkAH1wnijw1JZpqKeItCfT5Z5LWO+TVrBrOS6hz51slyLgwvPFg+ZCrmRMHcowasQ67olxcG0g1nSp7tRGzWsOoWklwFlMaxEwpM0gEjSxCMlcOZIwuS65+OPFPwv8ba8+qpYfCHw/ofhLxhL4Z0nxN4Psdb8JJqNppPhvTtabV9T0n/AEdfD9hqvjH+1bHwW2pWFxHqth4V0ye+bytQl0y30+GD4Da9qUXinw3qPhQaVoGv+O7TXbeez1HwRa2ukeHIPGei+ILa00e70fSIPGNtrOk6fZBdPW61S50u2vtPgFsot1tDG1r82lt3aX4J3+QP7/8Ahv6R9nT63o1rcJaXWr6ZbXUhAjtri/tYbhyW2gJBJKsrEt8uApO75evFOstZ0jUQx0/VdNvwhdWNlfWt0FaNVaQMYJX2lFdGcHBVWUnAYZ+SbP4I+NL66stS8XWHhHWddsfE3xWuZNd220lxqOna94Qj8PeD9WCTWHm6df313BDqerabbyfZ9Jvprl7OaaJYmOPonwS8fHTPBFxBp8fhjxV8PfD/AIibRNT1K88HmC58T32heF9MtrW6g8CaRpUWoeF9Vg0vWNG1o6tDPqy2WoLewSG5t7byRWaV3a6T9Ha7T/LS/Swf5v8Aq59ow6rpdxdPY2+o2E97FEk8lnDd28t1HDJsMcz26SNMkTiSMrIyBGDoQSGGbC3Vs6h0uIHRo2mVlljZTChCvKCGIMSMQryD5FJwxBr869N+FXxL8J6jpN/aXPhjw94jtp7nS7PV9Q8UeD10WDWNf+FmjeDjYWEkOkWnjbVfEGjamZNTsdM1LVBo95aWQnj04XNzprWXR6R4Y1v4d6brHhvQtb+H/jXR9J8PeNvhzo0tr4u0Xwq+hL49n0XUdOTW7DU9X1RrOHTfE+neIdPltotRvdWuIZbeTTrCV4p7KEt28vx6ev8AXkHT9Op97KyuAyMGVgGVlIKspGQVI4II5BGQadWJ4b0yTRPD+haNNIk82kaLpWmTTxhhHNLYWMFo8qK/zKjtEXUN8wVhu5rbpANwSq49s/TFfM+ufsh/A/xHrWreINV0zx2+p63qN3quoPafGX4xabaveX073Fw1vp2neO7TT7GBpZGMdnZWtvaW6kRW8EUSqg+mR0H0H8qWgD5R/wCGKvgB/wBAr4if+Hz+N/8A88Oj/hir4Af9Ar4if+Hz+N//AM8Ovq6igD5R/wCGKvgB/wBAr4if+Hz+N/8A88Oj/hir4Af9Ar4if+Hz+N//AM8Ovq6igD5R/wCGKvgB/wBAr4if+Hz+N/8A88Oj/hir4Af9Ar4if+Hz+N//AM8Ovq6igD5R/wCGKvgB/wBAr4if+Hz+N/8A88Oj/hir4Af9Ar4if+Hz+N//AM8Ovq6igD5R/wCGKvgB/wBAr4if+Hz+N/8A88Oj/hir4Af9Ar4if+Hz+N//AM8Ovq6igD5R/wCGKvgB/wBAr4if+Hz+N/8A88Oj/hir4Af9Ar4if+Hz+N//AM8Ovq6igD5R/wCGKvgB/wBAr4if+Hz+N/8A88Oj/hir4Af9Ar4if+Hz+N//AM8Ovq6igD5R/wCGKvgB/wBAr4if+Hz+N/8A88Oj/hir4Af9Ar4if+Hz+N//AM8Ovq6igD5R/wCGKvgB/wBAr4if+Hz+N/8A88Oj/hir4Af9Ar4if+Hz+N//AM8Ovq6igD5R/wCGKvgB/wBAr4if+Hz+N/8A88Oj/hir4Af9Ar4if+Hz+N//AM8Ovq6igD5R/wCGKvgB/wBAr4if+Hz+N/8A88Oj/hir4Af9Ar4if+Hz+N//AM8Ovq6igD5Qb9iz9n9QWOlfETCgkk/HL434AAJJP/Fw65TwL+xj8Bbrwd4buZ9K+IXm3Gk2tw+z43/GqJSZ1M2Vjh8fwxIDvyAkaDnkE5J+zdSl8nTtQm6eVZXUufTy4JG/pWT4Oj8rwj4WjxjZ4d0VT9RpttuP4nJoA+dP+GKvgB/0CviJ/wCHz+N//wA8OuUtv2M/gK/jnVbcaV8QvKtPC+hv/wAlv+NWfNvNV1sn96PH/nj5LJP3Zl8v+MJuZmr7ZrhLKby/Ffju66i10nwzGfYwWut3ZXPY4ulY+zA+lAHy/wCBP2M/gLeeE9Gu5tL+IZe5iuLg4+N/xriBE97cyr8kPj+NAdrrkhQWxuYs5ZmxNB/Yd+C2v215qsusfGqx83XfEVvb2ln8dvin9jgs7DXL/T7SKCG78TXTKiW9rHktI7u+52c7sD7L8CReR4L8KR9T/wAI9pEh/wB6axhmb6/NIee/Wq3w9bf4S02U/wDLxcaxdD3F1reo3IP4iUH05oA+Wf8Ahg34RJ/qfEfxb7YF18XPiRc9PUr4qgJ/AikP7C/wzUYj1zxvJjp9r+I3xfcn03G1+J9l3x90L7YzmvtuigD4P1z9jj4caBo+pavJHrWoRaXZXF68UnxX/aCspbgW8Zk8kSQ/F24jiaXbsVzDIqMwYqwBU+gL+xX8AGUMdK+ImWAOP+F5/G7jIHHHxCHT6V718RWx4M1xc482K0tj7i6v7S3K/RxKU98kDmu2oA+GT+yb8IbnU9bs9G8D+Mr+00a+h06S6uv2k/jlp1xPcyafaajMUtV8UXkaxRLfRRKTchnZXbag4Op8L/2XfhR8OPjnafFHSfDXjvw748Hw41jwnYNqfxn8dePvDF54ek1zTL3U45NF8Ua5qMUeqRXcljLBdiJQsBlMaLMJHb6e8IN5s/jGbqJPGepID/16afpNjgH2Nsw9uR60zxmrWH9j+Ko0dz4Xvnub9UBZm0DUIGsdbYIMb/sULQ6uVzlhpm1QWIFAHb140JF0b43TvfEJF4s8G29to8zZCveaRdtJd2Ksfl81ocXAQEFvkABZwD7FHIkqJJGyyRyKrxyRsHR0cBkdHXIZWUgqw4IOQSCDXKeMfB2m+M9OSyvnubS6s50vdJ1axfyb/Sb+MAx3NrKMMRkL50JISVVGCkscMsYB1oOfX8a8z+L+p2th8PfEUUxBn1W1/sXT7cAtJdahqLCC3hhQAs7rl5iAOEiZuMCsaJPjfo6LYx/8IX4piT5ItXvXvtMvXjHEbXttAUhaULje0O7ecsWLE5u6P4B1rUNcs/FPxD1m31vUtMdpdE0XTYng8P6HMwH+kxJLtmvb0YXbPOgKOiPmRo4DCAeg+HrObTtA0PT7jm4sNI0yzn7/AL61soIZOf8AfQ1pXE8FtDJPdSwwW8a5lmndIoUToTJJIVRV5xliBkgd6l4/Pn/69cH4mSLX9a0PwmY47m1jni8S+IYnQSQrpumzE6RaXMbhopBqetJFIkT58220u93IVFAG+B4Zv+ANBvM9safckg9Rgb+v4g5rZhjjhjSGGNIoolWOOKJBHHGqDAREQBFVQAFVQABxiuI8SeE/CMeha1dyeFvDzSW2k6lchho+nq4aGzmkyJFt1cEFRhgcg4Iwa6Hw1EYPDugQsWZotE0qJmYlmYx2MCEszEliSCSSSSSSeTmgCHV/Cvh3XriK61fSLO+uoIjBDdSxsLiODf5hgW4jaOUR+YWfZvKByTjcTWWPh94TQ5j066gz/wA+2s67bAd+Fg1KMAZ9BgfSso6Pb+IfGPipNQutXEOmWXhu3sorDXNY0uK3e4g1G6umWLTr21iaSbzLcvJIjuVjjXcFAFav/CEWiZ8jX/GUGey+KtWmCj/ZW7nuV/ME/jQA4+CNJAPk6j4ptcf8+/i3xGm32AbUnQ46YII7UweCypzF4u8bR4PT+3VuAOnGLuzucj/eyfzpw8I3UePI8aeMYuc/vLzS7zj0/wBN0e4I/P8AAmhvDniNOLbx7rYHX/S9J8M3X4Epo9q/5EUAbWg6HB4fsWsbe5vbzzby+v7i81CWOa8ubvULqS7uZZnhht4cmSRgixwRoiBVC8EnzueYxeEvi5ec5k1LxYi+uYNDs9NUjvw1v69u3Su18Gajf6p4b02+1OZLm9l+2JNcR262qXH2fULu2imFujOkTSQQxu6oxTeWKbVwK4O++b4eeOJFH/IR8Q+K4Btxk/afE02lDHYnCAZ9RjGaAPWdPiEFhZQDpDaW0Q+kcKIPp92rlIBgADoAAPwH+GKbI4jjkkbhY0Z2PoFUsf0FAHG/D1mk8J2Ezcm5vNcu8+ou9f1O5De+VlB/qa7WuQ8AIU8FeGAer6PZzH3NxH5+fx8zP4119AH44fDBfL1z9oSPH3f2qPjye/G/xWJePrvGeler15d8O/l8U/tHpj7v7VHxuPTGPM1uxlH6P+RzXqNABRRRQAUUUUAePfF041H9n5v7v7WX7Of6+PbZfoevQ/zr7VtZo/hJ+0Pa+FtbdbLwZ8Y/Enibxr8O9bnlWOwg+Iep+H7K18bfDq5kdgsGp67NpyeOPC0bFRq8t54qsbffeafFFP8AFnxdjEl18CQSVEf7U/7O85OM/wCp+INkce27OM+9fp98SPCfhvxzqPhjwn4u0ay1/wAO61B4nh1HS9QiLwTeXp9rNBPE6lJ7O+s7iOO6sNRspbe/0+6jju7G5guI0lUA6XxGc+IfAPt4g1Qf+Wpr9dnn/ODXyXqvw5+MfgnWfBVl4C+MNr4h0RNbv00fQvjP4ZuPF9/pSL4X14m3i8c6BrHhnxJqNtHFuigbxIuu6pzG11q92YsN1Vz8Pfjr4xj+yeOPjLpnhXRZV2X+lfBbwlceGdavoT96AeOPFeu+K9W0pJMbXufD+naNqyIzGz1O0k2yAAzvGmpxfFz4q+GPhl4fl+2+GfhZ4l0f4hfFzWLdi+n23iDQsal8PPhxHcKHt7nXbrW2s/GniGw5k0bRdC0pL7yn8SWCt9OVyngvwR4V+H3h6z8LeDtFtdC0OxaeWKztfOd5rq6kae91DULy6kmvtU1W/uXkutR1bUbm61HULqSS6vLmaeR3PV0AFFFFABRRRQAV8MftQLv/AGR/javHPg79pEc+/gj4rcd+v0r7nr4d/aYG79k340L/AHvCP7SAz6f8UP8AFb/I+lAHyd8GDn4dfCv3+CPwob8/C9kT/Pj2r1uvH/gkc/DX4THrn4G/CY9OmfCun9/r0r2CgArhfiRHH/wj/heUxQF0+NvwXCzNZXks8Sya3q6lI72NhaWqPu+ZblWkmxiDaSWruq4b4jvGvhrw4rSRiRvjZ8FdiNqF3BJIB4i1AOU0+NWtL0KGw8tw0bWpw0IYkgAHW3+o6dpVv9s1bUdP0qzEsMH2zVL60060E1xKILeA3N5NBAJp5SsUERk3zyMFiVmOK+Zf2yri2/4Z78S7buzZo/G/wSkKpdW7sPL+OHw6djtWQsQigs+BwATnAOPa/iV8MPh98YfC0/gf4neFNN8aeErnUtK1efQtXFx9jk1LRLxL/S7pvsk9tNutbpA+0SiOVGkimR43ZT8Z/tb/ALO/wI8P/ATxXrOifCbwTpWp2viX4ULDfWWmPFPFDefF7wJY30cbfaGCJc2Nzc2soxzDNIuRnIAP6Lv7X0n/AKCmnf8Agbbf/Ha4zx7qmlt4cknTUtPZ7DVfD2pKFvrUHFhr+m3EhBMuB+6STn8O9eQn9if9k4kk/AP4cEkkk/2GnJPJP+srm/GH7FX7KcXhTxLNb/AX4cJPBoeqXMDjRACs1tZzXETApKrArJGpGDyQM5GQQD6E1HVtKh8ceF5xqWnlbrRPFGnuft1rgMs2g38X/LXJO22uMAZwMngUeCtX0qKw1eyOpaev9n+K/FFug+22vEU2s3WoQcebwPIvY8D0we9fNerfsc/spLd+BL6H4C/DdbbUtYa2mUaGuHj1Lw7qs8IIEoUqLiCFsMGG5VIwasaF+xj+yk2t+MrCX4C/Dl1tNYsLmAnRFO231DQtNk2rmZsKLmG5Y42qWZz24APWPGGneCbrV7+/8QePtC0uS6Hmabb3viYW32aEaJNYK0Vi+r2tu32bVEh1iCWKBmM8EiyNli6+wQazpLQwsNY0uYNFGwmjvrUxzBkBEqETMCkgO9SGYFSMMRzXxX40/Yv/AGQo7u0W4+EHg3SpYLK41CO30LwbZXeoTmKaLT42lu5ra9YRzz6lFYWenZiS8vbhWXe0TeV2Wh/sZ/sg6hpGn3en/Ab4fSWcltGkDXOglLoLAPIaO6SZxKt1DJE8VwrgMJkcHmgD6n/tjSf+gpp3/gbbf/HaP7Y0n/oKad/4G23/AMdr5t/4Ym/ZN/6IF8OP/BGn/wAco/4Ym/ZN/wCiBfDj/wAEaf8AxygD6S/tjSf+gpp3/gbbf/HaP7Y0n/oKad/4G23/AMdr5t/4Ym/ZN/6IF8OP/BGn/wAco/4Ym/ZN/wCiBfDj/wAEaf8AxygD6S/tjSf+gpp3/gbbf/HaP7Y0n/oKad/4G23/AMdr5t/4Ym/ZN/6IF8OP/BGn/wAco/4Ym/ZN/wCiBfDj/wAEaf8AxygD6S/tjSf+gpp3/gbbf/HaP7Y0n/oKad/4G23/AMdr5t/4Ym/ZN/6IF8OP/BGn/wAco/4Ym/ZN/wCiBfDj/wAEaf8AxygD6S/tjSf+gpp3/gbbf/HaP7Y0n/oKad/4G23/AMdr5t/4Ym/ZN/6IF8OP/BGn/wAco/4Ym/ZN/wCiBfDj/wAEaf8AxygD6S/tjSf+gpp3/gbbf/HaP7Y0n/oKad/4G23/AMdr5t/4Ym/ZN/6IF8OP/BGn/wAco/4Ym/ZN/wCiBfDj/wAEaf8AxygD6S/tjSf+gpp3/gbbf/HaP7Y0n/oKad/4G23/AMdr5t/4Ym/ZN/6IF8OP/BGn/wAco/4Ym/ZN/wCiBfDj/wAEaf8AxygD6S/tjSf+gpp3/gbbf/HaP7Y0n/oKad/4G23/AMdr5t/4Ym/ZN/6IF8OP/BGn/wAco/4Ym/ZN/wCiBfDj/wAEaf8AxygD6S/tjSf+gpp3/gbbf/HaP7Y0n/oKad/4G23/AMdr5t/4Ym/ZN/6IF8OP/BGn/wAco/4Ym/ZN/wCiBfDj/wAEaf8AxygD6S/tjSf+gpp3/gbbf/HaP7Y0n/oKad/4G23/AMdr5t/4Ym/ZN/6IF8OP/BGn/wAco/4Ym/ZN/wCiBfDj/wAEaf8AxygD6S/tjSf+gpp3/gbbf/HaP7Y0n/oKad/4G23/AMdr5t/4Ym/ZN/6IF8OP/BGn/wAco/4Ym/ZN/wCiBfDj/wAEaf8AxygDj/iH8EZNbsfEtl4T1HwhpMninxR43uXvE1axhbS9K8eaF4VsNV1T7Lf6JrUUutDU/D8uoG80+TTtXtiYBpuqQpc3kaV/iN8DrrxRZard2GqeE213WPFWs3F5c2et2ugag/hceENW8HeFLI602jawPKtV1S+13xLpx0121O+1rV3tNSimWFpu4/4Ym/ZN/wCiBfDj/wAEaf8AxykP7Ev7JhBB+AXw4IIII/sNOQeCP9ZTTa0Xl+H37fj1Drfrr+O59H6Fby2ei6RZzzW1zPaaXp9rPcWUbRWc80FpDFLNaxtJKY7aV1Z4IzJIyRlVZ3I3HVrK0LQ9I8MaNpXh3w/p1rpGh6Hp9ppWkaXZRiGz0/TrGFLe0s7aIcRwW8CJFGo6KoHatWkAg6D6D+VLSDoPoP5UtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYXimUw+GPEcw4MWhavKD6eXp9w39Kn0BPK0LRYsY8vSdOjx6bLOFcfhisjx7J5XgnxY/Q/8I9q6DPrJYzRj9WrpbRPKtLWLGPLt4Y8emyNVx+lAFivMXm8l/i5fKRm3SNAc8g2fgyxnIPsHnYj6k9a9OrwnV/EWj6dpfxZ0+61G3t9Y1HUNXhs9PnLR3Vz53hrStOsxbxMu6f7RIpWDyt4kPyryGAAPWfD6LZ+GtDjPypa6HpqNn+FYNPhU/kFrL+HqFPBHhYsMM+iWMpH/AF3iWfOeuT5mTzjJrV1A/YvDl7zsNnolyfTb5Fg/bjptzjtjnFZXg6/0uPwr4agj1Kwk8nQNGiIS8t2+ZNPt1bhZDzmgDsaKRWVwGVgynoykEH6EZBpaAOL8fAyeH1tx/wAvWveFbXH/AF18TaTuB9QyjBHoT712lcZ40JMHh2If8tvGfhgEY6iDUkuzx3x9mz9BntXZfj7/AKY/Lv8AWgDjfBKj7DrU6nIuvF/i6bPqE168tUIPpstlx6dO1di6LIrI6q8bqUdGUMrq3DKynKsrAlWUghgSDxXl3hnXzoWlHT9V0PxVBdx6pr09y8HhvU722dr3XNQvElhubKC5imikhnjdHjJyp5AOVG+3j/w0gzNNq1sMZJufDXiSFQPd5NJVB+LdqAMy2uX8AP8AYNQ8x/BTSbdJ1fDSf8IuHY40fWiNzx6NE526Tq75isoWTTtRaGOC1up/Q0kSVEkjZZI5FV45I2DpIjqGV0dSVZWUgqykhl+YHbzXHD4geB5lKP4g02NZFKMl75loGVhhldbyKEbWBwQwwckHvXOaFceHIPGVhY+DNXt5NLvNG1y/1bRdL1GO90e2nt7vR0srq3sFeaLR5ZHvLoMtl9kguQCXhkeMOoB6xSE4GTS1wOonVdb8VXvh6DW73RtL07QtM1C6/sqK1j1G8uNUvNVgEf8AaNzFcvZwwxacpH2OCO5ZpXIukKrQBqa94mi0yaPS9PtjrHiS7TdY6LbSAOEJwL7VLgK6aVpMR+aa9uQPMIMFnFd3TJbvP4c0J9Hhuri9uRqGuatcfbtb1HZsW4utixw21rGxZrfTNOgVbTTrXcxjgQyytJdT3M0tvRtB0rQYZYdLs0t/tEnnXdwzST3l9PjH2i/vrh5bu9uOSPOuZpHwcAheK2KAOU8dTm38GeK5R28O6uq+u6SxmjXHb7zjHviuhsofs9pawDOIba3hA5/5ZRKnH4DtXKfEXLeC9ejHWe2htec/8vd5bW3qP+enTqeB7HtfwoA47w+u7xJ46n7HVNHtwe2bfw7pzsOPRrg5B6E12NcX4RczXvjabIIbxldQj2W00XQ7Uj6iSF67SgApCQoLHgAEk+gAyTS1n6tJ5OlanLnb5Wn3smfTZbSNn8MZoA5/wACPBfhpiMGbSra4OeP+PrNxk+583J9z71xMLCb4ZQHjOp+KY+f7/wDaXxIDfiWSbmu/8Gr9n8G+F0bjyvDWi7/YjTLct+ufyrz+zynw++HUPe91/wAHO3H3i+sxanIxB/v+Uz4I4z60AezD+p/Tj+lZeuzC30TWbg9INK1CY/SK0mc/otatcx42k8rwd4rk548O60BjrubTrhVx/wACYUAT+EozD4V8MwkAGLw/o0Zx0ymnWynH4g1vn6dx/h+nWqthCLaxs7cdILS3hH0ihSMfotWiTjj+X8/Qep9KAPx3+HAml8X/ALTA8tm8v9qz4zRrsRsbftmiuucA5P7wknuWz6gerGGYD/VSZ9NjfrxxXr+ufsNfs7+MfF3jXxgtx8SbDWfFfirUNf8AF1t4O+NfxK8OaO3ivUILR9Vun0Lw/wCJ7TTdNv7uNbS4uoYbaAsXjlMaiRSaX/Dvf9nwghr742vuBBJ/aF+MwPPH3l8aKwI7EHPqaAPLfIn/AOeMv/ft/wDCl8if/nhN/wB+3/8Aia9KX/gnb+zkPvTfG1z/ALf7RvxyOfy8ej+hwOlSj/gnh+zcOsXxjYdMN+0X8dz+n/CwBz/njNAHmH2e47QT49fKb/A0fZ7j/nhN/wB+n/8Aia9SX/gnp+zSME2Xxbb/AH/2hPjq3v8A9FC7/wD1uua8j+I37D3wA0Dxv8C9J0y3+Kdvp/i/4ha3oXiG3/4Xz8a5RqOm2vwz8c69bWrvN47llhEWr6Pp14HtngkY25jaQxyMhAPK/i/HNE/wUkaKRAv7T/7PA3MjKBu+Iumr1YAc5x1zzxX6s67/AMjn4E+nin/01wV8GeIf2MvgJ4F+Nn7M0+iaJ40mST4jeIdZls9e+LPxS8T6XPqvg3wH4g8V+F7y50rxH4v1TT7iTRvEGlWWq2qyW+37Rbr5oli3Rt95a5n/AITLwHnrjxRn/wAFcFAEviT/AJGHwB/2H9U/9RTXq7OuM8Sf8jD4A/7D+qf+opr1dnQAUUUUAFFFFABRRRQAV8X/ALQ2nXV/+yf8b5bdYmh07wh+0Jd6i0kjI0GmS+GviRp93dwxrG5uZ7NL4XSWO6E3axNCs8LOrj7POew//V/j6V8kftAWs+kfAv8Aaw8PR39zdaSf2fPij4htLa6jtd1heeIvDHxEm1KGC5t7eGaW1eaFHiS6aeSHlUkKnFAHw98EMf8ACtPhKEfzY/8AhRvwoCS7DHvjHhjTwkhjJYoXXDeWzFkztJJGT7DXjHwJLN8K/g43UH4C/CMnHv4U03r6/XFez0AFcZ8SRJ/wh+iMJblYh8a/geZIUvLGG1l/4qu5UPcWkym+vGTePLNm4jhyTcrgrns64/4kxu3gnSJVjkZYvjT8DmMqWFvcRRb/ABmqjzb9ytxYbycIturfaSGjkO1QaAOxPBx1/DHv/wDq9BgV8t/to8fs2eO26eXrvwokz6bPjF4AbP6V9R9z9Tn0J9R/nk896+Wf21jj9mT4jN/c1D4ZSf8AfHxb8Bt/T/IzQB+71UtTtvtmnX9ntDfa7K6ttrdG8+CSLafUHdg+2au0UAeSNL9o8C/DnUt//HnqXgKaVyT/AMtJ7PSLg59/tsmT0Izk4rp7ELb+PPEUQyDqPh3w3qA93tLzXbGYjHXEf2UNxnlRnBFcW6yW/wAJLpDzLod1eDIPMY8O+LpSp74McNgrAegAGBiuyuh5PxA0WfI2al4U1yz+r2GpaLdx4HqY7qc49ATjg0AP8U6VDeyaXfjwx/wkl9p9wz24/tSPS47XDRzo1y0s8aXcAube3mjt5IbtIrmGK5WFZI0cbmhR+RpVnb/2daaQYIzD/ZdjcR3VtY+WxAgSeKC3RyoIZ/3KkOzZ3ffOb4umsrXSHu9S1XWdGsLaVJbu/wBEEpuIYVV9zXTw2d7NFYqPnuJ0jj8kKGeZE3E5/gg6BBbahZ6H4i/4SESajc6tM0t8L+/tW1BkLQXsjO04kEySOq3IimRHVDGqKmQDuaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEHQfQfypaQdB9B/KloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDi/iJk+C9fQEDzrWK2JPTbc3dvbsPxWUj8a7SuN8fL5nhqaA/8vOq+GrXHqLnxLpELD8Vc8d67KgApMe5/wADnrz+Q9Pxpa5OHx14OuLpLGHxJpD3ct19hig+2Rq8t55rQfZodxAlmM6tCEjLFpBsGW4oA6kxqwKkZDAqVYBlIYYIKtkEEcEdxwc1zsvgzwhMS0vhbw7Ix6s2i6cT+f2bJ/E5roJZ4YI3mnljgijUtJLM6xRoo6s7uVVVHcsQBxnrUEWo6fPjyL6zmz08q5gkz9NjnNAHNN8PfBJOV8M6VEfW2tha4+n2YxY/Cmj4f+FF5jsLyDnP+ja5r1rg+wt9Ti2/hiuyBB5BBHsc/wAqWgDj4fA+iQ3tjfebrk76ddLe2sF54i1y/s0ukilhjma0vb+4hkeNJpDHvVgjkOoDKpHYf0/z/ntRRQB5HL8JsPJJZ/EP4kWTSSzSgDxH9oRDNI0pVVntGOxC21FLHbGFTJCiof8AhWvi2P8A49vi74wUD7ourfTrzH+8WWJm/P8ADFexUUAeQ/8ACIfFG34tPioJ16f8TDwnpcrEDjko+TnPJyPWug8J6P4403UL2TxT4h0PW7OW1jjtF0/QV0m9juVlLSyTzRSNHJAYSqrDsLeZ8+8D5a76igArxvx1onibUdcFzpfgTwX4ls0sbeFNQ1e/lstZEoluHmtmdY1AtYtyPbASP88kxOz+L2SigD5sTSPFkB/e/B6EAZBOkfEK9tB7lFiu04PYDBxx9HmXXoevw1+Illgc/wBm/EPWblRjpsQ3Uo44GB179q+kKKAPnCzu73UL7TtN1bw18X4rO71XTY3W+1Br7TF2X0EyS6g89rHJ9gglijmum87f5CNyclT9H0UUAeU+GPFHhzR5vFFpqut6dpt7L4z8RztbX862cojN4Ibd8XHlhklhgSWN1JV4nRlJBrs08YeEpMeX4o8Ovu+6F1rTWJ+gFzk10LIr/eVW/wB5Q38waozaRpVz/wAfGl6fcf8AXaytpf8A0OJqAGxaxpNwM2+qadOD0MN9bSA/ikjfpms7xVOn/CKeJZUkRlXw/rDBkcEcadcEEMucexHsaWTwh4Tmz5vhjw9Jn+/o2nE/mbYkVnSfDzwRKSX8LaKd3DKtnHHGw4OGjQCNhkYIKkEcHgkEA0k/0DwqnRPsfh5RxwF+z6b69gNn4YriVi2eHfhFa7Tn+0fDLMnPW38MajcuT/uyRhznuM9ea9Pntorm3mtJ4lktriGS3mhPCPBNG0csTBSPlZGKfLghTwa5ew8D6Fpt1pt1arqv/EoLHTbW51/W7+ws2e1ex3w2V/fXFurR2kstvCwT92jnYFJyADsK434hNt8Ga+vTzrRLX/wLuYLXH4+dgjvnFdlXFfEDL+HPIHP2rXPC1qR/eWfxNpKOv4puBxzjP0IB2o4GPTp9O1c34v14+F/DWseIPsv23+yrRrr7L5vkeftdEKGXZJsHz5zsbpjHNdJ/n/P+f0rwj43+I72xsLbwpbWkc9v4q8OeM7q6mAme8t28NWmlX0C2sUW5HWYXUwud6MVijDJghiQDgrSJj4s+KBW1MoPxBu9ziP4kvz/wjfhs4z4RU6XuAxw3+mbf9f8AJ5NbXkt/z4t/35+OX/xuuv0LRrmPxT4xXRfGF9Y/8JFf23jbTxbw6Nqui6hp+padp+kTSwRzWkkxktb3SNlxJb6gitDc2UgC+dXf+FtR1a7k8QWWrXNnfS6JrK6ZFfWdlJp63SHStN1BzNavd3qpNDLfPAWimEcixq/lxsSKAPEfJb/nxb/vz8cv/jdMeMxqztYkKis7MYfjkAqqCWZv3fCqBknkdjjIr6dqnqH/ACD77/rzuf8A0S9AHhfhkhfEOhPEFhddaihW403XvFF9p2q6RrHgm91u1aWz168lw6P5LjzIS6skbqYn3rTfjFx8Rv2ZTyf+Lu68o/4F8HPibyfy/pTfCX/IU8K/9fXhL/1U9xS/GXj4hfszN/1WLV1/77+DvxQFAC/FU4+MH7Mbf9T18QU/77+D3jg4/wDHf8K9L13/AJHPwH9PFH/prgrzL4tcfFj9mJ/+qi+Nk/7+fB7x9x/47+lem67/AMjn4E+nij/01wUASeJP+Rh8Af8AYf1T/wBRTXq7OuM8Sf8AIw+AP+w/qn/qKa9XZ0AFFFFABRRRQAUUUUAFfLH7Sg3fCj9qdezfsweM1/Pwr8SRX1PXy7+0cN3wu/aiXs37Mvi8fn4X+JAoA/P74Bkt8Jfgu2evwB+ER+pPhPS+nPvn/wDVXtdeI/s/HPwh+CLDv+z98Ijj3/4RTSf6dAele3UAFcX8TFU+CdKcxxkp8Zfgg6ytaXkzx58cW6HZdQutlabw2G+2qzTBRHbgMWJ7SvEfjV8VPhn4VtPBPw78S+PfCug+PvHXxX+D194L8Gap4jfTfEfimz0r4g6dFqN3ouggGLWbeydxHcS3TRraykC3LSllAB7e33j9T7/qOK+Wf21x/wAYv/E8/wB2X4ev6fc+Kngdj+g/yK+p2+8w7hiD9QSD7/XODmvlj9tf/k1z4rZ7R+Bm/wC+fiZ4LPP060Afu7RRRQB5TbwG58KfE7S9oJi1bxtbpH2X+0LM6pDge51FZB7txwK0bm4Et78MdXY8Xj3Noz/9hbwvc3qD33zafEPy9Ku6NGra98QdOYAR3F7pV5t9V1Hw7ZWUjf8AA5NPk/EGuUtZHl8BfDW+kOJNL1fwdHI3dCLhfDswP+1tu3if0Yk9RQB6L4ntrC70LUbfVbi+ttMkgK6g+nNcLdSWZIE9shs4pbzZdRkwTC0UXLRSOsTxsd6894PvvDTXd/pHh3RJtKi06x065W4uNKvNLk1CK/lvE3g6jbQX135UtkTNdzGfzXmBMpkDk9Xrdzf2Wj6nd6Xai+1G2sbqexsyrsLm6jhdoYikZEkgaQLmOJlkk/1cbB2BrkvC2s+ItW1K7n1GxEOkS2jNpt1Lo15pNyRbXf2OIzLfXDXTHVdl3qSWUlpby6bb/ZFleZ7oPQB6DRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAg6D6D+VLSDoPoP5UtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcX44Y/wBn6LF1+0eMPCERB6EL4gsJ2z9FhJ/Cu0ri/GQLt4Si/wCenjTRif8At2ivrz+dsCa7SgBrsFUs3RQWPbAUEkn2x+FeN20ZPgL4dQEZ+16/4PlbIBJzqqapITn1EO447+3Ner6rN9n0vUrg8CCwvJiemBHbyPn/AMd69q84ii/4p34R2xBDG/8ADkrL72/hbUrp8j0V0B6cEDNAHQfECJLjw1JZyIskd/rHhqykidQ8ckdz4l0pJY5EYMrq8O9HDKVKkhgRkVoy+DPCE3MvhXw65JzuOi6duz67hbbs/jVHxqc23h6I9J/GXhhCB3WLU47rH5W+TjsCeldnQBxb/DvwS53Dw5p8LDo1qJbMj6G1lhI9vTtQPh/4YTmGDVLY9mtvEfiOEj0x5eqgDHbArtKKAONPgmzAxDrvjC3xwPL8V6zIB9Furm4X81NIvhG4hB8rxn4yj9PMv9Lusf8Agbo1yT+JJPTvXZ0UAcYfDniNP+Pfx5rIGel3pXhu6P5ppVsf1z/Rg0XxrH/q/G9rLjteeFLSTPsTaajY/ooNdtRQBx32bx9GMLrPhS6OOTN4d1a2JP1h8RzKM/7hI98cr4e1fW7rVte0bW49K8/R00iaO50n7YkMyapFeSGOWG8LtHJD9lXBSaVXWYEhCpU9hXF6CN3ivx5L1xeeHrUEf9MtCtpyp/3TeE+27p6gHaVwy+Ktaur7V7fSvCc+pWek6nJpT3q6zplq09zDb2085jtbkoyxxtciIM8u53RztAxnua4zwUMweI5wci58ZeJXU9crBfGyH/pLj2AxQA4eJNcT/j48CeIVA6m2vvC91+SjXonP/fGfaoz4ykjOJ/B/jWLHUrpFtdgfT7BqN2zfRQT7V2tFAHGf8Jxpq83GleLLRePnuPCWv7T9DDYzc+vHFNb4g+FI+Zr+8twTj/StC1+0/W40yMcdz09xXa0UAcdH8QfBMg48T6RGfS4u0tDn/dufKYflV6Lxf4UmXdF4n8PSAjgrrOnnkZzx9pziuhKhgQ6qwPYqCMehBzWfNo2kXBzcaVps59ZrG1lPvy8Tde9ADoNW0u5A+z6lp9xnp5F5bygn22SNmr4IIBBBB6Ecg/Qiubm8GeEbg5m8LeHZD/ebRtO3f99fZtx/MVx/ibwn4Z0r+wLrS9F0/Tb2Txd4ZgjubCD7JKiNqkLzqv2cxgrJBHLG6sDG8burqQaAPVaK4z4hTTQ+EdWNvNPbzTnTrJJbaaW2uF/tDVbGxYRXELpNC7pcNGJInWRd2UZSAazNL02PRfHK6dY32svYy+Fbq9mstQ1nUtUthcDV7K3tpYY9RubowSRRC4j3Rsu5JMMG2ggA9Gri/GfzQ+HIeon8Z+Gsg85+z3wvSD7AWoIHt6V2lcb4qw+o+CLc9ZPFqygeq2nh/X7g8deHROeg70AdiP6n+f8An+VeGfEzWLbw/wDEL4Y65ebja6VonxSvplT/AFkiw6LojLFHnjzJpNkSZ43uNxC5I90HT/8AX/Wvnz47aBqd9DpniK3jiOl+HfDfjuDVJHmRJo5NdtNFttOEMRBM3mS2s3mMpHkqqs33hQB0EmiHwX4e0nxPKLeHUdF1G71vxKsBWGyOn+JZ4/8AhJrG0jDJCltpoNre2UaBPPk0aBthnupN/XeCSJYvE14DuW98Y69Ijjo8drLDpiMD3GLDCn0HHFeWaZ/bvizxp4/ur7WNBuLXwf4vi0Lw/ofiDTprjTLGCPQNF1M30UNrqljHLqUl1qFwVvry1u54FVFtnhVNteueFrcaLo8dnqGpaZc38l5qmoXs1nL5dq11quqXmpSrAk80kywxm6EUfmOzkR5Y88AHWVT1H/kH33/Xnc/+iXp326y/5/LX/wACIv8A4uqeoXtmbC9Au7XJs7r/AJeIf+eD/wC36c+wBzQB4j4T/wCQp4V/6+vCX/qp7infGb/kfP2aG9PjNqK/99/CD4oD+lM8JEHU/CpByDdeESCOQR/wqe46Hoak+NHHjf8AZrP/AFWq6H4t8JPihj+VAEfxgO34ofsxN6/FHxUmf9/4PfET+eMV6drv/I5+BPp4p/8ATXBXk3xya7Tx5+zXJp6276iPizraWUd5JJDZSSSfCX4iCVbqeCOe4iQW4laMwwTM86xI6rEzuvqMGleLL7xFoWq63H4ctbPRItX2ppV5qd3c3EupW0Nsi4u9Ps4o449jO773djsVVALGgC54k/5GHwB/2H9U/wDUU16uzrjPEn/Iw+AP+w/qn/qKa9XZ0AFFFFABRVHU9U03RrC71XWNQstK0uwge5v9S1K7t7GwsraMZkuLu8upIre2gjHLyzSJGo5LCvBz+1B8J7pn/wCEbl8beO7aN5EfU/AHwz+IPjHQyY/vtBr+ieHLrRb6MdpdPv7uM9mNAH0NRXj3hH49/Cnxrq8fhvSvFK6f4qlXdD4S8WaVrXgjxVcgKWf7D4f8X6domqaksaqTLJp1tdxRgEu4HNew0AFfMP7RALfDT9p1eu79mnxYv5+GviOOnvn9K+nTz+fv+mOhr5Z+LcV/qnwJ/aV8Uajd28j6h8Ivi34etLG2szbR2On+GtH8dWluZrl7meS8urrz2lml2W8ceAkcQwWIB+fn7PJz8HPgYf8Aq3n4Q/8AqJ6P+f1r3KvCf2cyD8F/gQwOQ37PHwiI9x/wimjnI9iScf5J92oAK/KD9tS5sLH9qX4K6hqVxY2VrZaJ8A5pdR1CW2tbawiX9sXwP5s8l7dtHDZxBN3nTPLGmzPmErmv1fryDwN4D8D/ABI/bwsPCPxE8HeFvHnhbVP2L/F0954b8Y6BpXiXQru40v49+Bbmynn0rWLW8sZZrOeUTWsrwNJbynzImVjkAHYyfEj4bFpXHxK+HRjWTaXHjvwqUXeWKAuNW2jeA2wMQXCttBANfL/7ZXjvwFqf7MnxVsNM8e+BtS1C5tvB6Wmn6b4w8OajqF3MvxD8ISCK0sbPU57q6l2ozeVBFJIVUsFwpI/Ua8/Y6/ZJi8V6Jpcf7L/7Piade6Nr95d2KfB7wAtpc3ljc6HHZXM9sugiCaazjvb1LWWSNpbdbq4WF0Ez5k8Vfsj/ALKnhjQ7vxD4d/Zp+Auh67o8thfaTrGk/CPwDp+p6ZfQ6jaGC8sL610GK5tLmFjujngkSRD0bqCAfXYOQD6jNLR+GKKAOLsz5Hj/AF6LgLf+GPD16B3Z7PUNdtJG/BJYAfqtcbOrR/C/XIoyBJoGs63IO5U6B4zuNQjB7A+VaoRjGARiu0ucQ+PtHkIwb/wrrttn+81hqmh3CL9Ql5M3PGCcVgW1n5+h/FLSQN5bWPEyxoRk51bRLLUVIB7effOV9TzQB6cwDoRk4YH5kLBsMCMqy4KsM5DDkHkYPNeb+D9M8b2t/eT65qso8P8AnXyaXpGqSWmq64YXljaxmu9VtIoEtTBGsym2NxrMs6SRvNeQyRtGex8P3ZvtA0K+PP2zSNMuiTyc3FlBMST6/OST2wfWuC8LQeEdK1CK0tLO+1jxHa3l7p194gi0LW50jummlW5+06vcwzWkIRcW9w6XrIXQqAFwigHq9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACDoPoP5UtIOg+g/lS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBxvif95q3ge2H8fieW469rLw9rsx+vOPoa7KuJ8QPu8WeAYen+n+Ibnj/pj4evIOeOObwZ/wAa7YH/AD/OgDnPGL+X4S8USZwE8O622emCNNuSP1rnJ0MF78LdPIAMMl1IyZ5AsfCF/Bkd8LJcoD/vD1Fa/j9seC/Eqk487Sbq29Mm6UWwH4mUD8ar6tGW8aeCEHIttP8AFdy2OgCW+j2gbHbm7AH1NAD/ABcDJd+CoB1k8ZWkhH+za6PrV2xx3wYF+hxXaVxniE7vE3gOLrjVdauSvbEPhvVId2P9lrpcdMEiuzoAKKKKACiiigAooooAK4vwp8+peOZsk7vFphyfS28P6DHgHPIVty47YI9a7SuK8FqTH4nmOf3/AI18RtknqLe6SyGPYC0246gZGe1AHa81xngJhL4fNyOl3rviq5A/2ZfE2rFR7/Iq4PpXZ1xXw6BHgvQXIOZ7aa6Oeubu8ubonjuTNn8c0AdrRRRQAUUUUAFFFFABXFeMQXuPBkQ/5a+NNNJGOq22nave/X5TbBuOmM9M12tcd4iYP4g8CW56HXdTuyP+vXwxrag/g9yn5470AN8dqJdHsbVjxeeKPCNvj+8D4l0uQr/3zET+GaZCDJ8Rr98HFp4M0qPPYNe63qzsPxFkn5VJ4y+ceFof+evjLQjj1+zG5vj+QtSeOeM0aWfM8b+LXPPkaR4TtVPp8+v3TD6/6QjfiKAOyridfy/i3wFD1CXfiG9PHAEGhT2o987r8EH8K7auM1Ieb458Kpj/AI9dE8VXh9i03h+zU9PSdx17gYPWgDs6zdW0mw1vTbzSNTtxc6ffxeRdQF5IxLFuDbd8TLIvzKDlGU981U17X7fw/BZyz2eo38l/fR6dZ2el2wu7ye5khuLnasTSQoESC1nlkkeVVVYz1JAOJ/wmsh/5kzxxxz/yB7X/AOWfP0oA+XE1rwzY/ET4tWurXFkt7cfEmGxtoZ/DXhPWZZLqTwJpOrrAk+v3trdIE0nTr/VLjYgsLOxtJry4uIk8xqXTviP8LdU8O+J/F1lq2nt4Y8F6MfEnirW7r4aeCdOsdC8NCwudUTxLetqVzaSt4dn02yvr+11u2im0u8tbO6ktLqUW8m340+MPxx+EuofHr4z3vh/4bftW+LPGOnQWvwV+I+q/DT4P6Z4o8Mafod54IP8Awlnw7kudT8e6VaNrV1Y+JtB8TRazb6VFd6Rq9hpEU1zq+jPeaXNxWsftD6p4w8D/ABu8GeMfhH+2pexfGH4LS/ByBdB/Zx0uw0Twvv0HxBoEvja30XW/jfqsf9rX9vrVvJe6DpUui6FEdKjSxiEl3cXRH8La1aT0tu1bT8RrdLpdXfbufod8NfG3w7+MmgSeKvhXdWvjrw3FfPpsmtaJ8MfBX2EX0dvbXb2yvfXNlJIRa3lpcLJFG8Lx3ETRyuCQPQj4blIIPhW9IIIIPwy+HmCCMEEf2pyCDgg8V+bf7LP7U1x+zx8MovhzrH7N/wC1741Wy1L7Tp2paD8AovDUMdmNK0zT/KvLfxn+0d8RNSnvZJdPkuZJbXV7HTY0nS3tNJtREzzfSH/DxqyOdv7HP7bR69fhX4HXP/fXxTFN6PTsn82k3+Ik7n1loOlasNe0eWTS/EOBrLalf3+p6ZoOjadZWVj4VvNCsLKzs9K1C5P3pIVRVic4ySY4o1ByvjTkeMv2bT1x8bnz/wAC+FHxQUfzx+PNfMX/AA8Ytz0/Y1/bXP1+Gfw/X/0L4rivLfiF+3HqPi7XvhJqemfsb/tjpB4F+JK+LdX+1+A/h3bySaV/whXjLw6yWSf8LTk+0Xf27xBYyeQzQqbdLhzKGRVZAfcPx1N1H42/ZtnsYIrq8h+MOo/Zra4uGs7eeST4U/EaNkmvFgumtlWAzSK62lyXeNYvLXzPMT3Xw5rH9v6FpWtfZms/7Ss4bo2jSrObdpB80PnKqLN5bAqJQiBwA2xc7R+S3xX/AG/dNl1r4MeLPEf7Lf7Vvgfwl4G+L2g6h4o8U+KfBfgG30rR7DxZpGvfDXTbq4XTfiVql9Ig8R+NdFFwsFpI8dn9pmVXeNY2/VL4foY/BfhyMkEppsaEjoSrOCQe4OOPbsKAG+JP+Rh8Af8AYf1T/wBRTXq7OuM8Sf8AIw+AP+w/qn/qKa9XZ0AFUNV1Sw0TTNR1nVryDTtK0mxu9T1PULpxFbWOn2FvJdXl5cSH5Y4La3ikmlduFjRielX6+e/2myLz4Z2vhWXP2L4g/EP4W/D3V8EqH0Hxd8QPD2l+ILZyCP3d/okl/p0inIZLwrg7qAOV8G+Crj48zad8Wfi/pst14Tu5I9W+Evwg1ePOgaBoLfvNG8beO9Fkza+IPiDrtqU1W2s9XS703wNY3drpum2aa/Hqmqz/AFYiJGixxoscaKqIiKFREUBVRFUBVVVACqoAAGAKFVUVURVRVAVVUAKqqMKqgAAAAAAAYA4FOoA5Dxt4B8GfEfRJfD3jjw3pfiTSZGEsdvqMG6azuk/1V/pd9E0WoaPqls2JLPVdKubPUrKZVmtLmGVFceP/AA/1jxP8OPHUXwU8da7qHirTNY0zUNd+Dvj3WX87Xda0rRjF/b/gHxje7U/tPxh4Ttri01HTtdKLceLPC8st5fK+s6Brd5efR9fPf7RsMdr4Y8DeMI9y6l4D+MXwq1vTZIjtlK614w07wLrVoGHzmLUfDni7WLGaMYWRZgTkoMAH0JXyF8Z4xN+zv8RYm8wxtp/x4lZI5JIxJJZ+F/idfWglEboJo4721tp/Il3wSPCgmjkQbT9e18k/F8Z/Z9+IPvY/Hlf++vCPxVXH0OcUAfA37OkjzfBj4ETSNukm/Z5+E8jtgDLv4Y0d34QBBlnJCqFVQdqgKAB7vXgX7NZJ+CHwBJGM/s6/CX9PC+jdxkd+ua99oAK4j4MEr/wUT8I88S/sWfE5SPeH45fDNh+Xmn6Z967jB9D+VcP8IMp/wUQ8AkqR537G/wAXowcYB8r40fCeTGe5AYn2/KgD9NvEL39j4l8P6xb6Lqmr2lvpev2FyNKWzknt572fRZrZpIry8s8xSLZXA3oz7GVQ6gOGrB8XarrXiDw7qWjab4M8Sx39+kENpJqEOkw2Ecwu4JFkvZYdZkmjtU2Fp2ijkl8sMIkaQqp9XooA8z17W/iBoOl3OqS2Xg65S3ls4jDHea3G7G9vraxQ7msnACNciQ8HcEKjBORs+Z8Qh/y6+DCPX7fra8f+C5v5/wAueG/aJ8Ran4U+D3izXtGtNPvtWs5vDEWm22ry3UGlyXuoeL9A022OoS2KSXiWcct2stx9mRpzEjLEN5FYzN+1Xk7Yv2e+CQu65+JGeemQLXGT3wfbPegDoPCGp+J/G2tW2uapp2kaJH4O1jxN4c1CyhvNQu76W+NnZxTohmsbS2+yicwTRTh5BPDHHLCNkoK9fofy+LfHVsynbM3hvUMHBVlutIawbAHqdKYMT1NfPHwP8U/Em1tPiHF4ytfBFxeaF8cr7wv4lvdAvPEbR3dxrFp4PnbUtNi1a3LQQwN4gghWxmkMUMNoY4ZNgjLfRUL+T8QNRiHS/wDCOk3GBgZfTdY1WFie5IXUYxknpx6UAHw/cv4N0BG+/Z2smnEn10q6n01vx/0TgdfxFcze+LtR0PVNVsNJ8IrNYW+q6hPf3z6vOks06W2k6pqE0Onx6bd7XuINVElojXcUdxNb3A2xZBPS+CR5VlrdkOF0/wAW+JoUGeVjuNVm1OJe3Hl36n0weODxkeIW8fy6rfx+Hp7Wx0+BIGgLaPDdTXsz6TqNx5hu7q+ihIXU7Sx0+ZFti8UF4kgkyu5AD0oHOfbH6jNLUFu0jwxvKhjleON5Yyc+XKyKXTIJHyNleCRxkEg5qegAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBB0H0H8qWkHQfQfypaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4vVl8zxv4OGM+Tpni2457YXQ7YEf+BJH0PHcV2lcfc/vPHujgdLfwrr0n/gRqugRj8/IPTrj0FdhQBxfxC+bwnqEXe4u9EtR15+1a7ptvjj2kPHenXBEnj/AEpc/NbeEtclx6C61bQo8/j9m/Sk8c4fTNLtjwLzxZ4RtycZ4HiHT7hs+xWAj8aavz/EWfn/AI9/BdsMen2zXLo8+mRZDHrg+lAC6v8AP428Gx9fK07xXdkf7sWj2oP/AJNsPxNdpXGXIEnxA0kZ/wCPXwjrsu33utW0GJSPQkW7j8K7OgAooooAKKKKACiiigBD2+v+f8/0rj/A3zaJPP8A8/fiHxXdfUTeJdVKnPfKgYrsa4v4dkt4O0aX/n5W9vB9L3Ury7U/iJgaAOrvJfJtLqb/AJ4288v/AH7iZuvbpWB4IjEPg7wsgGP+JBpT495bKGU/mXJq54nmNv4b8QXI4a30PVplPoYrC4cH/wAdp/hyIQeHtBgAwIdG0uIfSOxgQfyoA2aKKKACiiigAooooAK4nWiW8a+CI+TstvFVyQD08uz063Dke32ooD6vXbVxd4ol+IGh5P8Ax6eFPEcwHobnVPDkAOPUiNgD7EUAHik+Zq/gO2x/rPFMtyfpZeG9fl/9DZPypdA+bxT47k/uXugWuf8ArloFpc4x2x9tzj1JpNdy/i3wLFjiObxHeHjp5WjNaD9b+k8J/PqXjmcknf4vaJT14tfD+gwYHU4VldefcCgDta4p2Z/iLbr/AA23gq9b6G912xH4ZGn/AI49hXa1xtriXx/rDAZ+y+E9BgJ/utc6rr8xHsWWJDj0UGgBPFn/ACEPA3H/ADN8f/qP6/XZH+o/nx+tcb4s/wCQh4H/AOxvj/8AUf1+uz6/p+nNAH4q/DPI+Nv7cy5Ix+1rqbY7fP8AB/4TN/XP5Gvc8n1NeGfDbI+Of7dQ9P2sLo/99/Bj4Stn8ePryete5UALk+poyfekooAM0UUUAfMH7ZZI/Zz8Ytz8nin4OvnrjZ8aPh839P8A9VftV4EP/FIaB/14J/6HJX4p/tnnH7Nfjxs42a98Jnz/ALnxj8At/Sv2B0TxDe6T4b8DadpujnWb/W7O8WGJtQh02KGPT4XuZ5ZJ5oZgxIZEjjSMliSxIVTQBc+Jus2PhXS9N8b6pq/hzRdI8H6hPqeq33inVpNE0tLS70nUdJVRfR2d9Ibx7jUIFs7OK1mmv52S0to3uZoY38ah+PHxm8QRrd+AP2YvE/ibRXJaDXvEvjTRvhhbahCQGiudN0bxlpsHi2W1nUh4J9S8PaV50bK6x7CGOF4cbxP8ZPidrvxB1/wTa6t4O+E3ijUfBfwv8OXPiWzOkp418OySWPjj4lXtvJYy22pa3Zau1x4R8IXUikeH7TSdcv7KOK/1pp4vpT+2vG3fwLbYzwf+Eusvwx/xLvpigDwZv2ldY8O3EFn8YPhu3wMe6kjt7XXfiB4qtZvh5dXs7FILBPiX4c03V/CenX10w8uysvEl3oFzezMsFjFczssbcx8UPidpfxd8Ea74Q+HPjD4LeI/iHYXGj+LfBeh6R8VbW+1PUfFngTXdO8X6JY2VmNEhluxf3+hx6dLJbM8aRXMjPIqAsKmi+H9Q/aJ1nxN47+JXw40zxx8O7DX/ABJ4H+Gvw613xDpuoeCBYeF7+78M+JPHGueH7zTpdM8R+IvEPiGx1q20e61a1u4vD/hyx046PDaX+oapeXNPwl4VJv8AxZ+zT8Qvhfo3jfQPC+j6V4u+F0/iLxDYXOr2Pw01y4vNLtNCg11rE6tDrPw58QaXdaJp2v2t7b61HoNx4TuXvTqUct7MAfSfgf4g+IPiH4R8P+NfDOieGrnRfEemw6jaeb4n1GG6tZGzHe6ZqFu3hXfaarpF/Hc6Vq1lKFmstSs7q0nVJYXUdX9u8ff9C34Y/wDCr1D/AOZWvgv4Y6V8evhb8Qfif4Y8B6Xa+L5NA1TRfE+v+DPGvjS2tI/HnhTxtb6g+geM9F8TQ6Tcf2L8VbC80DWvDPjK8vbB/DXxCGlad4i1hNJ8UXmpa7e+6N+1Bq2m4tvFvwE+MnhHVFZo5bO58Lap4otGlThvsOveANN8XaDfxMeYpIdQVnXBeKMnbQB9AfbvH3/QueGP/Cr1D/5la+evi3q/jTxl44+FnwgsdF8Nvev4m0n4s+NYoPEl/PHpngT4d6nFqelf2jIfDSC0fxT48g0LStIUh3vIdN8QSxI0em3UkMj/ABv+NfjWKax+FH7PWv2U0sIWLxr8YdRXwF4P06SXAFz/AMI/PbHx/wCIfIQtKtjaaFpNtdsqwPrlgJDOm/4C8N658KLDW9d8QaLeeK/FnizVdMvviD8Q9R17Sv7Y169eaDSbCK00m1s0ttH8L+H4btrbw14U0+YWekWBmIlu9VvdR1K/APYvt3j0/wDMueGMev8Awleon/3Vh/n16VxWvfDzVPEHw/m8KajDptw+q6j4pfXLCLVLyztZdH8XxeJbDU7Cy1hNNmuobuPTvETrBenTcefFu8lQRXtFfDng79q3xP8AEjRtLl8MeD9F8Pa7rniLSvCtlYeNbvW4Lq1uD4S8Q+NtV8VS6BY6cNZ1TwrrelaDNp/w0/s0/bvGt/HfXQOnW1m0LAHg2gf8Ez4fDGk6LoOg/Hv9qnTNH8PaJp3hvRbC3/aQt44NN0HR7eO10zS7cRfBgMLazt4YoYQzu4SNd0jHJrb/AOHdd03+s/aH/auJ7k/tN3qdPaD4Sx9fUEH9K9O+IX7WnjDSvCP7P8Hw+8O/DXVviN8evFnjjwjY3vjXxlr/AIR+FXhq6+GPhvxf4k8YTarrU/hZvFQvbhPB15pOj6BJ4ettRg1G4uG1FxbaLeST/Xfwz8W3Hj34eeCvGl3baJZ3finwzo2uXVp4Z8Uaf428O29zqNjDc3EOheMNJji03xPpCTSOuna7Yww2+qWgivI4YRL5anfydn6tX+enVXQdvNXXpe35n57/APDuUHO74/8A7VD5GPm/aj8Sp+fkfDeHH1HT3r139n/9ivw98EPipcfFibxf8SvHPiX/AIQbUvAem6l8Svix4i+JV5pGjavrmka5qVlo6arouiWmlWl9eaLZXF75cVzLcT29uQ0KRsJPuOigAooooA+ev2qP+SGeLP8AsK+AP/VjeEq+ha+ev2qP+SGeLf8AsK+AP/VjeEq+haAPkTwVuTR/2obhfvWf7QGragpxkodN8MfDG+Lj3QQFh7jnivoa+CwePfDlwDj7f4c8S2BAH3vs95oN9EcjuF88qOuC1eH/AAyt/ten/tV2uNxuPjL46iUH++/w38Bqh+oYgj3Ar1+6uRLd/C/Vm+7eTTWrPz/zFvCt7dRjPX55rOLv1AoA0vDbGLxD48sf4U1vTdRQd9uo+HtLVzj+6Z7KbB/vBu4NdpXGWRW38e69AODf+GvD1/0+81pf65YyYPU7Ea3zyfvrXZ0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACDoPoP5UtIOg+g/lS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBxW4t8RSvOIPBQY+gN1rpA/E/Yz/3z35x2tcVaAv8AELW5ByIfCPh2InsGm1bxHLgfVYwf6V2tAHF+MgXfwhAASJvGmjk49LS31DUOc9gbMHjnjNLp373x34nlPW28P+FbNfpJdeI7pj7HLoPcAUeJiX13wFb9Q3iO9uSPa18Ma8QfXhpV6fjTdD+fxd46kOfkl8N2YOevk6P9r47A5vzx+PQjIAqfvPiHcnta+DbJce99rd8T+Y09fyrtK4rTT53jzxTJkj7L4e8KWYHQAyXPiK7bj1AlQg++O1drQAUUUUAFFFFABRRRQBBcyCG3nmPSKGWQ+wSNmP8AKuZ8AxGHwT4UQ9ToGlyn6z2kU/8A7UrV8QzfZ9A1yfp5Gj6nNn08uynf/wBlpnhqLyPDmgQYx5OiaVFj/rnYwJ/SgDP8dyGPwX4qK/ebQNViXH96ezmhX8zIBXS28Qgt4IVGFhhiiA9BGioB+AFcl8QmI8H6yo6zLZWw9/tWpWdtj8fNwcc88c4rs6ACiiigAooooAKKKKACuMCl/iEzdoPBiL9PtetyH9fsX6V2dcbYt53j3xEw6Wfhrwxakf7U9/4lujj/AIDszn2oAXUP3njjwvH2g0HxVc/ibnw5aj/0aw/lSeDFPl+JZf8Anv4y8RsT6+RdrZj8vsu3jj5aZI2/4i2idrfwVqDd+PtmuaaB+J+wn34+tP8AAp8zQpbgHP2rxF4tuc+qyeKNXCe2SirzQB2VcVoreZ418bPjiK18KWue+5LTUrph9MXiHHTJzyena1xvhxQ/iDx5cj+LXtMtM/8AXp4X0NivpgSXL8diTmgBPFn/ACEPA/8A2N8f/qP6/XZ1xniz/kIeB/8Asb4//Uf1+uzoA/Fb4c8fHn9u1fT9qrd9PM+CXwkb/wCv0/Gvca8P+Hox8f8A9vAc8ftS2bD6P8DPhK39PpXuFABRRRQAUUUUAfLn7aX/ACbN8RT/AHNT+F8n/fHxd8BnvX66+Huvwi/7BviT/wBNsdfkV+2pn/hmH4m4xxcfDlufRfiv4Gb+ma/XTw9n/i0XqdM8Rn89MjP9aAMH9mWRYPhxqnh+XA1bwl8UPi94e1+PJLrqq/EnxLq6zOSdzf2hper6bqsLtzNa30Ewysik/QtfNnjHRfFvwt8ear8WvAXh/UPGXhbxhFp0Xxd+HuiqkniR77RrVLDSfiR4FsppYoNU1210iOHRPFXhdZLe78S6PYaPdaTJJrWjLp+td34X+OXwg8ZW7y6F8RfCk00W5L3Sr/VbfQ/EOlTJxJb6z4b1ttP1/RrqJsrLa6pp1pPGwKvGCpyAee/BLWLXwFrvir4A+IJY9N17RvEni7xj8PFuW8pfGvw38X+IdR8Vwahos0pVNRv/AAnqmtal4Z8TWNvuutMOn6dqVzEljrNhNLa1LULFP2nlvpbq2s7DwV+z5rN14q1S6njt7DTIPFPjvSp9CTU7yVkt7RDb+DPEt8puJIxHbW0s5xEd9c58YPiD8EPHtpH4Dt9B0/8AaB8cRXIu/D/gnwHexX+r6HrAzDb6zf8AjrSbqK1+FNtbGTbd+KL7XNGvLe1aVNPj1K5dLC4xfhb+xv4J0S1uNe+K8+vfE/x34k1S18R+KoPFXjrxv4t8DW+oWAaLw74f0zw54k1e4sda0DwPphj0Xw9deKrHUtRuRFcazdCK/wBRmSIA7z4K3Mnj3xp8TfjfbxzReE/GUXhPwZ8N5bmB7aXXPBngMa7cP4xhikCyjS/FPiTxRrcmgPNHHJe6Bp+masiC31ODP0jTFREVURFREVVRUAVUVRtVVVcBVUAAKAFA4Ap9ABXF/EL/AJFPUP8Ar60X/wBPumVP408deEfh3oc3iTxt4h03w3osU8FqL3UpvL+0XtyWFpp1hbRrJd6nqd4ystnpmnwXN/eOGS2t5GGK8A8XftIfC6/0RtO1C78WeERqupaDZ6Pqnj/4eeO/Afh/VbqfXtNFvDaeIfFXh7SdGSW5battDd3trLOzosasWxQB638cPF+r/D74K/F/x9oAtW17wR8LviB4v0QX0LXFkdX8NeE9W1nTReQK8TT2pvLKEXEKyRtJFvQOhbcPxj8MWX7V/wAT/hv4C8Ra98c/gGYPFPw/8Cawukf8MeeGZYdIs7vTbXxTpmjWF2nxIt7mKy8P6lqtzNpBtja/ZLl57u2SCW5m3frx+1EN/wCzN+0Un974FfFxf++vAHiAc/nX5z/Adt3wK+CDevwc+F5/PwPoVAHmfiT4W/tGeMvBNn8NfFvxo/Z38SfDvTrqO+0/wLrP7E3gbUPClhewy3E8d9Y6JcfEF7GzvVnu7ub7VbxRzu95eeY7rdXAl9D065/bi0fT7HSNI/a3+G2k6Vpdpbafpml6X+yV4VsdP07TrOFLezsbCyg+IyW1paWlvHHBbWsEccMEKJFGqogA9eooA8sOsft4nH/GZXgoeu39lTwp/wCzfEU/5/CkOrft4H/m8/wip/2f2U/B3t/e+IJ6f59a9UooA8r/ALU/bu7/ALaPhf8A4D+yp4IHP/AvHjUf2j+3Xx/xmr4e98fsq+AR+WfGjdP19q9UooA8C8a+Hf2zfH/hrUfCfiP9tWxbSNTfT5bj+zv2Yvh3ZXsc2lapZaxYy29y/ie6WN4b/T7WU74ZkdUaN0KucdUL79uYnB/bZ0sZwOP2W/ht14GefErdepHr04OB6nRQB0H/AATy8Q/EDxN4c/ak0r4oeLbPx74o8N/tTeN/DN34utfC2neDRrlqvw7+GN1BcTeHdJubvTrCZI737Owtp5BKkSyyMZHbH1raSPL4F+Gd65w+m6z4SglP90rI3h2YMfUfaWRs/wAXWvj/AP4J2H/TP21E/u/tj+K2wev7z4TfB9znnvmvr2c/ZvhrqaoPm8P+Jr9iAPuronj5rvPHTFvCCf8AZJ7ZoA7K7At/H+iTkY/tHwxr1jnI+Z7HUdFvIlHPURzXTD2J9DXaVxfiJTD4j8CXucINY1bTX9xqPh7Up0B+s+nxceuPSu0/+v8A5/woAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEHQfQfypaQdB9B/KloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDjtJ+bxn4xk67LHwrbfTy4dXuMf8Ak2Dj3Brsa4zQMt4p8eSdl1DQbYf9s/DtjOR+Bujx65rs6AOX8Q6JqWpXWi6jpOo2lhfaLcXs0Qv9Pk1G0uFvrGWykWSOG+0+aN41kLxyJMf4kaNg2QnhzR9U02TXL3WbywvNQ1rUob2RtNtLi0tIYbbTLDTIIUiubu7mZ9lkZXYzY3ylVUBeepz/AJ/z3o+v8qAODmsPFWneIdb1bSLLQ9StNYi0pfKvtTvdNvLdtOt5YChMWmahBJG7StIjgo43FGU7QTOdX8cR8P4M02fnk2fiyNuPULeaLZ89eM/jXa0UAcaPEHiVBmbwJqvHX7LrPhuf8hLqlq59vl+uKQ+Lb2Ncz+CvF6HuIrbRrrH422tyE/gDXZ0UAcSPHFuDibw341hx1LeFtTnUf8Cs47lD9VYj3qU+O/DyD9+2s2p7rdeGPEtvj6tJpIT8QxHvXY0UAcYPiF4MyA+vW0JJxi5iu7Xn3+028WPxxzx1qxF468FzELH4r8PbjyFfV7GJvX7ssyN07Y/KurqrLY2U4Ins7WYHqJbeKQH6h0OfxoA4jxj4l0GXwf4p+y63pFy7eHtXjRbfUrKZmeWxmiQKsczMxLSAAAEkkAAkiu4soxDZ2kKjCxW0EQHoI4kQD8AKzX8NeHJCrSeH9EdkZWQvpVgxVlIZWUmAlWVgCpGCCARyK26AOL8elm0KC3UZa88ReE7QDuRL4l0osAD1+RWyBzjOK7PPsev+f8/hWbq2j6drlmbDVbVbu0aWCfymeWIrPaypcW80csMkU0U0M0aSRSRSI6sAQa58eBdFUEW9x4jsh/dtPFniSJfwH9qN0HTgen0AOzoriT4KVWzB4q8awY6KPEMt0v4/2hBeE/8AAifWpP8AhGNWT/UeOfFCcj/XxeG7odOmZNAVyM9cnJ9e9AHZUVxbaF4uU5g8dSkD+G78N6NOD/vfZhYsffDLQun+PYuV8T+Hbo9luvCt3EDz3e18SKenoo9cdqAO0orjSPiEnSTwbcj3h1uy/lPf9fxx70hu/iBEAW0TwpdHnPkeIdUtieeMCfw9IBx1+c/WgDsznsM/pXE6GC3jLxzKeir4Xsx9YdMubs/+l9L/AG140Q4k8EW8mMfNa+KrORT64+1afZtx7r+NTeF7XVBd+JNV1XTW0mbWNVtpbeze7tb2VbWz0fT7BJJJbN5IB5k0Fw0ce8usYUyBWOAAMt8P8QdUbr9n8IaJF/um41jXZGHsWWCMn1wPSmfDoEeDNEc8m4S8vM4xn7dqN5eZ+p8/J+tZl3e6loninxDfnw3r2q2+o6RoUNhdaRBY3UQew/tdri3lWW/tp4pRNdxkfuTGysrK/DAdJ4PsbjTPCvh6wu4mhu7bSLGO6hcqXhuPs6NPExQshaOVmQ7WZcrwxHJAOkrjPB7eZN4wm5Pm+M9UUk9f9FstMscfQfZcAegrs64rwL82matcY5uvF3i6Ynnnb4gv7dfphIFUdsKMdqAHeLP+Qh4H/wCxvj/9R/X67OuM8Wf8hDwP/wBjfH/6j+v12dAH4teAuP2hP28F6Y/ad0lvqH+BHwnx/LNe214p4HyP2i/28VxwP2lfD7f99/AT4Ut/h27817XQAUUUUAFFFFAHy7+2n/ya/wDFM/3R4Df/AL4+J/gph+or9dPD3/NIP+wX4i/9NcVfkb+2kpb9l74sADJ+z+CzjoPl+JPg1uW6AcYJJAwT3wR9v+DD48+OT/D7VLbxfr3ww+E8a+LdG8Hr4Pj0228fePI9GgbTtQ8X6j4j1Sz1NfC3hjUb+2uF8M6No+nprOpaZHb67f61bRX1tp0AB98Hn/P5VxviL4cfD3xfcJd+LfAfgzxRdxqEjuvEXhbRNauERfuqk2p2V1IirxhVYAY4Hp4V4g8L/FP4L6bceNPBPj3xn8VfDegxTan4u+GnxFudN1/XdV0G1Xz9Uu/AHi+2sNM1mx8UafZRzXdhoeuy61o3iCWP+yUOjXFzDqMP0joGu6V4o0LRfEuh3cd/oviHStP1vR76MMI7zTNUtIb6xukVwrhZ7WeKUK6q6hsMoYEAAbofhzw/4Zsl03w3oej+H9OVi66foel2Wk2Ic8FhaWEEEAYjAJCZIAHTitmiigAprOqAsxCqASzEgBQBksxOAFAySTwAOadXz3+0HLda5p/gP4TWd5c2A+Mnji38JeILqymktr1PAelaLrHi/wAd21rcxESW0uueH/D8/hY3EZEtvFr8lxC6TRRuAD5x8O+OPF/x4+PHxG8ZfCjwx4V8WeG/hNe6b8OPAHxD+IWrXlv4B0XU7jQdN8ReOvEHgjwzpNnda74r1/WbnWbHQv8AhLYZtA0V9A0OO10DxDe2+oaqlx6n8TtO/aNPgjW7TxHpnwF+K3h3UEsLPXPBY0zxV4In1iwutVsIbnTINR13V/HGhXIu43e3EWsWFjZS7/8ASL23j3MOp8QeE/FXwo8aS/EL4W+E18U+Dtd0LQPD3xA+F+hSaXpOsWkfhG0bTfDHjD4exahNp+i3GoaZoLL4d1jwpdX+lRato+naDJpN5Df6QLDU+b8ffHbVtd8KX2meBPgx8WdT8T3E2kpbxeN/CGo/DnwjpN5/bWnGObxT4p8RLbxJpkEgV7seFrbxJqdxCGXT7Od5ElUA8R8P+PLfxF+yh+2V8NJP7fsNV+Cfhf4z+Ax4Y8ZvG3jbw14Xv/hZP4o8H6XrjrqGpjU7TTNL1yTw/wCH/Elvf31j4k0XQrTUbbULuRrh18U/Z/Jb4BfAlj/F8F/hYfz8C6DXrX7S/wAMJvgv+z/4r+KVxqi6v46u/DnxP0X42eI7S2/s+38baT8aNF1fTNSgez3vImk+DPGF94VvPA9rcTTy6Hoejz6YkuNU1KSfyH9nrcP2ffgMGGGHwW+FgIHqPA+hg/qKAPX6KKKACiiigAooooAKPrRSHP6j+fNAGn/wTuP/ABN/23V7L+2Drje3z/Br4NPnHbP9M19lyW3m+GPi1puSTHqfieWNe4+3aHZaugA4wGnu3x+JBzXxj/wTyO3xD+3GnHy/tc3zdOP3nwT+DbdPxx/Ovu3T4BP4k+IemupCXsOhXOT90rf6LNpjkD66Y249z9KAIPE115+heENZB+WHxH4Pv3cc7YtRuoNPkbvwY9TZSf7rGvQ68juJDP8AByyuMkPZeGdDvHbOSJNDNhdSEn1ElixPoQeletgggEcg8g9cg85oAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBB0H0H8qWkHQfQfypaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4vwrl9W8eTHOG8Vxwgn0tvDegR4B9jke1doa4rwZyfFshOTJ411zJx/zxWztVH4LAq/hXa0AcPq2o+IpPE0GhaDPo9okehSavdS6pYXd8ZXbUEsoIIxbahYmBNqTys581nYIoCjcTp+EtXvda0G31HUEtFu2utUtZTYCZbST+ztVvdNWeFLh5Zo1nW1ExjkkkaMuV3vgE0rcF/H+qv8A8+/hLQ4umQGuNX12VsH/AGlhTj/Zzio/h4uPBuiPz+/ju7vPf/TNRu7vJ/3vOyR7UAJ4l8XS6Tp0mp6LZ2Ov2+n6qdN8QOuq/Z10BI1/0m6vRbWWpTsLF3tzf24hSa1tZjeuDBC9OXXPF5jSRPB9ldJIiyJJZeK7SWORHAZHie4061Do6kMjZCspyDXG6Rpd7Z22o+L/AA9b/ab+58ReKzr2jJtVPE+lx+ItTjRAHKwjXdPgTGkXUm1Z4t2lXbi3miltNLQtVsvDiWU1lc/afh7rkqrpF2d4/wCER1KebyTol8kgElro893utrQTqj6DqYfR7tYbaS0FqAdB/wAJJ4kT/XeANaJHX7Lq3hq4X/gJfV7dj+KqenFO/wCEvuk4n8GeMYiOu2x0u6UH2az1i4LD3C/rxXZ5ooA40eNbQZ87QPGMGOpbwprEwHqS1pb3C4HcgkemaYfiB4aTPnyaxa4OD9q8MeJYAPcs+khQPcsB3zXa0UAcWvxE8FsQD4gs4ic/8fCXNsBj+8biCIL9GINXY/G3g6X7nirw6fY61p6N/wB8vcK3p2rpjjocYPHPeuD17UVvLyTw54dsNO1HXNkbahd3lpHcaV4bt5gDHdargAz30qEvp2iRSJdXmBNO9pYhrmgDr7HUtP1JGk0+/sr+NCA72V1BdohYblDvBJIoLL8ygkEjkZHNXq8T0m/tPDd7p+leD9Otb+z1PxXb2Hi/xdeIsB1bVZra7+0x6b9hihh1C/sxZLFM8Sw6No9tENNtVkuI3t7X2sZxQAtFcZ4q8Wr4au9Fhn024vbDUf7Tk1W8tZP3ujabp1tHJPqjWqqZru2hluIBdrbMJ7a2aW8RJhAyHidL0Kz0rUINE1LXPE8tlq7SXHhPxJB4w8QGLVIplN1/Y1841KS1/ta1hzJYXCKsetaYvmxD7Xa3auAe00VxR8GnjyfFnjSDHTGtrcH6EX1nd5x/tZz1OepUeF9bj/1Hj3xMCOgubXw1dL1z8wfQUZvT7woA7SiuMGieME+543En/X34a0yUH3/0SexP6j6ClNj49j/1fiPw3c+n2nwvfQk+xa38SkfiE98dqAOyoriv+LjIeG8FXI9dmu2J/LfqH8/zp/23x7FjzNB8MXfq1t4k1G25/wBy48PSdf8AfoA7KivOV8Za6niDTfD114TU3V8wkuW0vxFZ6idK0wbg+sajDJaWMkFj5gEEG4C4vLg+VaQzGOby/RQcg45wSOueRwcnnkHtzjv6UALRXAXnxB0+yOqu2i+Jrmx0a+msNQ1S006CWwintTEt0yt9tS5kit2mVZGS1OSknlrJsJrv6AEIyR7HP+Fcb8Psnwnp8h5Nxc6zdk4+8bzXNRutx9yJc59/pXYSMI0aRukaszf7qgk/yz+Fcn4AQp4K8L5HMmi2M5783EKzn8zITQBH4s/5CHgf/sb4/wD1H9frsiM9enp6/WuP8X2erT/8I7e6Rp41SfR/EEWozWX2yCxeW2OmanYu0U9yPJ3xyXkblHKl0DhWDYzB/b3jH/oQpz9fEuhj+TUAfGPjj/gn3o/if4ofE34o+Fv2j/2jfhRd/FrxDpfivxb4Z+H+ufD2LwzJ4h0zwxo3hFNRsoPEvw58RalbPcaRoOnpPEdTkh85JJI0j37Rhj/gndqP8X7bH7Yx9dvif4RoP/Hfg7xX3X/b3jH/AKEOQf8AczaN/wDXo/t3xl/0Ib/j4n0f+kZoA+Fx/wAE7ZyMP+2l+2Y3+74z+FKflt+D3Hanf8O68/e/bP8A20yfbx98L0/9B+Dwr7m/t3xmf+ZEI/7mjSf/AIyf5UDXPGf/AEIo/HxRpf8AS3oA+G/+HdNuc7/2yP21mz1x8SfhwmfT7nwiHT2p4/4J06fjDftg/trt06fFLwEnTP8Ac+E619w/2540/wChEj/HxVpv9LQ0f2541/6EWL/wqtP/APkOgD4B8Tf8EwPAnjTQr/wx4x/ae/bG8U+GtWFqur+H9a+K3hWXSdWisr621O3ttRhsfhvY3UlqL6ytZpEgu7aV/KCrPGTur1/9l7xDYXnw4+CHhaV0s/Efwq0rXPhr420i5Kw3uj694Z0WDToZbqFyGWz8SadbWviXQrwboNU0bUrW8t5ZFaTb9PHW/G3bwNBxz/yNliM+3Gnn+deVav8As4eB/Gun+FtU8T2N/oXxC0HQ7bSU8a+C9bu9E8RW9uiuTplxqNsq2niDTbUySJa2niDTdTsrcvLJaW0BnlLAHpvxH+Inhr4b+Ctd8aa9dwNYaTastvZRSJLea5rN3/o2i+G9KtlLPfa14g1GS30vSrCFJJ7u8uYoo0ILEYPwN8P3fgX4O/DTwjr89pDrmgeDNB0/WLZLqGSOy1NLCJ77TopEkZJIdOuZJLKB1Ox4oEdPlIA5Hwx+y58KdB1+y8Wa1Z6z8R/FOleaNF1z4kaoviV9BMq7ZJtB0ZbWw8M6PespMf8Aamn6Hb6sIy0QvhFJIrexf8IP4M/6FTw9/wCCewP/ALQyaAOh+22f/P1bf9/4v/iqPttn/wA/Vt/3/i/+Krn/APhB/Bn/AEKvh7/wUWH/AMYpP+EI8GHgeFfD3/gosP8A4xQB0P22z/5+rb/v/F/8VXzv8ftQsvDVz8J/ixNcQ/2R8L/iLDdeLJ1ljddN8G+NdB1nwDrWuThWLLZeH7rxFpWuapMFK2ukafqF2+I4GI9o/wCEH8G/9Cr4e/8ABPYf/GKrXfw98CX1tc2N54M8L3lle21xZ3tpdaFp09rdWl1E0Fza3MEts0Vxb3ELvDPDIrxyRuyOpUkEA6gXtmQD9qtcEKwxPEQQQGUg7uQQQVI4IIIrjfiBdWr+FL9VuYGJu9EACzRkknXdMwAA2ST0AHJ+tfPVp8H/ABp8Hx/Zfw78K+Cfi18NLfcuh+CfGN3D4e8f+DLU4MWh+HfHF1purab4q8NWALR6RpniyLTtX0mzWKw/4SjUbWC2it9Frn4qak8dv4a/Zb8I+E9T3I8HiL4h+NPBUmiaVcxMHivBp3gOPxRrmqtbuokitozorTSBP+JhaEGVADjf29ruLX/glr/wltGE2sePtB8VazfWsatJLY+B/hvoF5418Ua5cqoJishc6XofhyGVgol1fxLpdpGWaY7fzg+AP7Sf7PFl8BPgdaan8fPgvYajafB74a22oWF58TvBlreWN7b+DtHhurS7tZ9Zjmtrm2nSSGe3mRJoZUaORFdSB+z/AMO/hR/wjF3rvizxprrfEH4l+L7SHT/E/iu+06Gw0+DQ7ZppLPwb4R8PiW7g8N+CrCS4nmXShc399q9/PPq3iHU9W1GRZofMPiv4V+Evw8/4Qmy8Pfs0fDLxz4j8feLJfCuj6ND4a+HvhqFJrfw14h8V3t9e6vq2iyW8cMOn+HbtEiSKSe4upoY0ADM6gHwN/wANP/s0Dr+0R8Dh/wB1V8Ef01s00/tRfsyjOf2ivgaAO/8AwtXwR/8ALrP519eR6bOwjK/sGfCweYmlOgXxN8Gicau7x2ox/wAI6OcoSwGSyYaISDOA288aBz+wh8NlHlvJ+78S/BU4VNRXTGwToqrj7QwIYHYUON3mfJQB8gH9qb9mJev7RvwLHOP+Sq+Cv/lzTP8Ahqr9l7v+0f8AAvPp/wALV8Ff/Ln+lfZTxXMXmZ/YT+H/AO6GqFtniP4K9NI2facbtNQ5+cFFOCMEy+WMEziK8Enk/wDDCvgcN9pjtfl8R/BHb5kmntqYOWtUGz7MM7jjcx+UMoLUAfFp/as/ZcHX9pL4E/8Ah1fBf/y3ph/aw/ZZHX9pL4F/+HS8Hf8Ay2r7Uje6YRlf2FvCAEq6S67fEHwO6aw7x2mRsU5DRneACccpvFBvrpIzL/wwz4a2rBPcnZr/AMC87Le+GnvjMyjPnkYOQpXoxcbaAPin/hrL9lj/AKOS+Bn4fFDwgf5apTT+1p+yuP8Am5L4G8df+Lm+E/y/5CY59etfZPiHxWvhTQtf8Sax+w/o8OkeGdI8R67q81vrXwLuJodN8KWzXusSwW63qyTyxWyPJDAu2SZlCAKSDX0xpHgz4Oarpmm6rbeBPh1HBqdhZajAknhjwssqQ31tHdRLIEsyA4SVQwBI3A7SQRQB8If8EzPFXhnxreftqeKPBviHRvFfhfV/2rpp9I8ReHtQt9W0TVIo/gn8ILeeTT9Ts3ltLxIbmGaCVoJXEc0UkbEOjKP0VhfyfiDfwgYW/wDB+lz8d30zWNVhJb1OzU4wD6DHpWro9h4Y0G1NhoFloOi2Rlec2ej22n6damZwokmNvZJDCZXCqHk2bmCqCTgVi3ksKePfDk0c0b/bvDviWwdUdGyba70G+iJKkn5V8/Hpk9M8gGPolo158N9Z0fHzpF420QhgeGi1PWrOIY7KE2bRxgYA7V23hu5N74d0G8JJN1o2mXDEnJ3TWUEjZPc5Y5PrWL4QXafFdo+GWDxjreV7Bb+O01TaR/tf2gWPHJbPTqvw9d28G6FHJnfZ28+mvnqG0q8udNYH0INqQR26dqAOzooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQdB9B/KlpB0H0H8qWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOO8EYbTdVnH/Lz4s8Wy59dniHULcfT5YAPoBXY1xXw+YyeFraUjmfVPEtwT6+f4m1eVT+KuDXa0AcJYz7fFnjqY8LZ6R4Zhzn7pjtdavHX2IW4Rjg/wAQNaPgaPyvBvhdPXQdLk+vnWkUufx35rmnkaCX4vX6f8sYoURuMb7LwXZ3BX/gLXAJz611/h1RZ+FdCU8La+H9MU+wg06AH8gtAGV8PcyeEdMlbObibV7nI/iF3rOoXAbI/vCQNWbr2mDQptS1q2sRqXh3WFdfGvh1YftKTxSRiGbxFp9ntYSXkdthNbsYk/4mtkguI1fUbVUvNjwBEYfBPhZWGGfQ9PuD9bq3S5J/Hzc/jXXEZ/zj9f8AP5UAedeH9UOhzadot1ff2l4f1dI28FeI2m+0JcRSRGaHw/qF5lhJfRQDfo19IT/a9ihhdm1G1ka79GrzG90O107U4vDckCXXhHxnPfKulbmik0DXLe2n1iS80iSPa1tY3ZtJbsRQvHLpWtJFe2DIl1KkGwPDfiaJEjt/H2sFY1CKb3R/Dl3IVUAL5sq6ZbSSvgDe5YO7ZZjuJNAHbUVxa6P41j+741sph/09eFLdm/O11a0H/jlVrzRvFd1A9rq/iywh0lgzalPpGjT6TqslnGpea3h1B9XvI7COZMrcXUEH2uOEP9kmt5mW4jADUdcv9burvRfDFwtrb2bSReIPFrKj2ej+WP3+naSZQYL/AF5EyZ3cPYaKD5l9510E098LStPi16yGk+HftGleBUmlfUNaWaYax42upGJvDa37n7WNNvJQx1LxE7m+1jDQaU8VmRfyT6XpUfiuzsoEsRovw7tY0/snQUjNvN4ngXDw3uqxDa1roEpInttJfF1q+43esbbeT7DL6iiLGqoiqqIAqIg2oiqAFVVHCqoGAo4AHGBwADhdctLW0v8A4faTY20VrZweIZXt7a3jSGC3h07w3rbRxRRIqoiJlQqqAOK7wfn/AJ5riddJbxf4EhHRZPEt6RngGHR/sgP0zqGOnVs121AHGX487x34djJyIPDfie4KEA48y98O227v1DsuDxjqK5nVtIsfD0c+k6lGz/D7WLhPKdHaKTwPq806y2s9vcIQ9lokt95c1jdxlP8AhHdU2AMmmzp9g6M5k+IwGTi28Ev26G+11MnPYn+zxj1wfSuwuIIrqCa2uIYp4LiKSCeCeNZYZoZVMcsUsbgrJHIjMjowKspKsCCaAOR0HV761vG8LeIZVfWbeF7jTdTKLFB4o0qIhft0KoFji1WzDRR63p6ACKV4721X7DdxCHtK8hvtJ/sxrPwtql1cw6PNdxyeA/FKuZL/AMMaxGGFpol1dTbs7VL2+jT3TNHqtg83h/UDJM0P2/otO8Z2Vl5mmeMbzTfD/iCxKxXK3V1HZ6dqkJ/1GsaLPdyIs2n3igkweY1xp1ys9jdjfAk0wB3lFYMXirwxMcQ+I9BmJ6CLWNPkJPoAtwea1I76ymwIru1lLDKiO4hcsP8AZ2uc/hQBaJ4ri9X1++ur6Xw54WWG41pFQ6lqU6NLpXhm3mAZZr7aV+2arKh36focTpLMuLm+ktLICSWlqWuXeuzXml+Gr1LDT9PaWPxH4xcwm10ryVJutO0Vpgba71iNN32y8kEmm6IoLXP2i+As0yNI0tPEFlFpmixXOjfD6Mu0tyHuIdZ8bSSsWuJjdSEX0WjXzlpLzVJpBqniDcTFJBp0hnvQCHSLVr/7XpHhG7u49NlumbxX8QJZEm1XXr9D5V1aaJdbdk90m0202rRINM0OJRY6NC9zERYdH8NLa3tPBmlw2sZitxc608MZkllKxya5qTpmWZ5JpGKsGaSWR5HYl2dixNdnBb29lbxW9rDDbWtrCsUFvBGkMMEMS7UiiijVY440RQqKoCqoxjAGOU+HaFPBHhndnMulQXJJ6n7Xuuc/j52aAOGu8v8AD/xjKASdS8aazGoH8Ym8Zx6Yij6rGqkduR0Fe2V4zFtuPh/pKNz/AGn45smOM/N9r+JBus/98c+mBnpXs1AGRr8/2bQ9auM4+z6TqU+fTybOZ+PfiuZ8LeJPDFr4Y8OWzeI9AVrfQtIhZTq+nAhotPt0YEfaODlTmtXxvN5Hg7xTJxx4e1gDPq9hOi8d+W6dzgVYsfDmiQWVnA2jaUxhtLeEk6dZ5JihRMn9z/s0AWLbxDoN7PHa2WuaPd3Mu7y7e21Oynnk2KXfy4opnkfagLNtU7VBJ4yRsV574k0rTLTVPA01pp1hay/8Jci+bb2dvDLtOga/lRJFGjhWx8y5w3GQcCvQqAMi68QaDYzva3ut6RZ3MYUvb3WpWdvOgdQ6F4ZpkkUOpDLlRuUhhkGq/wDwlfhf/oZNA/8ABxp3/wAkVz3h/TNMvNY8dTXWnWNzKPFka+bc2dvPIVTwx4bAXzJI2fapyVXdhcnA5Oeq/sHQv+gLpP8A4LrP/wCM0AVv+Er8L/8AQyaB/wCDjTv/AJIo/wCEr8L/APQyaB/4ONO/+SKs/wBg6F/0BdJ/8F1n/wDGaP7B0L/oC6T/AOC6z/8AjNAFb/hK/C//AEMmgf8Ag407/wCSKP8AhK/C/wD0Mmgf+DjTv/kirP8AYOhf9AXSf/BdZ/8Axmj+wdC/6Auk/wDgus//AIzQBWPivwv/ANDLoA+usad/8k1twzQ3EUc9vLHPBMiyQzQussUsbgMkkciFkdGUgqykqwIIJFZv9g6J20XSf/BdaD9fJ9fasD4cgL4G8LqqhVXSbdVVQFVVXcqhVAAUAAAAAADgACgDta+btQ8c/ET4oeJ/EHhP4OXmkeFPCnhHU7jw94t+L2uaV/wkT3HimyK/2p4V+HPhlrqzsNUvNBkIsfEfirXbmXRNK1b7Rolno2u6hY6l/Z3vXiC4vrTQdbutLi8/U7XSNSuNOh27vNv4bKaS0i24O7zJ1jTb3zjBryX9mq1sLT4AfBz+zirx33w88M61ezry11rXiDTIdc8Q3twerXl9r+oajeXrtmSS8nndzvLkgFAfBzx0+HuP2kvjK07cym3074SW1uz/AMRhtk+GMqwRk/djEj7RxuPUuHwc8dDp+0l8Zf8AgVh8Im/n8L69+r5Z/a6+NHj/AOCPw58J6v8AC/Q/B2veOvHfxk+Enwg8PweP7zWrHwjp958UPGNh4WGs61L4dguNZe10tLxrowWMRmmZQg44IB1H/CnvH4+7+0p8X/o2kfCBv5/DEU7/AIVF8Qxjb+0n8WP+BaD8H2zz7/DQfSvETP8A8FMx0039hVvrrfx/X6f8y++P1o+0f8FMf+gT+wq3r/xUPx+X/wB1hvegDqNV8Xal8Cvix4D074l/Hq/1TwJ408IfEKW5m+I9n4A8P2Fr4j8N3vghtFTTNY0Dw14bZL24sdZ1sy2F1cTpcwQedFEHtiw9RH7S/wCzy3T42fDD8fGugj8fmvh6cH2wDxXzRceIf+Cikjy29xof7DV2bWZ4ZAuo/tF3cUVxGP3iB08DTRF1zhtjkjlTyCKz01//AIKCTPcRp4V/YWla2lEM6/av2jFMcrRpMEbPw6bkxSI/GRhutAH1YP2k/wBnw9PjZ8Lvx8ceHR/PUBXg/wAXfj38D9R+IH7N89j8YPhrcwad8VfEF3fzQ+NPD8kNja/8Kf8AiTarc3sqX7R20DXV1bWySzmNGubiCBSZJFU8b/a3/BQU53eCf2FW/wC379ogfgc/DRv89qik1D9vyVSs3w//AGEZVzkq99+0Iy8dCQ/wuIyD/wDrzQB7rafHn4HBbLPxj+F3yw+AM58eeGAVNvLcecDnUuDFx5mcbAw37cjNU/HX4JNbMo+MPwuOLGUDPj3wvnLeMvOxg6p1EKeaFxkp8wG3mvCWl/buI+b4X/sESc9DffHsfnu+E57d/WomP7c5zu+Ev7AbH/a1L46jP/fXwhNAH0Pc/HL4Jub0p8YvhaQw8eAEeP8AwpybhLbyNudW580qfLIOHx8uauL8cPgo19uHxh+FpX+1beUn/hP/AApjZH4LkgLn/ia4Kic+V/10O3INfNBT9t/HzfBv9gFvX/ia/G4Dr3z8HG/DrVeV/wBtWHyRN8GP+Cfwa4lWCEHWfjUvmTurOkahvgueWVHIz6HOO4B9NWfxq+DO2xH/AAtz4YHbD4Aznx/4UGDby3Bn4OrdYgQZP7uRnFUpvjZ8F0tFik+MHwtR5dL1BVQ+P/CQkcf8JdDIxWP+1yzBYnDEjIAYFyua+d1t/wBteWSKL/hRv/BPvzJpUhQTeI/jDbq8spISMST/AAVEYeQjagZhubgZPFYvw6m+K7ftpeAvh3+0B8HP2avD0t5+zl8X/Fvhy9+Dt5rviSK4W0+IPwg0q/tfEEXi/wAD+FzbtGZ7eXTpLFbvcJr1Jmj4VwD2X41/Gb4P33wi+MdrY/Fb4Z313efDj442tnZ23jrwxcT3lzqHhueKytIIItTeWee9kIitookd53YLEshO2va/B+gXv/CIeE1Pwq8BSFfDOgqTLqNmr8aVaAhgfCTMpBBGCcjHrXp48BeBgQw8F+EgykMrDw5o4KsvKsCLPIIIyCOR255rq1XbwAAMKABwAAMYA6ADsBigDyU+Hbo9fhL8Pv8AwZ2f/wAyNTadGvh/W9G+1fDzwtoA1i6n0eHVtEvLW5u7eeWxur9IZIk0HTZPs10NPaKQx3HEnkl42UEr6tXF+NVKweHLvO0WPjHw3KW/urdXp0qTPs0eosn/AAKgBNAPleKfHlv0V77QdSVR023eg21o0g92k0yTd/u5xnqvgltlpr1kOmn+L/EsAB7Jc6jJqifiU1BSOgIIPflbZhD4+1qAf8v3hbQbw9tz2mp65aydOeI5oB+IpPDm2DxF47slG0f2zpeqKPUaj4f0yF2+jXGnz/iG70AdpRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVyHxA8SXfg7wL4w8V2GnR6xf+G/DWta3Y6TLcmyi1O903T7i7tdPkvBFP9kS8nijt2ufJl8gSGXy327T8y3/7Ul5eatpeleE/CtvdwanpPgmV9Tu317U2sfEfiRNcudd8Ny6D4a0bUtZubnwtbabYQ6g9tEzpf6k8FzDbpYTOxu7en4ibtv5fi0lp6v8A4B9k0V8rz/tCarpl7rGi6r4MhOtWut6Jo3hxYtUn0208YyXegaVqetw2I1qwtLrRdV0K/wBVtLafStXEcx029s9UkaKNb2G1xbv9qFvDWgafe+MNM8P2mtyeL7XStY0cX+t6BeaH4ch0my1zxNquo6R4o0Sx1a31bw/aXnk2di0b2PiZ/s91pWpJDcvHbC1+5P70mvzQz7CopqsrqGQhlYBlZSGVlYZBUgkEEEEEcEEYp1ACDoPoP5UtIOg+g/lS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRVa9lMNpdTD/llbTy5944mb+lAHK/D1dvgzQDyfNtHuST3N1cz3J/WU12dct4Hj8rwb4WX10DSZD9ZrKGY/q5rqaAPI72Ujwv8AF64U5abUPEMK/WPw1penAd+cxbR9K77U2XT/AAxqDKMJY6DdlR0wttp8hHX0CV5tdt/xQvj2Qc/bPFviCAf7Qk8QQ6WF98qgX36V33jeXyPBviuT+74d1hR2+Z9PuI1/8eYUAW/CsRt/DHhyA9YdB0iI/WPT7dD+oreqpp8XkWNlDjHk2ltFjHTy4UTH6VboA4rXW3eMPAkP91/Et59PJ0hbXP1/0/H/AAI1oeItau9O/s7T9JtoLzW9auJbbTobqVobGBLaFri+1HUJY1aUWdjCAzRQDz7m4lt7SIxmczRUb/Evj3w2h5Ft4c8UXAGPuvLe+HLcN+KGRR/wIVY8S6ZqM0+j63oyQT6poM906WN1N9ng1Owv7f7PqFj9p2SC1umVILmyuXRoluLZIpwsE8siAGTe3/izwxANW1e90rXtGhKHWEsdKn0m/wBMtmdUl1KyzqOpRX1pZ7/PurWZYbn7Ikk8NxJJGLaXoPFU3k+FvEk+TiHQNZlDD/pnp1wwPBwc4yOntXM6nceIPFlnLoEPh3UvD9lf4tNb1TWptLVodPfaL610m206+1B767vIfMtIrmQ21pbLKbovM8SW0mp8QCIvA/ikLxv0S8t0Uf3p4TbIo7/MZFWgDf0OH7PoukQYwYdL0+Ijv+6tIUwfptrUpkS+XFGn9xET/vlQP6U+gDjr8CXxz4bTj/RvD3im5PGTma88N2ynP8PDSDPfpXYjjiuMZt/xCgT/AJ9/Bly3spu9btB+bfYj9QvtXZ0AcdZ4l8e65IB/x7eFvDlsT3Bm1LxFcEe3yhCfwrsa4vRW8zxn42ftDB4Xs8+hSyvrxh9MXyH6mu0oAydctLK+0jUrXUreO7sJbK4F1byjKPGkbSZGMMkiMqyRSxsksMqJLE6yIrDN8JGS88JeGZ9Sc3tzPoGkzzz3YWaWWWexgkkllZwS0shbMjEZZsluSaueJ5PJ8N+IJR1i0PVpR/2zsJ2/oPequmtLpvg3T3hhM02n+GrR4rcZJmltNLjaOEY5/ePGE4554oAlvdM8KGWKHUNP8PGa4OIYr2003zZySeIknj3SknP3Axzmq8ngfwbKCG8K+HhnqY9IsYm/76igRge/BBzz15rE8NeFPDt/4fstQ1Owsdf1DX9PtdS1XVdUtre/ub+e/tkncLLPG5gs4fN8mxs7cxwWdskccKKyl20PBwa1/wCEg0VLma8sNB1x9P0yeeZ7iWKzl0/T9QGmSXEheW4Oky3sljFJNJJMttHbxSyO8bMwBknSLXWtfu/DEsMNt4S8K2OiTR+H7OJILHVL6/N7NEupom0S6bpqWkMkOlqq2t1dStPfC5WKKFfSQoUYAAGAAAMAADAAHQADjAHSuN0EbvFPjmbt9t0G1Bwf+WOg205UfQ3Zb0yx9a7OgDP1ab7NpWp3HQW+n3s2emBFbSPn8NtZvhGPyPCfhiIjb5Xh7RkbPYpptsGz+IOaZ4zmEHg/xVMTgR+HdabPv/Z1yF/8eIqUZsvCwBO02mgDJ/umDTuvsBs/SgDzuwBfwT8NFGf9N8Q+Hbo5BBO6a71ckjHX90W7dM9BivZP8/4fpXklmm3RfgzZEHJn0mdvb7J4K1aYg/8AbRl7dR2r1sUAcV8RmYeCtfReDcW0NmP+328trPH4+fjHfOK7WuN8d4fQFgIz9r13wtbY9RJ4l0nePfMavx6V2VAHGeLP+Qh4H/7G+P8A9R/X67OuM8Wf8hDwP/2N8f8A6j+v12dAHHeFv+Ql45Pr4uP5jw14cFdjXHeFT/p/jf8A7HBx/wCW94dH6V2NABRRRQAUUUUAFcX8Ov8AkR/DP/YLh/m9dpXF/Dr/AJEfwz/2C4f5vQB2lfKely+JP2cb7VdDm8MeIfF3wK1HWNS1zwtrHg7S7vxJ4k+FE2t3k2qaz4W8QeFdOS41zWPA0OpXN/qHhnXfDdlqd54fsrk+HtX0uPTrCw1aT6soPPqPpQB88j9q39n0/f8AiVp0D9GhutK8RWlxGf7s1vd6LDcQyDo0csaOp4ZQRXx9+2R8d/hH8QtE/Z08PeDfG+l69rcn7an7KFxFp1tBqUU0kdt8WdGnnZWurGCICKFHlbdIvyoQMsVVv1Hr4T/b7J/4Qn9ngAkbv22v2SVOO4/4W/oZ5HcZAOD3AoA+7KKP/r0UAcbp2t6VYPq1ve3sdtOut6k5il3q2ySYPG4GzlXQhkIyGBzk84r6X4l0NL3xAzanbhZNVjZC3nAMo0vT1JUmLDLuUrlSVyCM8V3OD6/5z/n256Y4paAOf/4SnQP+gpa/nJ/8ao/4SnQP+gpa/nJ/8aroKKAOf/4SnQP+gpa/nJ/8ao/4SnQP+gpa/wDfUn/xuugrwf46+If2hfD9l4Jb9nr4ceAfiPqeoeNrHT/HVt8QPG954HsvD/gaWyvXv9e0y8stI1qfUNSt75LGBbJLG5kME0rpa3BGYwD1j/hKdA/6Clr/AN9Sf/G6xNZ8S6G8mhldTtzs121divmnC/Zr5cn93wvIBY4UHrivB/8AhLf21Mnb8Ff2f/r/AMLw8Y8j+E/8kiGOMcUn/CWftrf9EV/Z/wD/AA9/jH1/7JF/k8+1AH0DqeuaVqH9mWtlfRXFw2t6Qwih8xnKx3kUjsfkHyoil3JIAUEk18ieKgP+Hk/wWP8A1Z18eMf+Hb+CP4dzXdf8JZ+2tz/xZX9n/PT/AJLh4x6eh/4tEf8APbjFfG/iTxJ+1Y37fvwjup/hR8FI/GC/so/GyKw0iP4v+KZNFuNDf4o/B99QvbjVj8MY7qDUre8j02G0sI9JuLe7trq9uJb+3ktI4XAP18or5M/4S39tb/oivwA/8Ph4x/8AnRUf8Jb+2t/0RX4Af+Hw8Y//ADoqAPrOuL+IW9fCOqzoMtYtpupjg8DStWsdRc59ktSce3vXgH/CW/trf9EV+AH/AIfDxj/86KsTxN4j/bQvfDmvWtx8FvgEIbjRtTikKfG7xgzqrWU3zIp+EsYZ1OGQGRAWADOg+YAH01dAQ+P9Fm7X/hTXbTPZms9T0O6iHuQlxcH6EkdDRZ/6P4/12MY26l4Y0C975MlhqGt2cmO2BHPb5x6rntXyXN4y/bJur74f6t/wpv4CH7Ut7BasPjd4u2TDU/DsmoBXJ+FOUDpp5ZSoucyIqdCJTcuvFn7ZcHjHRpX+C/wCW7v9B1uyiX/hd3i/y5Es7zSbzDMfhOCGj3sY1WFyyvKxdAgDAH25RXyZ/wAJb+2t/wBEV+AH/h8PGP8A86Kj/hLf21v+iK/AD/w+HjH/AOdFQB9Z0V8mf8Jb+2t/0RX4Af8Ah8PGP/zoqP8AhLf21v8AoivwA/8AD4eMf/nRUAfWdFfJn/CW/trf9EV+AH/h8PGP/wA6Kj/hLf21v+iK/AD/AMPh4x/+dFQB9Z0V8mf8Jb+2t/0RX4Af+Hw8Y/8AzoqP+Et/bW/6Ir8AP/D4eMf/AJ0VAH1nRXyZ/wAJb+2t/wBEV+AH/h8PGP8A86Kj/hLf21v+iK/AD/w+HjH/AOdFQB9Z0V8mf8Jb+2t/0RX4Af8Ah8PGP/zoqP8AhLf21v8AoivwA/8AD4eMf/nRUAfWdFfJn/CW/trf9EV+AH/h8PGP/wA6Kj/hLf21v+iK/AD/AMPh4x/+dFQB9Z0V8mf8Jb+2t/0RX4Af+Hw8Y/8AzoqP+Et/bW/6Ir8AP/D4eMf/AJ0VAH1nRXyZ/wAJb+2t/wBEV+AH/h8PGP8A86Kj/hLf21v+iK/AD/w+HjH/AOdFQB9Z0V8mf8Jb+2t/0RX4Af8Ah8PGP/zoqP8AhLf21v8AoivwA/8AD4eMf/nRUAe1/F7UbvSfhp4z1G00TR/ERtNCvpbnRtfu7iy0i909Yz/aKXk1pa3dxIv2Hz2jtY44zdSBLc3FsJDPH8XePfFOk6V4svPBsPwm8N3F3rXi3X5vDkek6F4nt9UstXi8Y6PJfa5Pqem61olh4r1bxUnifVfEUOnaBrWizafNa3dhrV80zFG9fufEn7Z15bzWl58Df2ebq1uY3huLa5+Nfi2e3nhkBWSKaGX4QtHLG6kq6OrKwJDAjiuXu9M/acv31mS9/Zk/ZZu5PEXkHXpLj4qa/NJrDWsiS2z6jI/waL3bwSxxzRPMXeOaOOVWEiKwP8np59Pu/EeltVf/ACunbt0/Lsc/8O/iF4L8dPplj4t+HXh+y8D2+rNPaR3GheIvE+oTfEnSfA3h9dXv7G/+0arfag8Wj69daHOl1ow2abaTCTXL/M8FcTZfE+Dwsmux+GvhH4fbUdY0/Wk04XOna/reo698O9Pg8YLewpLq3iWW717w68HgnRbOXXJL3RLbR7bUDFB4UuotMjhuPYrBP2qtL1Ma1pn7N/7MOnauunQaQup2PxY8RWl8mlWqRx2+nJcwfBtJksoY4YYorZXESRQQRKnlwRKuXPoX7SdxFfxT/stfsozx6nqKaxqEU3xO1uSO+1aPzil/dh/guwmugbi4zNIGc/arvcWF1OJD/gX6XsuqEfZ3hp7KTw7oMmmRQQaZJoulPp0FrI81tDYvYwNaRW8rpHJLBHAY0hkkRJHjVWdVYkVuVi+HJNal0LR5PEdhpmla++mWTazpmi302p6Rp+pGBPtlnpmoXFjps97Y28++O2uZtPspJoVR3tYCfLXaoAQdB9B/KlpB0H0H8qWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKx/EUxt/D+u3A6waPqcw+sVlO4/wDQa2K5jxrJ5fg/xU/PHhzW8dvmOnXCrz2JYjFAFjwrGYfC/hyE5zDoOjxHPXMenWy8+h471v1T0+LyLGygwAIbO2iwOxjhROPYbR1q5QB4x/rPh2uPvat44ViDzn7d8TAcDnH+qx/wEGu0+IR/4ozX0/572iWmPX7ZcwWpA9z52B7muKsQT4G+Hoxk33inw7ebSCSfO1qfWGP0wrOO2F4rtPHpDeHfJ6/adc8LWpXuwn8TaSjp6Eld2fb26gHaAYAAGAOAPYVj63rlhoNl9svpJPnlS3tLW2ja4v8AUb2XPkafp1pHmW7vbgqRHCg+VQ80zRwRSyJW17xDb6GlvEIZtR1bUXeDR9Es9pvtSuEXL7N5CW1lbriW/wBRuSlpYwnzJpN7xRScETqMOsY/0TxD8Rrm2JUfvv8AhGvAWlXfUn7siLIq/eOzW/E0sZA+w6Wh+wAFldQ1Cw1mLV9Xs5b/AMW6vYPZaH4M0iW2kbSND+0xT3NxqeoSPHaiR544DqWqzyxaek0cWmaUl1LmS76EeJdfU4uPAPiBQM/Nbaj4Yuhx6Z1uBuR04BPTANaeg+HbbRI55jPNqOr6g6T6vrd2EN9qc6DCB9gCW1lbqTHYabbCOzsoSUijMjzSy9DQBxZ8YSRnE3g/xnEBkll0m0ugPwsdSumJ/wB1WzWVrWrW3i/StS8M2Ud9pet3tj9q0+08R6VqOkR6gLG5t7iWOGS5t1E8assUN4bUzzWkdylw0LJtz6TWD4g0G31+yS3klls7u2mS90vVLbH23StSgVvs97aFgULLuaOeCQGC8tZJ7S4SSCaRCALoGu22v2ZuI45rS7t5ntNU0y52i90rUYlBuLC7RMrvTcskMyFoLu2khu7WSS3mjdtzI9e+PxryWObVpb+51G1toLbx/oFvDb+JNCjk8nTvGmhBpPsl7YySkAGUCaXQ7+UmTSr/AO16FqhNu8klbuo+L473RdPk8Mus+seI530zRbe4jKS2F7EHGp3Gq2j/AL23HhyOOefU7eUKwuIItPyJruLcATaXINQ8c+Ir+3zLaaZo2j+HpbgY8r+1YrvU9TvrSNhw8lrb32n/AGkqSscswgJ82KVU7isjQ9ItdC0y10u0Mjx2yMZLiZzJcXl1PI895f3TnmS6vbqSa6uJDjfNM5UBdoGvQBxPhwr/AMJN4+3HbOdW0ZvJYEP9k/4RvTEt7kZHMM88d5HG4+XzLaZPvRsK7bOOtcL4nH9h6ppfjFMrawBNE8SgdG0S9uB9j1B+cZ0LVJEuGkxmLTbzVWzwK39b12x0G1Se9aSSSeVbWxsLSM3Go6neScxWWn2gIe4uZACW5WKCJXubmaG3illQAy/Ht1FaeDfEjySLGZtIvbKEMcGa5voWtLa2iH3pJ7maaOGCJAzyyOqIrMQK6aCMQ28EC8GGGKMDpjyo1XA6ccAcZGD6V5XeS3kWpWGoa5aJrPjK5Ek3hTwVZ3Ctp3huD/VyapqF3saETwBvL1HxJPEY4nZtN8PwNJKRfdFB4Y16ZFnv/HGvpqMuZLpdKh0e30mKRjkQafZ3mlX00VrAoEUbXNzPczBfNnlaV2AAHr4NmszJDoXiXWtA0y4lmml0izTS7q2t2nZpJ/7Jk1OwvLjSklld5PJtpDawySM1tBATmuk0fSLHQrGLTtPjaO3jaSRmllkuLm5uJ5Gmuby7uZmee6vLqd3muLiZ3kllYsSeAME+H/EqDEPjzVT6fa9G8OXH5mHTLRj+fT35qGbTfHdvE72vivR76ZF3xW2o+GTDHcsvIgnu7HVka2SY/u2uI7SVod3mLDLt8tgCTwpJ52oeN5+pbxfLbAjptstB0G3xn/YkSRDnoQR612leSW2rPaS3nizSbK6hgNz5HxE8IMvm6hpWowQxJJrljDFuE95b2ywvdLaqYfEWjC21Cy3XdvEl36naXdvfW0F5aTxXNpdQxXFtcwOJIZ4JkEkUsUikq8boyurKSCGGKAOV+IR/4orxInP77TJbbjqTdslsAPqZcfjWh4qYQeFPEbD5RF4f1baemNunXAXn24qh49AfwzcwscC51Hw/afX7V4h0u3x+IkNHxAkKeCfFGM5fRr2AfW5ja3UZ45YyY6//AFwDJlh8vVfhfZ4wLS11ScjHT7J4bFkPpg3o9K9HHQcY9q4y/VT418KwKOLXQPFFwo9vO8O2gx+EpBJ45x3rsgcgUAcX42OYvDEXebxr4bAHr5F2143HfCWzN/wHPau1rjfFSibU/A1v3bxYbnHHIsvDniC4zz/dZUPHfH1HZUAcZ4s/5CHgf/sb4/8A1H9frs64zxZ/yEPA/wD2N8f/AKj+v12dAHHeFB/pvjU+vjCf9NB0AD+VdjXH+FP+Pvxn/wBjhdfpouhD+mK7CgAooooAKKKKACuL+HX/ACI/hn/sFw/zeu0ri/h1/wAiP4Z/7BcP83oA7SiiigAr4S/b7/5Er9nb/s9v9kj/ANW9odfdtfIf7aXww+J3xQ+GfgdPhDovh3xL42+Hfx4+CnxgsvDXinxHL4R0nxDZfDLx1pvibUtGfxFFpWtnS7i+s7SSO2uW0y6RZMBk5FAH15RXwh/wt3/goF/0Zl8Hv/Es1/8AnLUf8Ld/4KBf9GZfB7/xLRf/AJy1AH3fRXwh/wALd/4KBf8ARmXwe/8AEtF/+ctR/wALd/4KBf8ARmXwe/8AEtF/+ctQB930V8If8Ld/4KBf9GZfB7/xLRf/AJy1H/C3f+CgX/RmXwe/8S0X/wCctQB930h/r9Pbr6//AKq+Ef8Ahbv/AAUC/wCjMvg9/wCJaL/85auV1z9o79unw/rvhHw7qP7GnwmXUfG15rNjonl/tXxG3E+g6DfeI777ZK/wci8iP+ztOuTE6rIDMESTy0YyKAdv40/bZ0Pwda+Jo5Ph/rt9rnhj4u+LPhrcaGms6bBLceHvC3h7UNdPxNW6MEwj8M6hPZR6Db2ghfUU1y5aw2SPbPu2Zf2t7bRW00eK/BwsbPVfAniTxlba9out3t/oEGpaRcWsGi+D9Sl17wx4X1aw1bxYx1GDRr99IbSH1Gxg0oXUt5qdgkvyro1x+0H8VdDtPiIP+CdvwS1KD4i+HYdQkvrr9rE2uq3uka9qN/4sEN20fwnzbzS6rrmoajKkE4MN1dOiSBIo1j6i80z9pzUdE1Xw5rn/AAT0+HnifSNc0FvC+qweJP22bzxRNdeH2vrXVE0kX3if4c6hqEFrb6jZWt/Zrb3UTWN5BHcWbQSrvoV7avXtbT87jurq6066+f8Al6ep7nrX7Y9r4Z0fx3qviHwIul3fhee0t9C8MX/jLTNH8U6/Ne+I7jQrNL2w8Qado9lpsOp2NpN4n0nWdK1HxL4cu9IItZtYtNYAsH5W/wBa03xJ/wAFDP2f/EWi3cd/o2v/ALE3xo1nSb2E5ivNN1T4ofAu+sLuI947i1nilTPVXB47+b6ZYftHaR4isvFUP/BOLwJca1pcusS6NLeftm6drFloI8QTXdzrcHh3R9b+H1xo+gWep3V/eXl3ZaRY2VpLd3D3JhEojZOi+Cfw6+P2rftSeBvih46/Z68Mfs/fDT4Y/s7/ABD+FGh6Rpfxk0j4oXOp6v4z8ffD7xPZQ2NrpXh/Rn0nS9LsfCuoKxuWlQG4tra1jjijCgE99NtT9KKKKKACopolnilhcZjmjeJx6rIrIwOe2GqWigDx20nP/CG/C266PYa54ZsX68P9nu/DcwY44wbhlOe42nrXX+I1EOv+Bb48bdb1LTSfbUtB1Nwv0M1lCx91UDtniSgt/h5fRN18O+NLhl2nlU0r4gi7Rs+1rtP+7jsa7Txwuyz0K+zgad4v8MXDHv5dxqkWlzY9cRai+R3UHPegDtaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGg4UE9MClz9egPTjnpz0z9Kafur26f5/z257V8Y+MfAHxav8AxH431jw9qep2V3rHjKXQtEs7XXfEGn3E3hDX/D2jaLqOpaleLq9/pGheHtFjGu6tod9pPhV9dt/FNlpzQTDzbnzj/K9tddUrLz162Qf16eb8l1td+R9oZ9j+X5/l/wDqzRn69M/5718Jronx6vNLvPD9zB4kWM+Etf1u517S/E891DN4s8BaDq/gvw5oejakZ7PULmH4gPL4M8a+YbS0huNQ0vxKb9LW6uPLk7a01/xvp2k+GdPv9A+KFxqfh34t3up+JJ7fQdbvo73wdc3niZLRbS8g82PXNNRL7RnewtJLh4Io1d7ZVtG2O13ZNd79Laa/ivPyDt+XVbXv6fjbQ+ts+x7dvX36f/qNGRnHPr07Zx/n1r4r1iy8Uah4k8Tal4u0P4par4Jv38WXPg7SvDt1rdnqumeIL6z8NNol5eWGmahZajpKyWsV5a+H7rVfK0jQdVTWJNQFjPew3L8ZrOgftHad4W1C0aTxhrmoeKNb1q71L7BrSG+8M6jpXw5u7KC40jyL+0uLjwl4pv0ijFlpbRx2PjC2h1Cyigh1uSa1Fqk77pPW/W2m26vr0VnqD089WtPL9H07n6D5+v5f5/zx14oz7H8v8/rzX5/Wmj/Hi70rUNL8HWmtW1hp3ilPH2jatrWreJ/Bunzx+HPDuhpY+Crew16/8XeIpbXV/GA1C413T9WvrfRNbtobry2062kaO59EgTxv4o+w+GdY0Hx9YKvif4oeI9bkvbvUNL09vDmvaX4gu/Auk2niKz1GBdRu7fUNa0K1t9G067e40m50m8FxFa29jC86eiTWvl291S189bW76B1/Xpvb189rWPr3POMHv2449/x4/wDrUZ+v+f618HWHhHxloUtla3mm+NjP/wAKe8Hw6Y8x8f63JD49uPD3igeIyPEdr4rXQ9G1U6/caYb2bxBZX6mT7M9rJFCiND7R8GtO+JekeINT0Xxy2vajpWg+APAel6D4n1W+ju18TSG58R3V5NqSJMxHjHSYJbLR/FF48CjVvsunarHNIb2SG2NLb/K3m1+n9ah+tvxSf366n0VRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXKeOY5p/CPiGCCKSaa40y4t44oY2llczgQkIihmY4fJwDgc9q6uk4J9xzQAKNoCjoAB+QxVa+lMFleTjOYbW4l4GT+7hd+B3PHTvVqg88EZB4IPegDxTSdR0q70H4QaZaalp11dLe6LNLbW17bTzoLTwlq9zMWhilaVfKlVBISgEbEB9rEKe38cWOs3+lafHoNpb3t/beIfD9+ILy6+xWvkWGpQ3UstzPslk8mARCaSKGJ550QxQL5jgjo4NH0m2nF1baXp1vdDeBcwWNtFOBIMSATRxLIN44fDfMOGzWhgfy9e2MfyoA8jtIL5NRv9P0K8GreLrny4fFnji7tw9h4eh/1y6TpdoWeE3MKyF9O8PQyNDaF11LXp5Z5EW/9E0TRLHQbT7JYpIfNke5vLu5kNxqGpXsu3z7/Urt/wB5c3k5ALyNhUULDCkUEUUSYz/D7wY8s8y6BZ281zcT3c8lk1xYPLdXUrTXNw7WU0BM88ztLLL9+SRizEtzSf8ACA+HlXbAddtPQ2nirxPDj6BdXKD8FoA7LP1/I0Z//X264xn1rjP+EKt0GIPEfjODsAPE2o3AGfQXrXQ7+mKX/hE9Qj4t/G/i6IEYxLJoV5j3DXehSsPxY5/M0AdnmiuJPh/xWjfufH18ygYCXnh/w/P9MtbWlize/Iz7VINM8bx/d8WaPcY7XPhV1z/vNb69EP8AvlF+lAD/ABZpST2g12C+g0fV/Dsdzf2Gs3AYW1vCkfmXtlqm0h59EvoYguowA5Ty4ry223lpbyI3w1pulXnkeNE0M6PrniHSrN9QjleQzRrKkcrxtFuECTS7IBc3CW8F3eR2tkt781rDHBUufD/iTW5LS08R6los+gwXUV7eWGl6ZfWs+qyWrCWzs7yS71O8i/s5bkRXV1AkRe6a3jtnb7PJOkndjp/nnjr2oAWiiigCvd2sF9a3FldRJPa3cE1rcwSDMc1vPG0U0TjuskbMjezGvJ4dNm8P6hDpem3M3i/xydOS3tdU1pFWw8KeGzI8FpNdJbFVhjkW2KPHbn+1vFF/ayPc3ENtC8th7BXE+JIbnTNU0rxXYWl3dm036Rr1pYW8lzdXehXrq6XMVtErzXU+i6gIruOKCN5jZT6osSuzhGANXQvD1vokdxL50uoatqDJNq+t3m032pXCKVQvsAjtrS3UmOx062VLOyh+SGPe8sr9DXFDx/4cUkTNrdscnP2rwt4nh9OrPpO0Y+oHp0NOHxC8G8B9etoTxkXMN5a9fX7Tbxbfx6d6AOzorlU8c+DHOF8WeHM+jaxYRkfUPcLg/UCtGDxF4fucfZtd0a4z08jU7KXOemPLnbNAGNr+i30d7H4n8OrGNetIlgu7F5BBbeJdKjZnOk3khBSK8hLyTaLqLgmyu3eGYmxu7pTy2mavZaAg13SzJ/wgeq3Uw1WxliaG58C6407JfyT2ud1lpUl7vj1uxYFdE1Fm1GEjTLi6a39US5tpuIriCX/rnKj/APoLGuK13SbrSr658TaJZvfpdRLF4r8ORosi6/YpH5P26ygf92+v2NuPLRGwus2KnTJiZksJbcAl8byB7DQYVIaO78Y+EY2IIIeNNbtbvKkcEN9mDAjOV5FL8Q1MnhLUIBwbq60WyGBkn7brumWpUfUSkHv6dq4uOyvBc+DbDQ1n1vwPc+IbPW9H1KAtK3hy2srLUZ30fUTIyz/2YtwYU0eaRDPYyBtEvEj8izdu38b5fStNt+AbvxT4Ug5HH/IwWEx6+0JPH1FADZHL/EWzQ/8ALt4L1F/p9s13TFBH+8LE5+ldrXGW4D/ELVHxk2/hDRYgf7v2jWNckYe27yIzjvt9q7OgDjNdO7xX4Fiz9258Q3eO/wC50Oa1z+H27H/Aq7MVxOpnzPHnhaMji28P+K7seoZ7jw7ag9McLI4/4FXbUAcZ4s/5CHgf/sb4/wD1H9frs64zxZ/yEPA//Y3x/wDqP6/XZ0Acf4T/AOPrxkfXxjeH8tI0Rf6V2Fcb4R/4+PGR9fGWofppmjr/AErsqACiiigAooooAK8L0a1TUtL+Eul3Mt6thdadrUtzBZ6hfacLh7XT1e386SwuLaWRYndnRGcoGO4qSBXuleKeF/8AV/B7/sFeIv8A02R0Ad1/wgfh3smsD1x4m8S//LY/0o/4QTw96az/AOFP4l/+W1djRQBx/wDwgvh//qNf+FP4l/8AltR/wgug/wB7XPX/AJGjxL/8tq7CigDj/wDhBtB/v69/4VXiYfy1aj/hBtCHSXXh/wBzV4l/rqprsKKAOQ/4QnRv+e/iDH/Y1+Jc/wDp0/rR/wAIRova58RD6eK/Ev8A8tTXX0UAch/whOjjkXXiP/wrPEv/AMtDQfBWkf8AP54k/wDCs8Sgf+nSuvooA+ONN+G+k+OPjp8aNF8ReI/iVNpPhXQ/hM2gaXp/xT+Ieiafp/8AbumeKJ9VdLbRfEenpPNf3FhBJcTXPnSExIEZFBB7a2/Z58P6B8RvAfjDw1DqckPhqHxd/aN54q+IXxA8WXyvrugSaJa2+kaV4k1fWdLj8z7VNJfah5lrdRW8X2WASpdTbbngMAftFftCY/i8LfAx/wA7L4hID/5Dx+FfQtAHyj8P/wBl3w5ovgzw7pGs6v8AEvSNT0zTo7C6sfDXxy+KsehQm1eSKM6VBBr+l29nZTRKk8NhBYW8OnrILKJXjt0kbsP+GcfBg+74u+Ni/wC78dvi0McY4/4q0ivfqKAPAP8AhnPwiPu+Nvjknpt+PHxY/r4rP5dO3Sj/AIZ08Mfw+P8A48L9Pjt8UT/6F4lavf6KAPn/AP4Z28Oj7vxG+Pa854+OfxJP/oWvtR/wzvofb4nfH9cenxw+IB9f72rtnr3/ABr6AooA8C/ZxudUl8Ca5Y6pruveI28PfFL4teF7DVPE+q3Gua7Jo3h74g6/pWj21/q95m71CSzsLaC2S4uWaZookEjORur0zxy866HHHb3d5Ytd654asJbmwuZLO8W2vdf062ukguocSwNLbyyRGSNlcK7bWU4NeYfs5f8AIp+OP+y5fHT/ANWj4mr07xz/AMgix/7Gjwh/6k2lUAZ+veHrPRfAXi6y083TiTTde1WSW+vbnULqa/kt5bySeW5u5JZnZpYlKgvtjCgIAOBN41m+1+ANUv4hymmWutIDzj7HJbaqpB55AgyD0yPrXX6lbfbdOv7MqGF3ZXVsVPRhPBJFg54wd+Oa4/TU/tb4ZWkOSzX3glLRm+8zPLon2ZycdTvLZHrkUAd2rK6hl5DAMPowyD+IOadWH4Yuzf8Ahzw/esctd6JpV03OfmnsYJGBI6kMxz75rcoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAb/CPwz9OP1/X05r4a8e/D3xhqHxE8WxeHNFiF94kl1LUbyTVfEmg2up6x4YGn6LFd6b4U1+x1Sx8VWtl4mi0q48NXfhjxHot94f0B7m81fT9a0/fBJJ9y/wj6Dr+HrXyR4j+HnxGtfGl/rHh7wZ4a1++k+KGneO7XxfrN/oiSXPh6PTNPsn8OzS3djP4m0bU9DhsrnStDGjSro01nfm8vpw0l9p8wt9ls9/Npem3f1A4bXfA3j3TPFNj8Rfh54bsfA2neHdX1O68M+Bdd8T6Loum3eqaj4d0bwzrZ1DT7DVbnQ9OXW7WW8ubfTo5rhor3wpFq00NrfawWbiofgZ8VNHs/FHgnS9VS7sPFXhKDwZ4rafx+qaxBo2h33irxRaeJrVH1Jr21vdfvdUPhy9lJtp47LxXBdTTC30YeT1kv7PnxS0u0sNLvJ7Lxlp91rWpeNdZudDXw7pOpW/i7xX4P17QfFwhtPHsXivR72K+1i507XBqTQwOJ7i+Nvp1vt2TPH7NfxCPhqEXFzokuvifUoprC2bTorZobr4KxeBLK+/4SiTTB4pmFtr1uguNJuNQfTrq3nkv5LRmtrOGIb912X2eVWunZuMtt9GtNNtH0Sa1lG/86bbt25bv5N/PW99S3o/w08San9s8P3FlZQaw/wAR01vWb6+sfAGo2f8AYK+NdW1byp7ix12TxH4lWWzudPI0rxFaWywOgSNDLaRRnN8OfCPxxoM2t2PiDQr7W2udBv8Aw9pl7pVx4M0+Jru4n8bQQJpfiW+1WbX/AIcvcwazpU2kadodhf2+kx3FnaKk8dvKq9vpfw0+IGgvLPB4SfUr3T/ibJ4wjcav4EsLXU9JbxnrWsC306+tdLs/EbXL6fqlvNJD4p1C6hD20lvFIjiBq6+58LeKLZNR1XU9GktpfFHx8+Hfi+HTrScavPpulW9p4L0u7fUJbFHt4RZXekXrTyxvJbJAqTtMFkO1vr/jk/vUfw7dF0IjdW3Vow+9X69WvPfr1PC4Ph14uhKRv4Xsf+Ec0C5gudQ8Oyal4R8Oa3q2mHXPhZe3kniPwrp3iWXwhZ3ksPh7W7dLyxl0mx1yG3S9vrG2vdUV7zd0XwRrkfjzTdZXw+lt4YvP7Xn8LeEbS7+H/i+TwxDL4lguxBt1TxB/xJlupbe915pPB7ammmC8fTY5TLYJAOl8Xfs8azrMPj7xCGS78R3/AI+vPEHhbS7IeGrRZNHv9Y8KS3w1DVdR0eeTULiTStGvDZ6Pr817oMF6bdp7ObyrZrdt18KPGF/eatEnw90pH16x8AWuleKtX1Twlban4Hu/C2va3qF/rMcHhbTrRVv0jvLW+0yHw3BaQ3dyFg1Ca3zczsJ731bcl8uWDvf1XXtZFdt1s/mm+/l38ut7efr4R+IfhTRNP8MW1vofjLRrXwPZaDaXGq+L/C+s3fgrxB4g8Q6Ze+KI7rS/EWtWsXiaXwSumanrHg+a4vGaf+0INDuSlnpjvL9jfDSLwroHg7w14U8OKNMtNG0q2s7fQ7/WdM1PW7NEZlP9pz2Oo6hFcX1zOz3FzNDcyxyTzvsK52L8++Hfgt4hf4fP4R13wnp76pa+IvAuppea0PAl5p9xBofjqx1nWP7Pl0HRLbVWEuj29zz4ha7u7oTLaNMry3LN2V78HL2LxzqPiLRNF8O6fZ3XxQ+G/iiKWyjtbC6OgeGvDP8AZ2tRyLb2kbeY2pfvYbPzGS5H79ijUNuztsuXrq9Y3utduaXS++ujGle13a9r+Vla33RR9L0UDoKKQgooooAKKKKACiiigAooooAKKKKACvlz9r/41eN/gR8Ibbxb8NfDvhjxT4/8QfEn4UfDLwnpHjO+1TTvDDav8T/iDoHgmG81m60WG41RLTTo9YlvmWzheV2twuNpavqOvhL9vhHu/CX7OGkou46z+2x+yxaFecMln8SLTW3B9lXSWck8Dbk0AYkPxO/4KC2sbtN8Mf2K/E8kM01vNFpP7QPxP8L3UdzbuY57aW01v4O6r9muYpVMcsE1yHhk4bOA1cx4u/bC/an+Edjoev8Axd/ZN+HieEL/AMcfDrwTrGu/Db9p3TfFuo6I3xI8baJ4E0nV18Nar8MPDt3qNrBq2u2jywR3tvNLEsixMWViv21LHd6e1zcaHpi31/f6prE+s6fJbb7eO1bV72FNYfKjdqMEUZEFjGVn1qGLyF2GFJ4/jX9tbTbOHwT8LdHs087/AITr9r/9i7TLi+8gJLqxt/jLoPiKd5FSNE2La6Q8cVuqLHaoojCKwOQD9Hgf89aWkAwT7/5/nk/jS0AFFFFABRRRQAUUUUAFJn2/l/jQc44r8j18B+Nf2+G+OMfxN/aF+Ivwt+DVn8b/AB78GvBnwU+GMfhXwxpfi7wj8FvGdv4c8Qat478a3+han441y98d+KtB1JLy18M+IPCVvoegPFoll519LfX8oB+uNJ+H+f8AP/1smvz80r/gnd+yaxmj0rwj8SfA2q2JEd1Z+EP2h/2gPDiQMc+VdWS6Z8TLeI2dwBvtZo4lXAaF0SWKSNLd1+wf8N9CimvNK+P/AO2b4ShTAA0r9rD4v3iBmOI47e38Qa5r3nSyMRHHD5cpkOFCsSMgH3wD/n8/alr8nPE+mftZ/sQaN8VvjXpPxVf9oz9nLQtP0rx5r/wu/aD8T6zf/Hzwl4U8L6Sw+IMvw6+J1oIPDOo301hFP4p0/wAIeKPD7pc3NmdDh8QWdzeJcj9UdG1az17R9K13TneTT9a02x1awkkjaKR7LUbWK8tXeJvmjdoJkZkb5kJKnkUAaVJjIwefqBz7HjFLRQBVksrOYFZrS2lU9Vkt4nH4hkIP4isyXwv4anz53h7Q5d2M+ZpGnyZxzzvtzn8fwrdooA5WTwN4Nkzu8L6Cuf8AnnpdnD+XkxR4OO45qm3w58GE7k0RLds5zZ3mo2R/OzvID349O1dtRQBi6F4e0jwzaS2GiWhs7Se8ub+WI3F3dF7y8cSXU5kvJ7iUNPIPMkAcK0jPJje7ll13Q7XX7OOzupry2EF5aX9vc2FwbW7t7uylE1vNFMFcZVxhkdHR1YhlIrZooA5vRPDUWi3eoXx1TV9WvNRisreW41i4t7iSK3sPtJt4IDbWloqxh7u4kcuskjvJkvhQK6SvGPGP7R37Pnw78Tt4K+IHx0+D/gXxgllaak3hbxj8SfB3hjxAun3/AJv2K9Oka3rNjfC1u/JlNtP5HlzCNzGzBSa1dJ+OPwV19VbQfjB8LdaEmPLOk/EDwnqIcn7oQ2erzBs5GME5zxQBoahqmmaf8QbVtS1GwsFj8HXYhN9d29oHa81uz3+UbiSMOQLFd23JA256jPR/8JX4X/6GTQP/AAcad/8AJFef3TSeIvGl/deHf+EO161tPC2hQyTanOdQhikudV8QTAWz2CXiIzxwK0wlMbsBCyhkBNa39h+Jv+gB8Nv/AAG1D/5X0AL4g1zRdR1bwPb6frGlX9x/wliyeRZ6haXU/lpoGvb5PKglkk2JkF327V43Ebhn0ivMkOtaHq2gC/0LwXFBq+qNpJuNGju4r+2eTTr+9SWMzWUaPGfsJilQyRsVkBUnBU+mn+o/nQBxvhD/AF3jD38Zal/6QaUP5g12VcZ4P/1ni8/9Tnqv/pLpo/mK7OgAooooAKKKKACvFPC/+r+D3/YK8Rf+myOva68U8L/6v4Pf9grxF/6bI6APa6KKKACiiigAooooAKKKKAEJwK8Xn/aM+BNtLLBN8VvBImhllgliTW7aV45YZGiljZYmch45EZHXHyspU8g17TUK28CfcghTv8sSL3z2UdyT9aAPhvwx+0P8EtJ+Pnxo1W++JPhy303WvB3waTTbozXLw3k2mD4hx38cDx2rh3tBd2nnDOV+0R8ElgvtB/ar/Z6H/NUvD5/3Y9Ub/wBB081e8JN/xf8A+MgB4/4Qj4PnA6Z874iYP5H8iPavdKAPnv8A4as/Z87fEzSW/wByw15x+aaSwpf+GqfgCenxEs2/3NF8Tv8A+gaI1fQdFAHz8P2pvgOfu+Ow3+54Z8Yv/wCgeH2pT+1H8DO3jO5b/c8HeOX/APQPDLV9AUUAfP4/ai+CB5XxXqbj/Y8CfEN//QPCjU4ftPfBZvu+I9ef/c+HPxMf/wBB8Hn0r36igD5w/Zd1Oz1r4f8AibWdOeaXTtX+Mnxq1LT5bizvNPnlsrz4meJJ7aWWx1CC1v7RpInV/s95bW9zGCBLCjcV6745/wCQRY/9jR4Q/wDUm0uvPvgMzf2P8RY2yTF8cPjCgJOSQ3jbU5gT7/vfx613nxAnhtdAgurmRILa18ReE7i5nkO2KCCLxJpbSzSufljijUFpJGIVFBZiFyaAO3rivh8pXwlYWj4Y2NxrOluPQadrOo2AU/RIFHXpipz498Egf8jZ4e/8G1l/Sb/GuV8F+MvCqDW9PPiLRldvGGuiwi/tC233MWo3q31u1upkBmSWW9dEaMMryAqGLAigDpfh6Cng/RYGGGsYrrTCP7v9l393p4X/AICLbFdnXFeCGZLfxHZsMCw8ZeJYUXusV3fHVoh7Dy9SUqP7hWu1oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQdB9B/L/Jr5m1z9jz9nnxHrWreIdY8FavdavrmpXmrancx/Ef4oWSXF/fzvcXUyWdj4ztrK1WSZ2ZbeztoLaEEJDDGgVR9MjoPoP5UtAHyj/wxH+zR/wBCHrX/AIdD4t//ADdUf8MR/s0f9CHrX/h0Pi3/APN1X1dRQB8o/wDDEf7NH/Qh61/4dD4t/wDzdUo/Yk/ZpHTwJrXIIP8AxdH4t9CMEf8AI9dxX1bRQB8o/wDDEf7NH/Qia1/4dD4tf08dUf8ADEf7NH/Qh61/4dD4t/8AzdV9XUUAfKP/AAxH+zR/0Ietf+HQ+Lf/AM3VH/DEf7NH/Qh61/4dD4t//N1X1dRQB8o/8MR/s0f9CHrX/h0Pi3/83VH/AAxH+zR/0Ietf+HQ+Lf/AM3VfV1FAHyj/wAMR/s0f9CHrX/h0Pi3/wDN1R/wxH+zR/0Ietf+HQ+Lf/zdV9XUUAfKP/DEf7NH/Qh61/4dD4t//N1R/wAMR/s0f9CHrX/h0Pi3/wDN1X1dRQB8o/8ADEf7NH/Qh61/4dD4t/8AzdUf8MR/s0f9CHrX/h0Pi3/83VfV1FAHyj/wxH+zR/0Ietf+HQ+Lf/zdUf8ADEf7NH/Qh61/4dD4t/8AzdV9XUUAfKP/AAxH+zR/0Ietf+HQ+Lf/AM3VH/DEf7NH/Qh61/4dD4t//N1X1dRQB8o/8MR/s0f9CHrX/h0Pi3/83VfLH7Wf7APh7XPCfwy1T9n34Wab4m8X+A/jf4B8f634T8YfG34neF9P8U+DPD0WuJreiWfiO91XxUmjarNcX+nXNlex6YkyfZZUS7g3kP8AqrRQB+KMPwB8f6Ynlt/wTT1m4LMZJ5/D/wDwUM1W4knmbJed/wC2b3wwryOxJGUiVc4VI1AFeAfHv9kD9oL4qaL4J8L/AAJ/Yi1P4IeObP4ueCvHU3xE+NP7UGn/ABM+Fmi6d4Rg1e5u4NW0Dwl8TtV8Z3cerzz2sONE0yO/iuvLuLW5sybiRv6LaKAP5tpf2Qv+CqugL/yRb9gb4hlOptfjB+1P4UmnPc/v/G6QRbuw2jB7jrVJ/hB/wUx0lT/aX/BNH9mrxQIwN0nhb9tb4uaWZQvXyodb+I+9d38IZQQf4GxX9K1FAH80CS/tlaGx/wCEp/4It67q8aH94/gj9uPxDeFwPvGGKfxbcuc4+RSD1GTUknxj8Z6QP+Kn/wCCHf7aUAQZml8LfHjxd4uiXH3in2PxJa7u+0bstxg8iv6W6KAP5lZv2vvgJof/ACO//BJn/go/4VCnE7iz+KesRReu2S2+JUAlx/s4J9BQn/BQT/gmlYsq+L/2P/29fBI4Er674F+OgjhY9ma3+KEm4A9SgbABPOK/pqpCAwIYAg8EEZB+oPBoA/mwsv8Agox/wRRlYJrNr8cvCb5w6eJ9D/aasmjPff8AZPE1+Bjo2C2O9d5pf7df/BCPUyqyfGkaOxGSNe1z9qPStg/22uLvYh+rcd6/fXUPCnhfV8/2r4a0DU88H+0NG069yPQ/abaTP41wGp/s+/ATW939s/BD4Q6uH+9/afw18GX+7PXd9r0WXP45oA/JvQv2k/8AgiD4hkjXSv2jfhiXcqU+3/G74yaOMk8bjrPiqxVPcSFcfxcV6J/wS+/Zw+Ak/wAMtF/an8L6Pc3nivxnrn7R+i6N4hXxj4p1jw5qnw21/wDaD8b3+hyR6JqWs3mh3ZudH0rRpINbayOoXcBNzc3M1zcSTt9k67+wV+xL4kZ5Nc/ZN/Z6v2kHzl/hL4KiBz14t9GhGfoASa+J/wBlr4r+B/2SPAnwt/Yw+PPhnxj8JfGugeMPHXw7+H/iHxX4Y1nTv2cfG9nL4j8Z+OvCur+D/idp8A8ESxax4NJmtfCviDVbDxJp+qWN94fubGCS2juZwD9K/Ed7Do0kFz4RvZtW1y3Lx6b4eiSXUY77+OXSF1NW26fZzEAO17czWemyeXdKkAiIZnhnVNZ8W3KXHiXy/Bmv2u1G8ISmDUdR0KV4/njg1JwdG1S6ljyw1jTI76JoSFtHgTzC/TeGNb8CTL52jeLfDGuXU6Kr3threj3ZdBysNpFYXLwWlmpP7q2tgExtaQyy7pW3Na0O21hEuYRam9hTEEsqCW2uYvvG1uwh3NAzYaOeFlubOXE9tIrBlkAPjr/goVZ2WhfsOftUXsSPcajd/Bfxlo6X97I97evJr9gdESNJJixi819QEYjtliTJAVATX2X4X05tH8M+HdIZdraVoWkaay4xtNjp9valcdsGLGO1flV+398Wvhp8UfgF8R/2S/Afxb8OeJPjd8YfFHhD4HWfwk8LeKNL8TfFfwxrereOvDKeLr37DpNzeanpdj4H8KR634n1bWfEdnbadotnpnn3+oQSbLKTyu3/AOCP3xp8PY/4QL/gq/8At2+G0TPkx6n4ttvE0aD+EMs19pyyYAwchc+1AH7jUV+Hj/8ABN7/AIKOaEd3g/8A4LFfGi72/wCrj8b/AAk8Ka+pA6ea1xrt2XPqduT3Pamxfsj/APBanQCRoX/BTn4UeIo0bMa+NP2c9D3SjoFmfT7K4dR67WfnmgD9xaK/Eb/hW/8AwXw8OLm0/aL/AGFviEsXATWvhx4x8OzXAA4LtpWiWsasf4sOuD0JpU8X/wDBffQOJ/hJ+wF48VD1s/F/xB0CWYL1AN1qdpEpfsSiBfQ0AftxRX4lN+0p/wAFvtA/ea//AME7/wBnPxTAnMh8EftG21pPKAf+WNvq9/eOpPYOGx3p/wDw8D/4KY6A4/4S3/gkH8RNRjXHmN4E+O3gTWi2OSYk/s+ZyODwyA9ByaAP2yor8UW/4KsftK6RhvF3/BIr9uLSUH35NDsdA8VxKB97a9pBZK+B0Ixu6Z5qeP8A4LR+FtKRn8e/sJ/8FCPBHl/61rj9nu51iGMgc7pLDWlYgf7ERJ6460Aex+B/AHhL4i/tW/t66zrPg3wP4rvrX4jfs4eAbI+M/CWg+KoDZ6P8CfD2ualpaJrdndC2hmfxRPMnkNEqXflTTBk81X9e8S/sm/sr63p1y5/Zk/Zn17VEtbi4mttT+Angazm0xrZXaU61dWFlFPatG6FEhUtPdvg2oaI+cPkv9gn9pb4efG28/ao+LvhXVofDF58SP2uL7VLPwl8UrzRvAPxC0Dw34V+Dfw48FWUmv+Cdc1SPVrLUDfaddmx06dQjoizSTpH8r/plcNnTb668K6dPqlzqlu0WsfZtW0HUX1tZVETajJPaak5fUrKEloGSMJLbL9iSMKtssQB8X/sZ/Cj4e/CT9rT9ufwx8L/B3h/wD4V03Sf2VLNvDfhLT00bw5H4gvPh94w8Sa3qNro1s32Kyub1Ne04zi3RA8cVuH3ldx/Tivg/9lJ4dX/aK/4KE+J4jvFx+0B8OfCKvz/qvBn7OfwoiMZz93yrvV7xDGQDGcqyhsivvCgDjPFn/IQ8D/8AY3x/+o/r9dkTgE+1cb4s/wCQh4H/AOxvj/8AUf1+uzoA4rwby/i7/sddZ/SGwH9Pz4rta4rwZ18Wn18a65+i2Y/pXa0AFFFFABRRRQAV4p4X/wBX8Hv+wV4i/wDTZHXtecV89aPq/hqXw94L3+Mj4b1zw1aXULKlnDcyxvdwvaXlpd2moWM6o6eWpBVUkRkIyVY5APoWivFx4ksjgf8AC3Lpv9zw9onP/lDf/P6O/t+xbr8WdWPr5fh/RR/Lw22KAPZqK8Z/tnT2x/xdbxGeMYj0LSBnr02+Ez/InjrR/a2nd/ij4sPumg6bz242eDyPyoA9morxj+1NNPT4m+NT0+74ftT+WPBhPp3NN/tPTScf8LK8eE8/d8OR9Pqvgo/h+dAHtNFeL/btMOM/ET4iN/ueHZPXvs8E9+3TjpxTxeaSSA3jz4lseOF0G9XPv8ngnP5GgD2WivKLC2sNVuks7Txt8SWndHdTcWN1p8O2MBmzdXnhK0tVbB+VWlDueEDMK6H/AIQyb/ocvGzdwP7Wsh+q6Wv8/pQBp2PhXR9P8Ta94utoZV1vxJp+haXqs7TyvFNZ+HW1RtLSO3YmKBojrF8ZHiVWm8xPMJ8tMdHXFDwY/fxf41P11mAf+g6etOHg3jB8V+Mz/wBxzH6rarQB2dFcb/whq9/E/jI+x1+UfqsIP49aUeDo+/iPxgf+5jvB/wCghf8AGgDsaK47/hDLfv4h8Yn/ALmjUx/6DKKP+ELtOn9u+MCP+xs1v8sC6H6YoA7GiuO/4Qqx76z4uPbnxdrw4/4DfD6Uv/CFadnJ1XxYfr4w8R4/TUhQBr6N4f0bw+moR6Np8Onpqusanr+orBvxd6xrNwbvVL+Xe7nzry5YzShdqb/uIo4rXK569MYxjI/X/wDV0Paqen2Eem2sVpDLeTRxb8SX17d6hdOXYsfMu7yWa4kwSQvmSNsTaqhQABeoAZ5cZ/gT/vhf6ijy04+ReMY+VeMenHH+cU+igDi/DriPxL46sgMBdT0fUQPUahoNlCzfjLp8o+qmu0ri7Tbb+P8AWIxgHU/C2h3jY/jk07UtZtJG/CO7t19xj0rtKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopMj/P9fT8aAFopMjn268Gk3Ad8fUEfzFADqKTI65/Ht379KMj174/H/P8AnFAC0Um4ev8AnNG4Dv8Aof8AP19O9AC0UgOf8e1LQAg6D6D+VLSDoPoP5UtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAEZ/wAmuL8dfDj4e/FHQ/8AhGfiX4F8H/ELw59rh1AaD438N6P4r0Zb+2SaO3vk03XbO/s0vbeO4njgu0hW4iSeVY5FEjg9pRQB8dan/wAE9v2G9XZnu/2UPgRG7Ekyab8OfDujSAn+JZNHsrF0b/aRlYcYPArmD/wTQ/YhjJaw+BllobnJD+GfHHxN8LvGSc7oj4d8aaZ5RB5Bj24IGK+7KKAPDfgr+zX8Dv2edEGg/CD4d6J4Tga91vUbnVc3mt+KtSvvEeqT61rdzrHjLxDdat4s1mbUNSuJLmdtU1m7OfLjXbHFEie5UUUAFFFFABRRRQAf570DiiigA/z3NH5/5/X9aKKAPAvG/wCyp+zH8S9Wv9f+IX7PPwU8aeINVkE2qa/4m+GHgvWNd1GZY0hWa+1m90abUruVYo441knupHVI41BARQPHr3/gm1+wpeuZR+zF8MNMkJLeZ4d0u88LOGPUq/hu+0plPptIxxjGBX29RQB478FPgB8H/wBnTwzqng/4L+CLDwN4e1vxFf8Ai3WLGzvdY1OTU/Emp21lZ3ur32oa7qOq6lc3U9ppthbZlvGjjhtYY4UjRcV7FRRQBxniz/kIeB/+xvj/APUf1+uzrjPFn/IQ8D/9jfH/AOo/r9dnQBxXgsf8jWfXxrrx/W2H9K7WuK8Ffd8Ve/jXxB/6NgH8xXa0AFFFFABRRRQAhAPWloooAKKKKACiiigAooooAMd+fzP8ulFFFACEZ4NL0oooAKKKTP8AX8vX2/HFAC0Uf5/z/n9aKACiiigAooooAKKKKACiiigDi70eR488O3GcC+8OeJLAgDAZra90G+hHPfYbkjnAw3rXaVxfiY+Rr3gO9I+VfEF9pznuF1Lw9q4QZ/utcW0GR3YJ3xXaDoOMe1ABRRRQAUUUUAFFFFABRRRQAySRIkeSV0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        </p>
        <p style="text-align:justify;line-height:115%;">
          <span style="font-size:12pt;background:#FFFFFF;">Erläuterung Generalsanierung Kollegiengebäude KGA inkl. Verbindungsbau zu KGD&amp;KGB</span>
        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">Das längs zur Ostenstraße situierte 4-geschossige Kollegiengebäude A, auch Seminarbau genannt, bildet als Hauptgebäude den Auftakt zu dem Areal der Kollegiengebäude und schließt zugleich den Hauptcampus der Universität nach Norden hin ab. </span>
        </p>
        <p style="text-align:justify;margin-bottom:6pt;line-height:115%;">
          <span style="background:#FFFFFF;">Die Nutzung des Gebäudes als Verwaltungs- und Seminargebäude bleibt erhalten. Die Eingriffe im Seminarbau belaufen sich hauptsächlich auf Generalsanierungsmaßnahmen und Maßnahmen zur Umsetzung der Brandschutzanforderungen und der Barrierefreiheit. Für den großen Hörsaal im Osten (Raumnutzung nach VStätV für &gt; 200 Personen) ist die Integrierung eines Treppenraums in vorhandene Gebäudestruktur zur Gewährleistung des 2. Flucht- und Rettungswegs erforderlich. Der knapp zweigeschosshohe Raum der Technikzentrale (Hausanschlussraum) im UG und EG des Bestands wird zugunsten einer Sanitäreinheit im EG durch Einbau einer neuen Decke in den Luftraum verkleinert. Die Hauseinführungen werden dabei überarbeitet. Zur Versorgung des großen Hörsaals wird eine Lüftungszentrale in einen Lagerraum im 3. OG eingebaut, für den Ersatz geschaffen werden muss (s. UG KGC).</span>
        </p>
        <p>
          <br />
        </p>
        <p style="text-align:justify;line-height:115%;">
          <image width="873" 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RRQAUUUUAFFFFABRRRQAUUUUAf/9k=</image>
        </p>
        <p style="text-align:justify;line-height:115%;">
          <span style="font-size:12pt;background:#FFFFFF;">Erläuterung Generalsanierung Kollegiengebäude KGB</span>
        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">Das längs zur Universitätsallee situierte 2-geschossige Kollegiengebäude B schließt den Hauptcampus der Universität nach Osten hin ab. Es besteht aus zwei um ein Geschoss zueinander versetzt angeordneten Gebäudeteilen: dem ehemaligen Kunstbau im Westen und dem Dozentenbau im Osten. Das 1. OG befindet sich auf einer Ebene.</span>
        </p>
        <p style="text-align:justify;margin-bottom:6pt;line-height:115%;">
          <span style="background:#FFFFFF;">Das Gebäudes soll als Verwaltungs-, Seminar- und Laborübungsgebäude genutzt werden. Der Fachbereich Kunst mit seinen Werkstatt- und Fachräumen wird ausgelagert. In die neue Aufstockung des ehemaligen Kunstbaus wird der bauakustisch anspruchsvolle Fachbereich Musik integriert, in der neuen Aufstockung des Dozentenbaus werden weitere notwendige Büroflächen untergebracht. Die Bestandstreppenhäuser in KGB erfüllen nicht die brandschutztechnischen Anforderungen, so dass derzeit kein baulicher Rettungsweg vorhanden ist. Der Treppenraum im Dozentenbau kann nicht zu einem „Notwendigen Treppenraum“ umgebaut werden. So wird der 1. Rettungsweg über ein neues Treppenhaus in bestehender Gebäudestruktur im Norden des Dozentenbaus hergestellt. Im Süden wird der Dozentenbau um ein weiteres Treppenhaus (2. Rettungsweg) einschließlich eines Aufzugs erweitert. </span>
        </p>
        <p style="text-align:justify;margin-bottom:6pt;line-height:115%;">
          <span style="background:#FFFFFF;">Im ehemaligen Tankraum unter dem Dozentenbau wird ein Technikraum für Unterbringung der notwendigen Sprinkleranlage  mit einem Tankraum ergänzt.</span>
        </p>
        <p style="text-align:justify;margin-bottom:6pt;line-height:115%;">
          <span style="background:#FFFFFF;">Die Eingriffe im Bestand belaufen sich auf Generalsanierungsmaßnahmen, Maßnahmen zur Erneuerung der technischen Standards in Laborräumen, Umnutzung von Werkstatträume in Seminarräumen, Maßnahmen zur Umsetzung der Brandschutzanforderungen und der Barrierefreiheit und Maßnahmen zur statischen Ertüchtigung bestehender Tragwerke für die Gebäudeaufstockung.</span>
        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
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</image>
        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
          <span style="font-size:12pt;background:#FFFFFF;">Erläuterung Generalsanierung Kollegiengebäude KGC inkl. angrenzendem Trafohaus</span>
        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">Das quer zur Universitätsallee situierte 3-geschossige Kollegiengebäude C wurde als Sportbau mit zusätzlichem Lernschwimmbecken im EG konzipiert und errichtet. Die Nutzung des Schwimmbeckens wurde bereits Anfang der 90-er Jahre aufgegeben. Der folgende Umbau ermöglichte die Nutzung der ehemaligen Schwimmhalle als Studi-Haus und Fitnessraum. Die Nutzungseinheit Sport einschließlich erforderlicher Nebenräume entspricht nicht mehr den Anforderungen und wird ausgelagert. Die Nutzungseinheit Studi-Haus wird ebenfalls ausgelagert. Stattdessen wird der gesamte Fachbereich Kunst in das Gebäude integriert. Hierfür sind tiefgreifende Umstrukturierungsmaßnahmen rund um die Sporthalle erforderlich.</span>
        </p>
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">Im Bereich des Turnhallenraums wird die St-Beton-Rippendecke über EG aufgrund ihrer nutzungsbedingt eingeschränkten Tragfähigkeit abgebrochen und durch eine neue St-Beton-Flachdecke ersetzt, die statisch auf zukünftig höhere Nutzlasten ausgelegt ist. Dabei wird die Stützweite im EG durch eine zusätzliche Stützenreihe reduziert. Diese dienen auch der Ablastung einer neuen Ebene, die z.T. in den zweigeschosshohen Luftraum der Turnhalle eingezogen wird. </span>
        </p>
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">Im UG sind aufgrund des unsicheren Gründungszustandes statisch erforderliche Rückbaumaßnahmen des vorhandenen Schwimmbeckenkörpers einschließlich der nachträglich eingebauten Wandschotteneinbauten notwendig. Im Zuge dieses Rückbaus erfolgt zugleich eine Tieferlegung der neuen Bodenplatte und eine Verbesserung der Gründung des KGC. Dadurch wird die lichte Höhe von ca. 2 m auf  ca. 2,50 m erhöht, um notwendige Lüftungs- und Kältetechnikflächen sowie Lagerflächen für den Fachbereich Kunst vorzusehen. Zusätzliche  Flächen, die im UG geschaffen werden, ersetzen die entfallenen Lagerflächen in KGA und KGD. Die Räume im UG werden über eine neue Treppe im Haupttreppenraum und den neuen Aufzug erschlossen. </span>
        </p>
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">Die Eingriffe im übrigen Bestand belaufen sich auf Generalsanierungsmaßnahmen, Maßnahmen zur Schaffung neuer Werkstatt-, Maschinen-, Seminar- und Büroräume sowie Maßnahmen zur Umsetzung der Brandschutzanforderungen und der Barrierefreiheit. </span>
        </p>
        <p style="text-align:justify;margin-bottom:6pt;margin-left:17pt;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
          <image width="873" 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        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
          <span style="font-size:12pt;background:#FFFFFF;">Erläuterung Generalsanierung Kollegiengebäude KGD (Aula)</span>
        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">Im 2-geschossigen Kollegiengebäude D befindet sich die Aula der Universität. Zum Hofgarten ausgerichtet flankiert das Gebäude im Süden den Eingangshof zum Universitätscampus.</span>
        </p>
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">Die Nutzung des Gebäudes als Aula bleibt erhalten. Jedoch wird der Schwerpunkt einer Hörsaalnutzung mit fester Bestuhlung in Richtung flexible Nutzung für variable Veranstaltungen, wie Theater und Konzerte der Universität, Vorträge, Tagungen und Kongresse aber auch für Prüfungen verlagert. Die Eingriffe belaufen sich somit nicht nur auf Generalsanierungsmaßnahmen und Maßnahmen zur Umsetzung der Brandschutzanforderungen und der Barrierefreiheit, sondern auch zur Verbesserung der klimatischen (Gewährleistung des erforderlichen Luftwechsels nach aktuellen Standards) und akustischen Bedingungen und der Funktionalität, was Möblierung der Aula und Nutzung der Bühne betrifft. So soll die Bühne auch flexibel über Bühnenelemente erweitert werden können, um Platz zu schaffen für das gesamte Universitätsorchester. Seitens der Universität besteht an der 1968 eingebauten Orgel auf Grund geänderter bzw. fachorientierter Anforderungen kein Bedarf mehr. Sie wird demontiert und bis auf Weiteres eingelagert. Die Sanitärräume für Besucher weichen ins UG aus, um einen abgeschlossenen Künstlerbereich und einen Raum für Catering zur Versorgung des Foyers im EG schaffen zu können. Die Technikräume im UG zur lufttechnischen und elektrotechnischen Versorgung der Aula müssen erweitert werden. Dabei entfallen Lagerflächen, die an anderer Stelle nachgewiesen werden müssen (s. UG KGC) </span>
        </p>
        <p />
        <p style="text-align:justify;line-height:115%;">
          <image width="873" 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        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
          <span style="font-size:12pt;background:#FFFFFF;">Erläuterung Generalsanierung Kollegiengebäude KGE inkl. Verbindungsbau zum KGD</span>
        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">Das 3-geschossige Kollegiengebäude E, auch als Musikbau bezeichnet, schließt den Campus im Süd-Westen zum Hofgarten ab.</span>
        </p>
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">Die Nutzung des Gebäudes als Seminar und Bürobau wird beibehalten, allerdings werden die für den Fachbereich Musik genutzten Räume in den B-Bau verlagert. Die Eingriffe belaufen sich hauptsächlich auf Generalsanierungsmaßnahmen, Maßnahmen zur Änderung der räumlichen Struktur im EG zugunsten einer kleinteiligen Büronutzung und Maßnahmen zur Umsetzung der Brandschutzanforderungen und der Barrierefreiheit.</span>
        </p>
        <p />
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
          <image width="873" 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</image>
        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
          <span style="font-size:12pt;background:#FFFFFF;">Erläuterung Generalsanierung Gebäude Ostenstraße 28 (O28)</span>
        </p>
        <p style="text-align:justify;line-height:115%;" />
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">Das 1-geschossige Gebäude O28 (ehem. Hausmeisterhaus)  mit angegliedertem Innenhof, flankiert den Zugang von der Ostenstraße zum Eingangshof. </span>
        </p>
        <p style="text-align:justify;line-height:115%;">
          <span style="background:#FFFFFF;">Die Nutzung des Gebäudes als Poststelle und Campusservice wird beibehalten. Die Eingriffe belaufen sich hauptsächlich auf Generalsanierungsmaßnahmen und Maßnahmen zur Umsetzung der Brandschutzanforderungen und der Barrierefreiheit. </span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">Allgemeine Vorbemerkungen</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">.</span>
        </p>
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">Allgemeine Vorbemerkungen</span>
        </p>
        <p />
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Die in den nachfolgend beschriebenen Positionen aufgeführten Leistungen sind gemäß der "ZTV", </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">sowie den Vorbemerkungen und den vorgestellten technischen Beschreibungen auszuführen.</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Alle Positionen sind als komplette, in sich geschlossene und voll funktionsfähige Leistungen anzubieten.</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Alle beschriebenen Materialien incl. Lieferung, soweit nicht in den Einzelpositionen gesondert erwähnt.</span>
        </p>
        <p style="text-align:justify;" />
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Notwendig erscheinende Änderungen oder Ergänzungen sind mit einer entsprechenden Begründung schriftlich </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">dem Angebot beizufügen.</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">Kurzbeschreibung Leistungsumfang</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">.</span>
        </p>
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">Kurzbeschreibung Leistungsumfang</span>
        </p>
        <p />
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">Der Umfang dieser Ausschreibung umfasst Baumeisterarbeiten inklusive Spezialtiefbau und </span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">statische Abbrucharbeiten an den Gebäuden KGD und KGE und zwar im Einzelnen.</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">Die nachfolgenden Aufzählungen sind Beispiele der durchzuführenden Arbeiten und haben nicht</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">den Anspruch auf Vollzähligkeit.</span>
        </p>
        <p style="margin-bottom:2pt;" />
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">Bauteil KGD</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">-   Abbrucharbeiten stat. Konstruktionen </span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">    *  Teilbereich Stahlbetondecken</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">    *  Mauerwerks - und Stahlbetonwände</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">-   Spezialtiefbauarbeiten</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">     *  Düsenstrahlverfahren (DSV) im Bereich Pumpensumpf und Aufzug</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">     *  Baugrubenverbau im Bereich Einbringöffnung</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">-   Beton- und Stahlbetonarbeiten</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">     *  Sohlplatten Aufzug , Pumpensumpf, Einbringöffnung</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">     *  Stahlbetonwände </span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">     *  Stahlbetondecken</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">     *  Treppenläufe</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">-  Mauerwerksarbeiten</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">     *  Mauerwerkswände</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">     *  Anpassungen im Bestand</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Bauteil KGE</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">-   Abbrucharbeiten stat. Konstruktionen </span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">    *  Teilbereich Stahlbetondecken</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">    *  Mauerwerks - und Stahlbetonwände</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">-   Beton- und Stahlbetonarbeiten</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">     *  Sohlplatten Aufzug , Pumpensumpf, Einbringöffnung</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">     *  Stahlbetonwände </span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">     *  Stahlbetondecken</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">     *  Treppenläufe</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">-  Mauerwerksarbeiten</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">     *  Mauerwerkswände</span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">     *  Anpassungen im Bestand</span>
        </p>
        <p />
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">Mit den im Leistungsverzeichnis enthaltenen Angaben über Bauart, Bauteil, Baustoffe und Abmessungen </span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">gelten auch der Herstellungsvorgang und -ablauf bis hin zur fertigen Leistung unter Zugrundelegung der </span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">momentan gültigen DIN-Vorschriften, sowie den dort aufgeführten Normen, bzw. den „Anerkannten Regeln der </span>
        </p>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">Technik“.</span>
        </p>
        <p style="margin-bottom:2pt;" />
        <p>
          <span style="background:#FFFFFF;">Hierbei bedeutet 'Bauart' das Herstellen durch Zusammenfügen der Stoffe und Bestandteile bis zur fertigen Leistung.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Alle Preise verstehen sich für die komplette Herstellung und Montage.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Zur Klarstellung wird ausdrücklich darauf hingewiesen, dass alle Positionen dieses Leistungsverzeichnisses </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">in funktionsfähiger Ausführung der beschriebenen Leistung zu erbringen sind.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Die anzubietenden Einheitspreise enthalten </span>
          <span style="font-weight:bold;text-decoration:underline;background:#FFFFFF;"> a l l e </span>
          <span style="background:#FFFFFF;"> erforderlichen Nebenleistungen für Anschlüsse, Befestigungen, Verbindungen, Verankerungen und dergleichen, Lieferung der Materialien und Hilfsmaterialien, Gestellung </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">und Vorhalten von Geräten, Maschinen etc. und die Betriebskosten der Maschinen.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Die der Ausschreibung beiliegenden Pläne und Unterlagen sind ebenso bei der Kalkulation zu berücksichtigen </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">– diese sind jedoch nicht zur Bauausführung freigegeben. Unterlagen zur Ausführung erhält der AN nach </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Auftragsvergabe. Vor der Ausführung sind alle Massen vom AN an der Baustelle und mit den Plänen zu überprüfen und verantwortlich zu ermitteln.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Bei Widersprüchen zwischen den beiliegenden Zeichnungen und Details und dieser Leistungsbeschreibung </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">hat die Leistungsbeschreibung für die Kalkulation Vorrang.</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">Termine</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">.</span>
        </p>
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">Termine</span>
        </p>
        <p />
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Die Leistungen des AN werden im Zuge der Hauptmaßnahme 1 mit folgenden Eckdaten durchgeführt.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Die Ausführungszeiten für KG D, KG E </span>
        </p>
        <p style="text-align:justify;" />
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">KG D </span>
        </p>
        <p style="text-align:justify;tab-stops:20mm 40mm 60mm;">
          <span style="background:#FFFFFF;">Spezialtiefbau:			ab. November 2026</span>
        </p>
        <p style="text-align:justify;tab-stops:20mm 40mm 60mm;">
          <span style="background:#FFFFFF;">stat. Abbruch:			ca. November 2026 - ca. Dezember 2026</span>
        </p>
        <p style="text-align:justify;tab-stops:20mm 40mm;">
          <span style="background:#FFFFFF;">Beton- und Stahlbetonarbeiten		ca. November  2026 -  ca. März 2027</span>
        </p>
        <p style="text-align:justify;tab-stops:20mm 40mm 60mm;">
          <span style="background:#FFFFFF;">Maurerarbeiten			ca. Januar  2027 -  ca. April 2027</span>
        </p>
        <p style="text-align:justify;tab-stops:20mm;">
          <span style="background:#FFFFFF;">Fertigstellung Baumeisterarbeiten KGD:	ca. Mai  2027</span>
        </p>
        <p style="text-align:justify;" />
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">KG E </span>
        </p>
        <p style="text-align:justify;tab-stops:20mm 40mm 60mm;">
          <span style="background:#FFFFFF;">stat. Abbruch:			ca. Dezember  2026 - ca. März 2027</span>
        </p>
        <p style="text-align:justify;tab-stops:20mm 40mm;">
          <span style="background:#FFFFFF;">Beton- und Stahlbetonarbeiten		ca. Januar  2027 -  ca. April 2027</span>
        </p>
        <p style="text-align:justify;tab-stops:20mm 40mm 60mm;">
          <span style="background:#FFFFFF;">Maurerarbeiten			ca. Januar  2027 -  ca. Juli 2027</span>
        </p>
        <p style="text-align:justify;tab-stops:20mm;">
          <span style="background:#FFFFFF;">Fertigstellung Baumeisterarbeiten KGE:	ca. Juli 2027</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Nachgezogene Leistungen (Veschluss Durchbrüche): August 2027</span>
        </p>
        <p />
        <p style="tab-stops:20mm 40mm 60mm 80mm;">
          <span style="background:#FFFFFF;">Dauer: 				ca. 8  Monate</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">Anlagenverzeichnis</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">.</span>
        </p>
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">Anlagenverzeichnis</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Die nachstehend aufgeführten Unterlagen sind als Grundlage zur Kalkulation zu beachten.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Planunterlagen werden nur digital bauseits zur Verfügung gestellt.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Für Planunterlagen in Papierform ist der Auftragnehmer selbst verantwortlich.</span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">1. Allgemeine Pläne:</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_GES_AR_GR_BE_005-GES I Baustelleneinrichtung BA 2.1 M 1_500</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGE_AR_UE_BE_801-KGE I Baustelleneinrichtung Geruest</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_UE_BE_802-KGD I Baustelleneinrichtung Geruest</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Montagebühnen und Absturzsicherung Aufzug</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Anlage LV Baustrom KGD</span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">2. Bodengutachten:</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">19161823-4 Universität Eichstätt-Ingolstadt, Bauteil D</span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">3.1 Architektenpläne Gebäude KGD:</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_AN_AN_501-KGD I Ansicht Nord</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_AN_AO_501-KGD I Ansicht Ost</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_AN_AS_501-KGD I Ansicht Sud</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_AN_AW_501-KGD I Ansicht West</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_503-KGD I Grundriss UG - Abbruch Baumeister I 1_50</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister I 1_50</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGD I Grundriss EG - Baumeister I 1_50</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_503-KGD I Grundriss 1.OG - Abbruch Baumeister I 1_50</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_504-KGD I Grundriss 1.OG - Baumeister I 1_50</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_03_504-KGD I Grundriss 2.OG - Baumeister I 1_50</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_DA_504-KGD I Dachaufsicht - Baumeister I 1_50</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D1_501-KGD I Schnitt D1</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D2_501-KGD I Schnitt D2</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D4_501-KGD I Schnitt D4</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D5_501-KGD I Schnitt D5</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_D_KGD_Detail_Treppe</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_DT_6_KABELKANAL (Detail Dachattika)</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KGD_Deckenanschluss Detail A1 Bew-skizze</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KGD_Anschluss_Brandschutzschnur</span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">3.2 Positionspläne Tragwerksplanung Gebäude KGD:</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_UG_002_b</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_00_003_b</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_01_004_b</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_501_b</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_502_b</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_511_b</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_512_b</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KGD_Treppen Künstlerfoyer Bauablauf Konst_SST 2026-02-13</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Bauteil D - Bauablauf Schacht BA I</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Bauteil D - Bauablauf Schacht BA II</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KGD_Anschluss_Brandschutzschnur</span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">4.1 Architektenpläne Gebäude KGE:</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGE_AR_AN_XX_001-KGE Ansicht N+O_M 1_100</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGE_AR_AN_XX_002-KGE Ansicht S+W_M 1_100</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_503-KGE I GR EG-Abbruch Baumeister I 1_50</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_503-KGE I GR 1.OG-Abbruch Baumeister I 1_50</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_504-KGE I GR 1.OG-Baumeister I 1_50</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_503-KGE I GR 2.OG-Abbruch Baumeister I 1_50</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_504-KGE I GR 2.OG-Baumeister I 1_50</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_DG_503-KGE I GR DG-Abbruch Baumeister I 1_50</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_DG_504-KGE I GR DG-Baumeister I 1_50</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_DG_501-KGE I Dachzwischenraum I 1_50</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E2_501-KGE I Schnitt E2</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E3_501-KGE I Schnitt E3</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_D_KGE_Detail Treppe</span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">4.2 Positionspläne Tragwerksplanung Gebäude KGE:</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_BP_001_b</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">5. Fotoanlagen</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Fotos_KGD (29 Stück)</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Fotos_KGE (27 Stück)</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="font-size:9pt;background:#FFFFFF;">WBVB: Weiteres besondere Vertragsbedingungen</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;font-size:12pt;background:#FFFFFF;">WBVB: Weiteres besondere Vertragsbedingungen</span>
        </p>
        <p />
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">1. Baustrom / Bauwasser</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p style="text-align:justify;" />
        <p style="text-align:justify;">
          <span style="font-weight:bold;background:#FFFFFF;">1. Baustrom / Bauwasser</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">1.1 Die Anschlussstellen für Bauwasser und Baustrom werden bauseitig hergerichtet und sind auf dem </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Baustelleneinrichtungsplan dargestellt. Die Herstellung der Bauwasser- und Baustromleitungen von den </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Anschlussstellen bis zum Einsatzort mit unternehmereigenen Versorgungsleitungen, sowie die ordnungsgemäße </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Ableitung von Abwasser ist Sache des AN und ist in die EP Baustelleneinrichtung einzurechnen. </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Der Auf- und Abbau darf nur mit Zustimmung der Bauleitung AG erfolgen. Auf- und Ab- und Umbau </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">sowie Vorhaltung und Wartung ist Nebenleistung und wird nicht gesondert vergütet. Bauwasser darf nicht </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">unkontrolliert entweichen. Abwasser ist ordnungsgemäß in die Abwasseranschlussstelle laut </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Baustelleneinrichtungsplan einzuleiten. Baustrom: die einschlägigen VDE-Vorschriften und technischen </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Anschlussbedingungen des Stromversorgers sind einzuhalten.</span>
        </p>
        <p style="text-align:justify;" />
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="font-size:9pt;background:#FFFFFF;">2. Beleuchtung</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">2. Beleuchtung</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">2.1 Durch den AG ist für die Dauer der Bauzeit eine Beleuchtung für die Baustelleneinrichtungsflächen sowie </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">für die Verkehrsflächen innerhalb und außerhalb des Gebäudes gewährleistet. Eine Arbeitsplatzbeleuchtung </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">wird vom AG nicht eingerichtet. Die ausreichende Beleuchtung der Arbeitsbereiche des AN ist vom AN </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">einzurichten und zu betreiben.</span>
        </p>
        <p />
      </DetailAddText>
    </AddText>
    <AddText>
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        <p>
          <span style="font-size:9pt;background:#FFFFFF;">3. UVV / SiGeKo</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">3. UVV / SiGeKo</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">3.1 Der Sicherheits- und Gesundheitsschutzplan liegt bei der Bauleitung auf und ist mit seinen Aussagen für alle </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">am Bau beteiligten Firmen und Personen verbindlich. Der AN ist verpflichtet, den Auftrag so auszuführen, dass </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">das Gesetz über technische Arbeitsmittel, die maßgeblichen Unfallverhütungsvorschriften, andere </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Arbeitsschutzvorschriften sowie im Übrigen die „allgemeinen anerkannten sicherheitstechnischen und </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">arbeitsmedizinischen Regeln“ beachtet werden. Diese Verpflichtung ist ein Teil des Vertrages. </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Wird diese Regelung nicht beachtet, gilt die Leistung als nicht ordnungsgemäß erfüllt. Schadenersatzansprüche </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">wegen sich daraus ergebenden Folgen bleiben vorbehalten.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">3.2 Gefährdungsbeurteilung / Unterweisung / Sicherheitsfachkraft: der AN hat auf Verlangen des Koordinators </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">eine Gefährdungsbeurteilung (ArbschG § 5,6) zur Einsicht und Abstimmung vorzulegen. Erstmalig auf der </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Baustelle eingesetztes Personal ist vor Beginn der Arbeiten durch ihren Aufsichtsführenden zu unterweisen.</span>
        </p>
        <p />
      </DetailAddText>
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        <p>
          <span style="font-size:9pt;background:#FFFFFF;">4. Verantwortung des AN</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">4. Verantwortung des AN</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">4.1 Der AN hat zur Verhütung von Arbeitsunfällen gemäß BGV A1§2(1) Einrichtungen, Anordnungen und </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Maßnahmen zu treffen, die den Bestimmungen der BGV A1, den sonst geltenden UVVs und im Übrigen den</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;"> allgemein anerkannten sicherheitstechnischen und arbeitsmedizinischen Regeln entsprechen. </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Jeder AN ist dafür verantwortlich, dass seine auf der Baustelle tätigen Bauleiter, bzw. Aufsichtsführenden</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;"> einschließlich seiner Subunternehmer, Kenntnis über diese Baustellenverordnung, sowie die einschlägigen </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Arbeitsschutz- und Unfallverhütungsvorschriften haben. Stellt der AN Mängel fest, sind diese unverzüglich </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">dem Koordinator zu melden und es ist auf deren Abstellung hinzuwirken. Nimmt der AN trotz erkennbarer </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Mängel seine Arbeit auf, ist er zur Mängelbeseitigung verpflichtet.</span>
        </p>
        <p style="text-align:justify;" />
      </DetailAddText>
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        <p>
          <span style="font-size:9pt;background:#FFFFFF;">5. Persönliche Schutzausrüstung</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">5. Persönliche Schutzausrüstung</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">5.1 Auf der Baustelle ist grundsätzlich die erforderliche Schutzausrüstung wie Schutzhelme, Schutzschuhe, </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Hand- Augen und Gehörschutz nach Maßgabe der BGV C22 u UVV Bauarbeiten zu tragen. Der AN hat deren </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Benutzung sicherzustellen. Zuwiderhandelnde Personen können nach einmaliger Verwarnung von der Baustelle</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">gewiesen werden.</span>
        </p>
        <p style="text-align:justify;" />
      </DetailAddText>
    </AddText>
    <AddText>
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        <p>
          <span style="font-size:9pt;background:#FFFFFF;">6. Alkohol- und Rauchverbot</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">6. Alkohol- und Rauchverbot</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">6.1 Auf dem Gelände der Baustelle besteht Alkohol- und Rauchverbot. Der AN und seine Vertreter haben </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Personen, bei denen der begründete Verdacht auf Alkoholeinfluss besteht, unverzüglich von der Baustelle</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">zu verweisen. Ebenso sind Personen, welche das Rauchverbot missachten von der Baustelle zu verweisen.</span>
        </p>
        <p style="text-align:justify;" />
      </DetailAddText>
    </AddText>
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        <p>
          <span style="font-size:9pt;background:#FFFFFF;">7. Erste Hilfe</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p style="text-align:justify;" />
        <p style="text-align:justify;">
          <span style="font-weight:bold;background:#FFFFFF;">7. Erste Hilfe</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">7.1 Anforderungen nach der Arbeitsstättenverordnung und BGV A5 (Ersthelfer, Erstversorgung) hat der AN zu erfüllen. Die Ersthelfer sind zu benennen.</span>
        </p>
        <p style="text-align:justify;" />
      </DetailAddText>
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    <AddText>
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        <p>
          <span style="font-size:9pt;background:#FFFFFF;">8. Brand- und Explosionsschutz</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">8. Brand- und Explosionsschutz</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Bei feuergefährlichen Arbeiten sind durch den AN Feuerlöscher (Anzahl nach DIN EN 3 und DIN 14406 Teil1) </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">bereitzustellen. Zusätzlich ist brennbares Material aus dem Gefahrenbereich zu entfernen oder abzudecken. </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">In feuergefährdeten Bereichen gilt absolutes Rauchverbot. Schweiß-, Schneid-, Schleif- und Aufheizarbeiten </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">bedürfen in der Regel besonderer Sicherheitsmaßnahmen und einer schriftlichen Genehmigung in Form eines Schweißerlaubnisscheins, mit genauen Angaben über die zu treffenden Schutzmaßnahmen. Der AN hat seine </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Beschäftigten im Gebrauch der Löscheinrichtungen vertraut zu machen.</span>
        </p>
        <p />
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="font-size:9pt;background:#FFFFFF;">9. Baumaschinen und Geräte</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">9. Baumaschinen und Geräte</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Bei Maschinen, Geräten, Werkzeugen, elektrischen Anlagen und Betriebsmitteln, sowie überwachungsbedürftigen </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Anlagen, die einer Prüfpflicht unterliegen, verpflichtet sich der AN, die entsprechenden Nachweise, </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Aufbauanleitungen, Zulassungsbescheide, Erlaubnisse, Prüf- und Kontrollbücher an der Baustelle vorzuhalten. </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Der AN hat dafür zu sorgen, dass Baumaschinen und Geräte nur von dazu beauftragtem Personal bedient werden.</span>
        </p>
        <p />
      </DetailAddText>
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        <p>
          <span style="font-size:9pt;background:#FFFFFF;">10. Vermessungsarbeiten</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">10. Vermessungsarbeiten</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">10.1 Im Zuge der Bauarbeiten werden durch ein vom AG beauftragtes Vermessungsbüro Gebäudehauptachsen </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">eingemessen. Im Zuge der Baumeisterarbeiten werden ebenso die maßgeblichen Meterrisse erstellt. </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Benannte Vermessungsleistungen dürfen nur nach ausdrücklicher Freigabe der Objektüberwachung verändert </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">oder abgebaut werden. Nachvermessungen aufgrund von Zuwiderhandlung gehen zu Lasten des Verursachers. </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Alle weiterführenden Einmessarbeiten, die zur Leistung des AN erforderlich werden, sind vom AN </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">eigenverantwortlich durchzuführen.</span>
        </p>
        <p style="text-align:justify;" />
      </DetailAddText>
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        <p>
          <span style="font-size:9pt;background:#FFFFFF;">11. Montagearbeiten</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">11. Montagearbeiten</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Bei Montagearbeiten ist eine schriftliche Montageanweisung, in der die zum Einsatz kommenden Maschinen, </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Geräte und Werkzeuge erkennbar sind, rechtzeitig vor Beginn der Arbeiten dem Koordinator vorzulegen und </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">von diesem genehmigen zu lassen.</span>
        </p>
        <p style="text-align:justify;" />
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="font-size:9pt;background:#FFFFFF;">12. Gefahrstoffe</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">12. Gefahrstoffe</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">12.1 Bei der Planung, Umgang mit Gefahrstoffen, ist eine Prüfung auf Ersatzstoffe durchzuführen. </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Die Sicherheitsdatenblätter und die dazugehörigen Betriebsanweisungen sind auf der Baustelle vorzuhalten </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">und auf Verlagen zur Einsicht vorzulegen.</span>
        </p>
        <p style="text-align:justify;" />
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="font-size:9pt;background:#FFFFFF;">I. ZTV: Zusätzliche technische Vertragsbedingungen</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;font-size:12pt;background:#FFFFFF;">I. ZTV: Zusätzliche technische Vertragsbedingungen</span>
        </p>
        <p />
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="font-size:9pt;background:#FFFFFF;">1. Kalkulationshinweis</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">1. Kalkulationshinweis</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">1.1 Die Zusätzlichen Technischen Vertragsbedingungen (ZTV) stellen den Qualitäts- und Leistungsumfang fest, </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">der für alle Leistungspositionen gilt und grundsätzlich in die jeweiligen Einheitspreise einzurechnen ist, </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">auch wenn dies nachstehend in den einzelnen Punkten,  bzw. in den einzelnen Positionen nicht mehr </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">gesondert erwähnt wird und auch keine gesonderten Positionen hierfür vorgesehen sind.</span>
        </p>
        <p style="text-align:justify;" />
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">1.2 Auch wenn in Positionen im Besonderen auf einzelne Punkte der ZTV hingewiesen wird, so behalten auch nicht </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">erwähnte relevante Punkte deren Gültigkeit.</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Ebenso kann aus einer besonderen Erwähnung in einzelnen Punkten der ZTV wie "ist in den EP einzurechnen" </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">kein Rückschluss gezogen werden, dass andere Punkte der ZTV ohne diese besonderen Erwähnung nicht </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">in die EP einzukalkulieren sind. </span>
        </p>
        <p style="text-align:justify;" />
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">1.3 Die ZTV entbinden den AN nicht von der Beachtung und Einhaltung allgemeingültiger und ohnehin </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">zu erfüllender Bestimmungen und Vorschriften sowie anerkannten Regeln der Technik.</span>
        </p>
        <p />
      </DetailAddText>
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        <p>
          <span style="font-size:9pt;background:#FFFFFF;">2. Widerspruch Langtext zu Kurztext</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">2. Widerspruch Langtext zu Kurztext</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Bei eventuell fehlender Übereinstimmung (Widerspruch) zwischen Langtext und Kurztext gilt in jedem </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Fall nur der Langtext der Leistungsbeschreibung.</span>
        </p>
        <p />
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="font-size:9pt;background:#FFFFFF;">3. Transporte</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">3. Transporte</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Vor Angebotsabgabe sind durch den AN sämtliche Transport- und Fahrwege zur bzw. von der Baustelle </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">verantwortlich zu prüfen. Alle eventuellen Erschwernisse des Transportes sind mit den EP abgegolten.</span>
        </p>
        <p />
      </DetailAddText>
    </AddText>
    <AddText>
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        <p>
          <span style="font-size:9pt;background:#FFFFFF;">4. Sicherheitsvorkehrungen</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">4. Sicherheitsvorkehrungen</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Sämtliche für die Ausführung der Leistungen des AN erforderlichen Sicherheitsvorkehrungen, etc. nach </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">den Unfallverhütungsvorschriften sind in die Einheitspreise einzukalkulieren. Dem AN obliegt die Herstellung </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">sämtlicher Absperrungen, Abdeckungen sowie deren ständiger Unterhalt bis zum Ende des Gefahrenpotentials.</span>
        </p>
        <p />
      </DetailAddText>
    </AddText>
    <AddText>
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        <p>
          <span style="font-size:9pt;background:#FFFFFF;">5. Arbeitsunterbrechungen</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">5. Arbeitsunterbrechungen</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Arbeitsunterbrechungen infolge von Ausfällen der Strom- und/ oder Wasserversorgung werden nicht vergütet.</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="font-size:9pt;background:#FFFFFF;">6. Arbeiten in Grenzbereichen zu Nachbargrundstücken</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">6. Arbeiten in Grenzbereichen zu Nachbargrundstücken</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Im Grenzbereich zu Nachbargrundstücken und öffentlichen Straßen darf grundsätzlich nur vom Baugelände</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">aus gearbeitet werden.</span>
        </p>
        <p />
      </DetailAddText>
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    <AddText>
      <OutlineAddText>
        <p>
          <span style="font-size:9pt;background:#FFFFFF;">7. Öffentliche Verkehrswege</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">7. Öffentliche Verkehrswege</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">7.1 Der Auftragnehmer hat unmittelbar nach Auftragserteilung die Benutzung der öffentlichen Verkehrswege </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">mit den zuständigen Ämtern abzuklären und entsprechende Genehmigungen auf seine Kosten einzuholen. </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Werden durch die Arbeiten des AN öffentliche (oder nicht öffentliche Verkehrswege) beschädigt oder verschmutzt,</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">so muss der AN für Reinigung und Wiederherstellung aufkommen. </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Eventuell notwendige Schutzmaßnahmen hat der AN eigenverantwortlich und auf eigene Kosten herzustellen </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">und nach Abschluss der Arbeiten zu räumen.</span>
        </p>
        <p style="text-align:justify;" />
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">7.2 Der AN hat Sorge zu tragen, dass Verschmutzungen aller öffentlichen Straßen unterbunden werden. </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Sämtliche Baufahrzeuge dürfen die Baustelle grundsätzlich nur mit gereinigten Rädern verlassen.</span>
        </p>
        <p style="text-align:justify;" />
      </DetailAddText>
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        <p>
          <span style="font-size:9pt;background:#FFFFFF;">8. Wiederherstellung Vermessungspunkte</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">8. Wiederherstellung Vermessungspunkte</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Die Sicherung und Wiederherstellung eventuell während der Arbeiten des AN verloren gegangener </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">oder beschädigter Grenzsteine liegt im Verantwortungsbereich des AN. Ggfs. dadurch anfallende Kosten </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">gehen zu Lasten des AN</span>
        </p>
        <p />
      </DetailAddText>
    </AddText>
    <AddText>
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        <p>
          <span style="font-size:9pt;background:#FFFFFF;">9. Vermessungs- und Absteckarbeiten</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">9. Vermessungs- und Absteckarbeiten</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">9.1 Vom AG werden CAD-Dateien übergeben, in denen die Lage der Bauzäune etc. maßstäblich eingetragen ist.</span>
        </p>
        <p style="text-align:justify;" />
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">9.2 Leistung des AN ist die Durchführung aller für die Leistungen des AN notwendigen Vermessungs- und </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Absteckarbeiten auf Basis dieser Daten. </span>
        </p>
        <p style="text-align:justify;" />
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">9.3 Der Aufwand wird in gesonderter Position vergütet.</span>
        </p>
        <p />
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="font-size:9pt;background:#FFFFFF;">10. Behördliche Genehmigungen</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">10. Behördliche Genehmigungen</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Sämtliche erforderliche Genehmigungen und Abnahmen (z.B. Anmietung von öffentlichen Flächen, </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Schwerlast für Autokran, Straßensperrungen etc.), die zur Durchführung der Leistungen des Auftragnehmer </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">notwendig sind, werden durch den Auftragnehmer eigenverantwortlich und rechtzeitig eingeholt; die Kosten für </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">die Beauftragung und Durchführung der Verfahren trägt der Auftragnehmer.</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Schäden an Gehwegen, Straßen, öffentlichen Zuwegungen sowie Parkplätzen, welche durch Baustellenfahrzeuge </span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">entstehen, gehen zu Lasten des AN`s.</span>
        </p>
        <p />
      </DetailAddText>
    </AddText>
    <AddText>
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        <p>
          <span style="font-size:9pt;background:#FFFFFF;">11. Arbeitszeiten</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">11. Arbeitszeiten</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Für die Arbeitszeiten gilt folgendes (siehe auch Baustellenordnung): </span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Montag - Freitag               07:00 Uhr bis 19:00 Uhr</span>
        </p>
        <p style="tab-stops:20mm 40mm;">
          <span style="background:#FFFFFF;">Samstag		08:00 Uhr bis 18:00 Uhr</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Übernachtungen auf der Baustelle sind nicht gestattet</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">II. AUSFÜHRUNG - Grundsätzliches</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p style="margin-bottom:2pt;" />
        <p style="margin-bottom:2pt;">
          <span style="font-weight:bold;font-size:12pt;background:#FFFFFF;">II. AUSFÜHRUNG - Grundsätzliches</span>
        </p>
        <p />
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">1. BAUABLAUF</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">1. BAUABLAUF</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Alle auszuführenden Arbeiten sind in Zusammenarbeit mit anderen Gewerken auszuführen. </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Eine Absprache bzw. Abstimmung über die zeitliche Abfolge der Arbeiten ist zwingend erforderlich.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Der AN hat, auf Grundlage der vorgegebenen Rahmentermine, einen detaillierten Termin- und Arbeitsablaufplan </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">über seine vertraglichen Leistungen zu erstellen, anhand dessen die Einhaltung der Vertragsfristen nachgewiesen </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">und überwacht werden kann. Die Detaillierung hat sich dabei auf alle Bauelemente pro Bauteil und Geschoss </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">zu beziehen.</span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">Eingeschränkte Tätigkeiten während Prüfungen:</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Im Zeitraum in denen Prüfungen stattfinden dürfen keine lärmintensiven Arbeiten ausgeführt werden. </span>
        </p>
        <p style="text-align:justify;" />
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Folgende Prüfungszeiträume sind zu beachten:</span>
        </p>
        <p style="text-align:justify;" />
        <p>
          <span style="background:#FFFFFF;">-  01.02. - 26.02.2027  (KW 05 - 08)</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">-  17.07. - 06.08.2027  (KW 28 - 31)</span>
        </p>
        <p style="text-align:justify;" />
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Diese Erschwernisse sind in der Terminplanung zu berücksichtigen und bei der Ausführung zu beachten.</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Stillstandszeiten durch den Prüfungszeitraum sind insbesondere bei lärmintensiven Arbeiten</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">in die EP einzukalkulieren.</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">2. FACHBAULEITUNG des AUFTRAGNEHMERS</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">2. FACHBAULEITUNG des AUFTRAGNEHMERS</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Der Auftragnehmer hat über den gesamten Zeitraum seiner Leistung einen verantwortlichen, </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">deutschsprachigen und fachlich qualifizierten Bauleiter vor Ort zu stellen für die Leitung der Ausführung. </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Der Bauleiter muss arbeitstäglich immer erreichbar sein und sollte bei der bei der Ausführung der eigenen </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Leistung auf der Baustelle anwesend sein. Seine Vertretung bei Abwesenheit kann durch einen Polier / Vorarbeiter </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">mit gleichen Befugnissen erfolgen.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Dieser ist bei Annahme des Bauvertrags schriftlich zu benennen. Der dem Auftraggeber benannte Bauleiter </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">gilt gegenüber dem Auftraggeber als bevollmächtigt, alle Erklärungen und Handlungen abzugeben und </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">entgegenzunehmen, welche die Baudurchführung betreffen.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Ein Auswechseln des verantwortlichen Bauleiters ist nur in begründeten Fällen nach schriftlicher Antragstellung </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">durch den Auftragnehmer mit Genehmigung des Auftraggebers möglich.</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">3. BAUTAGESBERICHTE</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">3. BAUTAGESBERICHTE</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Der Auftragnehmer hat Bautagesberichte (Bautagebuch) zu führen und dem Auftraggeber </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">bzw. der zuständigen Bauüberwachung des Auftraggebers wöchentlich im Original zu übergeben.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Es müssen alle Angaben enthalten sein, die für die Abrechnung und Ausführung von Bedeutung sind.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Ferner sind Angaben über Wetter, Temperatur, Zahl und Art der beschäftigten Arbeitskräfte, </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">der eingesetzten Großgeräte, Abnahmen, Unterbrechungen der Arbeitszeit mit Angabe der Gründe, Unfälle </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">und sonstige Vorkommnisse aufzuführen. Der Auftraggeber bzw. die örtliche Bauüberwachung des Auftraggebers </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">bestätigen bei rechtzeitiger Vorlage die Kenntnisnahme durch Unterschrift; die Bauüberwachung des Auftraggebers </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">ist berechtigt, abweichende Sachdarstellungen im Bautagebuch zu vermerken.</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
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        <p>
          <span style="background:#FFFFFF;">4. PLANUNGSUNTERLAGEN</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">4. PLANUNGSUNTERLAGEN</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Leistungen sind auf Grundlage der letztgültigen Ausführungspläne,</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">der Statischen Berechnung mit Positions- und Schalplänen, dem Baugrundgutachten,</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">der Werk- und Lagepläne sowie gem. den Anweisungen der Projektsteuerung und</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Bauüberwachung des AG herzustellen.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Dabei sind die aufgeführten Angaben exakt zu beachten.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Alle Ausführungsunterlagen werden dem AN  ausnahmslos digital  durch den Planer zur Verfügung gestellt.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Neben den im Anlagenverzeichnis aufgeführten Plänen erhält der AN die Schal- und Bewehrungspläne</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">mindestens 4 Wochen vor dem Datum der Betonage des jeweiligen Bauteils</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Vom  Auftragnehmer verwendete Ausführungsunterlagen müssen zur Ausführung freigegeben sein.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Die Ausführung hat grundsätzlich mit dem aktuellsten Index zu erfolgen.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Auf die Holpflicht des Auftragnehmers wird explizit verwiesen.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Papierausdrucke sind bei Bedarf durch den AN selbstständig zu veranlassen.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Es ist davon auszugehen, dass es im Zeitraum der Ausführung</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">- bei den Architektenplänen 4 Indexfortschreibungen</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">- bei den Schal- und Bewehrungsplänen mindestens eine Indexfortschreibung</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">geben wird.</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">5. UMFANG der LEISTUNGEN</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">5. UMFANG der LEISTUNGEN</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Mit den im Leistungsverzeichnis enthaltenen Angaben über Bauart, Bauteil, Baustoffe und Abmessungen </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">gelten auch der Herstellungsvorgang und -ablauf bis hin zur fertigen Leistung unter Zugrundelegung </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">der momentan gültigen DIN-Vorschriften, sowie den dort aufgeführten Normen, bzw. den „Anerkannten Regeln </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">der Technik“.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Hierbei bedeutet 'Bauart' das Herstellen durch Zusammenfügen der Stoffe und Bestandteile </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">bis zur fertigen Leistung. Alle Preise verstehen sich für die komplette Herstellung und Montage.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Zur Klarstellung wird ausdrücklich darauf hingewiesen, dass alle Positionen dieses Leistungsverzeichnisses </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">in  funktionsfähiger Ausführung der beschriebenen Leistung zu erbringen sind.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Die anzubietenden Einheitspreise enthalten </span>
          <span style="font-weight:bold;text-decoration:underline;background:#FFFFFF;"> a l l e </span>
          <span style="background:#FFFFFF;"> erforderlichen Nebenleistungen für Anschlüsse, Befestigungen, Verbindungen, Verankerungen und dergleichen, Lieferung der Materialien und Hilfsmaterialien, Gestellung und </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Vorhalten von Geräten, Maschinen etc. und die Betriebskosten der Maschinen.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Die der Ausschreibung beiliegenden Pläne und Unterlagen sind ebenso bei der Kalkulation zu berücksichtigen </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">– diese sind jedoch nicht zur Bauausführung freigegeben. Unterlagen zur Ausführung erhält der AN nach </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Auftragsvergabe. Vor der Ausführung sind alle Massen vom AN an der Baustelle und mit den Plänen zu </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">überprüfen und verantwortlich zu ermitteln.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Bei Widersprüchen zwischen den beiliegenden Zeichnungen und Details und dieser Leistungsbeschreibung </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">hat die Leistungsbeschreibung für die Kalkulation Vorrang.</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">6. ABRECHNUNG und AUFMAß</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">6. ABRECHNUNG und AUFMAß</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Abrechnungsunterlagen und Aufmaße sind mit der Bauüberwachung zu besprechen und von der Bauüberwachung </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">gegenzeichnen zu lassen. Der AN hat rechtzeitig und in Abstimmung mit der Bauüberwachung zu den </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Abschlagszahlungen gemeinsame Termine zur Aufmaßkontrolle zu vereinbaren.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Aufmaße sind kumuliert zu erstellen und von der Auftraggeber- und Auftragnehmerseite zu unterzeichnen. </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Es dürfen nur gleiche Positionen auf einem Aufmaßblatt abgerechnet werden.</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">7. BRANDSCHUTZ</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">7. BRANDSCHUTZ</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Bei feuergefährlichen Arbeiten wie Schweißen, Schneiden, Löten sind die Vorschriften gemäß BGV A 1 § 43 </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">und BGV D 1 § 30 ohne zusätzliche Vergütung genauestens einzuhalten.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Die Verordnung über die Verhütung von Bränden (VVB) Stand 10.12.2012 (BayRSII, S. 615) ist zu beachten.</span>
        </p>
        <p style="margin-top:2pt;">
          <span style="background:#FFFFFF;">Leichtentzündliche oder selbstentzündliche Stoffe dürfen nur in den Mengen, die für den Fortschritt der Arbeiten </span>
        </p>
        <p style="margin-top:2pt;">
          <span style="background:#FFFFFF;">erforderlich sind, am Arbeitsplatz vorgehalten werden. Diese Stoffe sind nach Beendigung der Arbeiten aus dem </span>
        </p>
        <p style="margin-top:2pt;">
          <span style="background:#FFFFFF;">Gebäude zu entfernen. An Arbeitsstellen mit feuergefährlichen Arbeiten(z.B. Arbeiten im Sinne der UVV </span>
        </p>
        <p style="margin-top:2pt;">
          <span style="background:#FFFFFF;">„Schweißen, Schneiden und verwandte Verfahren) hat der An je nach Brandgefährlichkeit geeignete </span>
        </p>
        <p style="margin-top:2pt;">
          <span style="background:#FFFFFF;">Schutzmaßnahmen zu ergreifen und u.a. Feuerlöscheinrichtungen bereitzustellen.</span>
        </p>
        <p style="margin-top:2pt;">
          <span style="background:#FFFFFF;">Prinzipiell ist bei Schneide-, Schweiß- und Lötarbeiten vor Ausführungsbeginn eine schriftliche Erlaubnis </span>
        </p>
        <p style="margin-top:2pt;">
          <span style="background:#FFFFFF;">bei der Bauüberwachung des AG's einzuholen.</span>
        </p>
        <p style="margin-top:2pt;">
          <span style="background:#FFFFFF;">Brandgefährdete Bereiche sind zu Kennzeichnen. Erforderlichenfalls (sh. Arbeitsstättenverordnung) ist ein </span>
        </p>
        <p style="margin-top:2pt;">
          <span style="background:#FFFFFF;">Flucht- und Rettungsplan aufzustellen. Die Arbeitnehmer sind entsprechend zu unterweisen. Die Maßnahmen </span>
        </p>
        <p style="margin-top:2pt;">
          <span style="background:#FFFFFF;">sind mit den anderen Gewerken abzustimmen und der Bauüberwachung vor Beginn der Arbeiten bekanntzugeben.</span>
        </p>
        <p style="margin-top:2pt;">
          <span style="background:#FFFFFF;">Arbeiten unter Einsatz von Trennschleifern oder Trennschneidern innerhalb des Gebäudes  sind generell verboten. Das Arbeiten mit Trennsägen ist erlaubt. </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Das Verkeilen von Brandschutztüren ist untersagt.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Bereitstellung von Feuerlöschern</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">In den Baubaracken, Lagern, Werkstätten und auf der Baustelle sind, soweit hier brennbare Stoffe verarbeitet </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">und gelagert werden, an leicht zugänglichen Stellen zugelassene Feuerlöscher nach DIN14406, mindestens </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Type PG 6, in ausreichender Zahl bereitzuhalten. Dies gilt auch bei Arbeiten mit Gasbrennern.</span>
        </p>
      </DetailAddText>
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    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">8. MATERIALANLIEFERUNG</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">8. MATERIALANLIEFERUNG</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Der AN hat die erforderlichen Materialien, Maschinen und Geräte dem Arbeitsfortschritt entsprechend </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">auf die Baustelle anzuliefern. Anlieferungsort, Standort sowie Be- und Entladung sind mit der Bauüberwachung </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">abzustimmen.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Der AN hat die Materiallieferungen so zu disponieren, dass eine Annahme durch das Personal des AN erfolgt. </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Bei Materiallieferungen, insbesondere durch Drittfirmen, ist dafür Sorge zu tragen, dass die Lieferpapiere, </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">über die Bezeichnung der Baumaßnahme hinaus, immer die Empfängerfirma (Auftragnehmer) angegeben ist.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Die Bauüberwachung nimmt keine Materiallieferungen für ausführende Firmen an.</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">III. BAULEISTUNGEN -  allgemein</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;font-size:12pt;background:#FFFFFF;">III. BAULEISTUNGEN -  allgemein</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">1.  Leistungsumfang</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">1.  Leistungsumfang</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Gegenstand dieses Leistungsverzeichnisses sind die Spezialtiefbau-, statischen Abbruch- und </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Baumeisterarbeiten bei den  Gebäuden KGD und KGE bei der Generalsanierung Kollegiengebäude </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Kath. Universität Eichstätt-Ingolstadt im Bereich des Grundstückes Ostenstrasse 26 in 85072 Eichstätt.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Die nach diesem Leistungsverzeichnis zu erbringenden Leistungen beschreiben im Einzelnen</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">die Ausführung von:</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">- KGD</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">  *  statische Abbrucharbeiten (Decken, Wände, etc.) inkl. der notwendigen Abstützmaßnahmen</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">  * Spezialtiefbauarbeiten</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">  *  Stahlbetonarbeiten, (Decken, Stützen, Wände, Treppen, Aufzugsschacht)</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">  *  Mauerwerksarbeiten</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">  *  Bauhilfsmaßnahmen / -abstützungen</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">- KGE</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">  *  statische Abbrucharbeiten (Decken, Wände, etc.) inkl. der notwendigen Abstützmaßnahmen</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">  *  Stahlbetonarbeiten, (Decken, Stützen, Wände, Treppen, Aufzugsschacht)</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">  *  Mauerwerksarbeiten</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">  *  Bauhilfsmaßnahmen / -abstützungen</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Grundsätzlicher Leistungsumfang</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Die ausgeschriebenen Leistungen umfassen die Herstellung, Lieferung und die komplette Ausführung</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">der nachfolgend beschriebenen Konstruktionen.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Alle Leistungspositionen sind anzubieten einschließlich aller zugehörenden Verankerungs-, Aussteifungs-, Kleinteile und Befestigungsmittel, Bohrungen, Schlitze etc., auch wenn dies in den einzelnen Positionen nicht mehr erwähnt wird.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Die in den ZTV, in der Leistungsbeschreibung und den Details ausgewiesenen Konstruktionen zeigen den </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Lösungsvorschlag der Planer, der die formalen und technischen Forderungen beinhaltet.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Die dem LV beiliegenden Anlagen (Pläne) sind keine Ausführungsunterlagen.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Die Grundkonzeption mit ihren ablesbaren technischen und formalen Forderungen ist für den AN verbindlich </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">und definiert das qualitative Mindestmaß.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Es sind höhere Anforderungen zu berücksichtigen, soweit dies aus ausführungstechnischen oder anderen Gründen notwendig ist.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Die ZTV entbinden den AN nicht von der Beachtung und Einhaltung allgemeingültiger und ohnehin zu erfüllender </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Bestimmungen und Vorschriften sowie anerkannten Regeln der Technik.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Die Angebotspreise gelten grundsätzlich für die Ausführung in allen Räumen und Geschossen und auf allen Flächen mit jeglichen Einzelflächengrößen gemäß den beigefügten Plänen, inkl. das Einrichten, Vorhalten und Räumen</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">der Baustelleneinrichtung mit den zur Ausführung der beschriebenen Geräte u. dgl. gemäß DIN 18299.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Werden Leistungen aus Positionen mit explizitem Hinweis "nur auf Anordnung der Bauleitung bzw. OÜ oder AG" </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">vom AN eigenmächtig und im Vorab ausgeführt, besteht kein Anspruch auf Vergütung!</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Abbildungen, Planauszüge u. dgl. in den Leistungspositionen dienen der Unterstützung zur Erläuterung der </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">entsprechenden Position und als Hinweis auf entsprechende Planstellen. Sie befreien den Bieter nicht, die für </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">diese Leistung im Originalmaßstab zutreffenden Pläne oder Details  zu sichten und für die Kalkulation heranzuziehen.</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">2.  Abrechnung und Aufmaß</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">2.  Abrechnung und Aufmaß</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Alle Bereiche, die nachträglich nicht mehr überprüft werden können, sind mit der Objektüberwachung </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">vor Ausführung aufzumessen.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Die Aufmaße sind in Abrechnungsplänen mindestens M = 1:100 zusammenzufassen. </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Die Aufmaßpläne sind fortlaufend zu nummerieren und mit der Rechnung einzureichen.</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">3.  Baumbestand</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">3.  Baumbestand</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Bei der Baustelleneinrichtung und den auszuführenden Arbeiten ist auf den vorhandenen Baumbestand </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">besondere Rücksicht zu nehmen. </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Beschädigungen des Baumbestandes und der vorhandenen Baumschutzzäune sind bei allen </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">beschriebenen Arbeiten von Vornherein auszuschließen.</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">4. Sparten</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">4. Sparten</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">14 Tage vor Beginn der Erdarbeiten hat sich der AN zu vergewissern, </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">dass alle bekannten Sparten im Baugrubenbereich außer Betrieb sind, </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">hierfür ist eine Abstimmung mit den Fachplanern im Vorfeld erforderlich.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Diese Vorleistungen sind in die EP einzukalkulieren - eine gesonderte</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Vergütung hierfür erfolgt nicht.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Werden beim Aushub dennoch Sparten angetroffen, die nicht bekannt </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">und stillgelegt sind, müssen die Arbeiten in diesem Bereich sofort ein-</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">gestellt werden und die zuständigen Ämter sowie der SIGE-Koordinator </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">und der Auftraggeber verständigt werden. </span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Hierbei sind notwendige Schutzmaßnahmen für vorhandene Ver- und</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Entsorgungeinrichtungen und -leitungen durchzuführen. </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Der ununterbrochene Betrieb sämtlicher Leitungen muss gewährleistet sein.</span>
        </p>
        <p />
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">5. Ortsbesichtigung</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">5. Ortsbesichtigung</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Eine Ortsbesichtigung wird dem Bieter vor Erstellen seines Angebotes ausdrücklich empfohlen.</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">6. Standsicherheit und Erschütterungen</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">6. Standsicherheit und Erschütterungen</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Die Standsicherheit von angrenzenden Bauteilen (Bestandsbauten),</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Böschungen/ Verbau-Randbereichen und Bauzwischenzuständen ist vom AN zu gewährleisten.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Erd- und Verbauarbeiten in unmittelbarer Nähe von Bauwerken, Grenzbebauungen, zu erhaltender Sparten </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">etc. sind mit besonderer Vorsicht durchzuführen.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Gefährdete bauliche Anlagen sind dabei gemäß DIN 4123 zu sichern.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Rammarbeiten sind nicht zugelassen.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Am oberen Baugrubenrand ist ein lastfreier Schutzstreifen  von mind. 2,0 m einzuhalten.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Für Verkehrs- und Lagerlasten (Kräne/ Betonpumpenstandplätze) im </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Nahbereich von Baugrubenrändern, Verbaulinien, Böschungen u.ä., </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">ist im Vorfeld die Standsicherheit zu überprüfen sowie eine Abstimmung</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">mit Statiker und Bauüberwachung vorzunehmen.</span>
        </p>
        <p />
        <p />
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">7. Winterbaumaßnahmen</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">7. Winterbaumaßnahmen</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Winterbaumaßnahmen dürfen nur nach vorheriger Genehmigung und</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">besonderer Anordnung durch den Auftraggeber ausgeführt werden.</span>
        </p>
        <p style="text-indent:-42pt;margin-left:44pt;" />
        <p>
          <span style="background:#FFFFFF;">Die zur Feststellung als Winterbautag erforderliche Temperaturmessung erfolgt morgens um 7.00 Uhr. </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Neuschneehöhen über 10 cm berechtigen in Abstimmung mit der Objektüberwachung zur Einleitung </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">gesondert zu vergütender Maßnahmen. Die Temperaturen sind an windgeschützter </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Stelle 1,50 m über Gelände mit einem geeichten Messgerät zu messen. </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Die Temperaturwerte und die Schneehöhen sind im Bautagebuch täglich festzuhalten.</span>
        </p>
        <p style="text-indent:-42pt;margin-left:44pt;" />
        <p style="text-indent:-42pt;margin-left:44pt;">
          <span style="background:#FFFFFF;">Bei unzureichender Handhabung gelten die Angaben des amtlichen Wetterdienstes. </span>
        </p>
        <p style="text-indent:-42pt;margin-left:44pt;" />
        <p style="text-indent:-42pt;margin-left:44pt;">
          <span style="background:#FFFFFF;">Es steht dem AN frei, auf seine Kosten eine geeichte Wetterstation mit automatischer Temperaturaufzeichnung </span>
        </p>
        <p style="text-indent:-42pt;margin-left:44pt;">
          <span style="background:#FFFFFF;">einzurichten. Der Aufstellort ist mit dem AG abzustimmen.</span>
        </p>
        <p style="margin-left:44pt;" />
        <p style="text-indent:-42pt;margin-left:44pt;">
          <span style="background:#FFFFFF;">Für die Vergütung von Winterbaumaßnahmen wird Folgendes festgelegt:</span>
        </p>
        <p style="text-indent:-42pt;margin-left:44pt;">
          <span style="background:#FFFFFF;">   - Vorsorge- und Schutzmaßnahmen für Arbeiten über + 5 Grad Celsius</span>
        </p>
        <p style="text-indent:-42pt;margin-left:44pt;">
          <span style="background:#FFFFFF;">     Lufttemperatur sind in die Einheitspreise einzukalkulieren.</span>
        </p>
        <p style="text-indent:-42pt;margin-left:44pt;">
          <span style="background:#FFFFFF;">   - Vorsorge- und Schutzmaßnahmen für Arbeiten unter + 5 Grad Celsius </span>
        </p>
        <p style="text-indent:-42pt;margin-left:44pt;">
          <span style="background:#FFFFFF;">     bis - 5 Grad Celsius werden über eine gesonderte Position im Titel "Winterbau" vergütet.</span>
        </p>
        <p style="text-indent:-42pt;margin-left:44pt;">
          <span style="background:#FFFFFF;">   - Vorsorge- und Schutzmaßnahmen für Arbeiten unter - 5 Grad Celsius</span>
        </p>
        <p style="text-indent:-42pt;margin-left:44pt;">
          <span style="background:#FFFFFF;">     werden über eine  weitere gesonderte Position Titel "Winterbau"  vergütet.</span>
        </p>
        <p style="margin-left:44pt;" />
        <p style="text-indent:-42pt;margin-left:44pt;">
          <span style="background:#FFFFFF;">Der Auftragnehmer hat grundsätzlich die Forderungen der Winterbauverordnung einzuhalten. </span>
        </p>
        <p style="text-indent:-42pt;margin-left:44pt;">
          <span style="background:#FFFFFF;">Alle Aufwendungen hieraus sind bei der Kalkulation zu berücksichtigen.</span>
        </p>
        <p style="text-indent:-42pt;margin-left:44pt;" />
        <p style="text-indent:-42pt;margin-left:44pt;">
          <span style="background:#FFFFFF;">Arbeitstage an den Winterbaumaßnahmen, die durch den AG angeordnet wurden, </span>
        </p>
        <p style="text-indent:-42pt;margin-left:44pt;">
          <span style="background:#FFFFFF;">werden nicht als Bauzeitverlängerung anerkannt.</span>
        </p>
        <p style="text-indent:-42pt;margin-left:44pt;" />
        <p style="text-indent:-42pt;margin-left:44pt;">
          <span style="background:#FFFFFF;">Für die Frostperiode wird eine Winterbauheizung ausgeschrieben.</span>
        </p>
        <p style="text-indent:-42pt;margin-left:44pt;" />
        <p style="text-indent:-42pt;margin-left:44pt;" />
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">8. Hinweis zu witterungsbedingten Nichtarbeitstagen</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">8. Hinweis zu witterungsbedingten Nichtarbeitstagen</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Über 20 Arbeitstage hinausgehende Nichtarbeitstage innerhalb der vertraglichen Bauzeit wegen </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Schlechtwetter sowie bei witterungsbedingten Temperaturen unter - 5 ° C, gemessen um 07:00 Uhr </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">berechtigen zur Verlängerung der Bauzeit.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Kosten (z. B. Baustellenallgemeinkosten etc.) für die hieraus entstehende längere Bauzeit </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">über die Leistungspositionen (Vorhaltungen etc.) hinaus werden nicht vergütet.</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">9. Bezugshöhe - Festlegung "Gebäude-Null"</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">9. Bezugshöhe - Festlegung "Gebäude-Null"</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Die angegebenen Höhenmaße beziehen sich auf das festgelegte</span>
        </p>
        <p style="text-align:justify;">
          <span style="background:#FFFFFF;">Gebäude-Null der Planung des Gebäudes KGA   +/- 0,00 m =  </span>
          <span style="font-weight:bold;text-decoration:underline;background:#FFFFFF;">387,68 m.ü. NN. </span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">IV. BAULEISTUNGEN - Statische Anforderungen</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;font-size:12pt;background:#FFFFFF;">IV. BAULEISTUNGEN - Statische Anforderungen</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Geltungsbereich  sowohl für die Gebäude KGD und KGE.</span>
        </p>
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="background:#FFFFFF;">1. Statische Mindestanforderungen</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;font-size:11pt;background:#FFFFFF;">Statische Mindestanforderungen</span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">Allgemeine Vorbemerkungen: </span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Die Baumaßnahme wird u.a. auf Grundlage der zum 1.07.2012 bauaufsichtlich eingeführten europäischen Normen mit den zugehörigen nationalen Anwendungsdokumenten geplant. </span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Es werden die folgenden Abkürzungen verwendet: </span>
        </p>
        <ul style="list-style:disc;">
          <li>
            <p style="text-indent:-18pt;margin-bottom:2pt;margin-left:18pt;">
              <span style="background:#FFFFFF;">Eurocode 2 (EC 2) – Betonbau DIN EN 1992 und DIN EN 1992/NA – Bemessung und Konstruktion </span>
            </p>
          </li>
        </ul>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">       von Stahlbeton- und Spannbetontragwerken </span>
        </p>
        <ul style="list-style:disc;">
          <li>
            <p style="text-indent:-18pt;margin-bottom:2pt;margin-left:18pt;">
              <span style="background:#FFFFFF;">Eurocode 3 (EC 3) – Stahlbau DIN EN 1993 und DIN EN 1993/NA – Bemessung und Konstruktion </span>
            </p>
          </li>
        </ul>
        <p style="margin-bottom:2pt;">
          <span style="background:#FFFFFF;">      von Stahlbauten und Stahlbauteilen </span>
        </p>
        <ul style="list-style:disc;">
          <li>
            <p style="text-indent:-18pt;margin-left:18pt;">
              <span style="background:#FFFFFF;">Eurocode 7 (EC 7) – Grundbau DIN EN 1997 und DIN EN 1997/NA – Entwurf, Berechnung und Bemessung </span>
            </p>
          </li>
        </ul>
        <p>
          <span style="background:#FFFFFF;">      in der Geotechnik </span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Zur Sicherstellung einer ausreichenden Gebrauchstauglichkeit wird die rechnerische Rissbreite infolge Lasten </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">und / oder Zwang gemäß den Vorgaben der EC2, Kapitel 7.3 für Stahlbeton mindestens unter der Annahme </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">einer zentrischen Zwangsbeanspruchung aus abfließender Hydratationswärme und Zwang in spätem Betonalter </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">in der statischen Berechnung nachgewiesen. Dabei wurden folgende Rissbreiten zugrunde gelegt: </span>
        </p>
        <p />
        <p style="tab-stops:20mm 40mm 60mm;">
          <span style="background:#FFFFFF;">Innenbauteile Expositionsklasse XC1 			w</span>
          <span style="font-size:6pt;background:#FFFFFF;">K </span>
          <span style="background:#FFFFFF;">= 0,40 mm </span>
        </p>
        <p style="tab-stops:20mm 40mm 60mm;">
          <span style="background:#FFFFFF;">Innenbauteile in Sichtbetonqualität 			wK = 0,20 mm </span>
        </p>
        <p style="tab-stops:20mm 40mm;">
          <span style="background:#FFFFFF;">Außenbauteile und erdberührte Bauteile 		wK = 0,30 mm </span>
        </p>
        <p style="tab-stops:20mm 40mm;">
          <span style="background:#FFFFFF;">Erdberührte Bauteile mit WU-Anforderung 		wK = 0,20 mm </span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Eine Abminderung der rechnerisch erforderlichen Bewehrung zur Erreichung dieser Rissbreitenbeschränkung </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">ist nicht zulässig. </span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Die wirtschaftliche Bemessung der rissverteilenden Bewehrung führt u.U. zu einer aus kleinen Durchmessern </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">in geringen Abständen verlegten Bewehrung. Es ist daher zu beachten, dass infolge dichter Bewehrung </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">die Körnung des Betons anzupassen ist (siehe EC 2, Abschnitte 8.2 und 4). </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Das DBV-Merkblatt „Begrenzung der Rissbildung im Stahlbeton- und Spannbetonbau“ ist zu beachten. </span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Das Herstellen bzw. die Ausbildung von Betoneinbringöffnungen, abgestimmt auf die statischen Erfordernisse, </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">sind bei der Kalkulation zu berücksichtigen. </span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Bei einzelnen Bauteilen kann der gemäß EC 2 maximal zulässige Bewehrungsgrad ausgenutzt sein. </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Die Betonrezeptur ist darauf abzustimmen. Es können sich hieraus Erschwernisse beim Einbau der Bewehrung </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">bzw. beim Einbringen des Betons ergeben. </span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Folgende Punkte sind zu beachten: </span>
        </p>
        <p />
        <ul style="list-style:disc;">
          <li>
            <p style="text-indent:-18pt;margin-left:18pt;">
              <span style="background:#FFFFFF;">Undichte Stellen, Fehlstellen bzw. Rissbreiten, die die oben genannten Rechenwerte überschreiten, </span>
            </p>
          </li>
        </ul>
        <p>
          <span style="background:#FFFFFF;">      müssen nachträglich fachgerecht verpresst werden. Dies betrifft hauptsächlich die Bauteile, </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">      die an den Bestand angeschlossen werden und an den denen die Betoneinbringung und Verdichtung </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">      im Bestand erschwert ist. </span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">Maßnahmen zur Qualitätssicherung:</span>
        </p>
        <p />
        <ul style="list-style:disc;">
          <li>
            <p style="text-indent:-18pt;margin-left:18pt;">
              <span style="background:#FFFFFF;">Für die Nachbehandlung des Betons sind die Regelungen der DIN EN 13670 und DIN 1045-3 maßgebend.</span>
            </p>
          </li>
          <li>
            <p style="text-indent:-18pt;margin-left:18pt;">
              <span style="background:#FFFFFF;">Sämtliche Festlegungen hinsichtlich der Bauausführung, z.B. Wahl der Betoneigenschaften, des </span>
            </p>
          </li>
        </ul>
        <p>
          <span style="background:#FFFFFF;">       Herstellverfahrens, der Betonierfolge, der Anordnung und Ausführung von Arbeitsfugen, </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">       der Art der Nachbehandlung sind im Zuge der Arbeitsvorbereitung vom AN zu beschreiben </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">       und mit dem Vertreter des AG und dem Tragwerksplaner abzustimmen.</span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">Allgemeine Angaben zur Ausschreibung (für alle Bauteile)</span>
        </p>
        <p />
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">1. Betongüten nach EC 2 und DIN EN 206</span>
        </p>
        <p />
        <p style="tab-stops:20mm;">
          <span style="background:#FFFFFF;">Sauberkeitsschicht unter Fundamenten und Bodenplatte 	C 8/10     X0</span>
        </p>
        <p style="tab-stops:20mm 40mm 60mm;">
          <span style="background:#FFFFFF;">Magerbeton (-Tiefergründung) 			C 25/30   XC2  WF</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">WU-Bodenplatten im Gebäudeinnern und Kelleraußenwände     C 30/37   XC2  WF, mit hohem </span>
        </p>
        <p style="tab-stops:20mm 40mm 60mm 80mm 100mm;">
          <span style="background:#FFFFFF;">					Wassereindringwiderstand</span>
        </p>
        <p style="tab-stops:20mm 40mm 60mm;">
          <span style="background:#FFFFFF;">Innenwände, -stützen, Innendecken und Unterzüge  	C 25/30   XC1   W0		</span>
        </p>
        <p style="tab-stops:20mm 40mm;">
          <span style="background:#FFFFFF;">Außenwände, -stützen und Dachdecke 		C 25/30   XC3   WF</span>
        </p>
        <p style="tab-stops:20mm 40mm 60mm 80mm;">
          <span style="background:#FFFFFF;">Sichtbetonfassade  				C 35/45   XC3,   XD1, XF2  WA</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Die Anforderungen des EC 2, Abschnitt 4.2 hinsichtlich der Mindestbetonfestigkeitsklassen</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">sind in jedem Fall einzuhalten. </span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">2. Betonstahl </span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">B500B (nur Rundstahl) in Durchmessern 6-28mm in gerader und gebogener Ausführung</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">In der Bewehrungsmenge sind die Unterstützungskörbe für Deckendicken zwischen 10 und 25cm </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">und in Dicke der Bestandsbodenplatte enthalten. Die Abstandshalter und Unterstützungen </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">sind nach den Merkblättern des DBV „Unterstützungen nach EC2“ und „Abstandshalter nach EC2“ </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">auszuführen. Für die Hilfsabstützung der freigelegten Bewehrung der Bodenplatte in Folge </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">des Höchstdruckwasserstrahlen-Verfahrens und des Herstellens der darunterliegenden Schächte </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">gibt es ein gesondertes Detail „Abstützung vorh Bew BP“, das der Ausschreibung beiliegt. </span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">3. Bei Fertigteilen und Sondervorschlägen der ausführenden Firma</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Für alle Fertigteile und Sondervorschläge ist die Anfertigung von Element- und Bewehrungsplänen (Ausführungsplänen) und die dazu eventuell erforderliche statische Berechnung von der ausführenden Firma </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">zu erbringen. Vorlage beim Architekten (1x) und beim Tragwerksplaner (1x). </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Die Anforderungen des EC 2 Kapitel 10 sind zu beachten.</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Beabsichtigt der Auftragnehmer, Ortbetonteile als Fertigteile zu erstellen oder Fertigteile in Ortbeton umzuplanen, </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">so bedarf es auch der Zustimmung des Tragwerksplaners. Sämtliche daraus resultierenden Umplanungen </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">und notwendigen Berechnungen werden vom Auftragnehmer geliefert.</span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">4. Bewehrungsanschlüsse als Rückbiegeanschluss </span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Hinweis: Die Menge der Rückbiegeanschlüsse wird in der Planung in lfm angegeben und nicht in Stück. </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Der Verschnitt ist mit einzukalkulieren. Das Merkblatt „Rückbiegen von Betonstahl und Anforderungen </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">an Verwahrkästen nach EC 2“ des Betonvereins sowie die Herstellerhinweise sind zu beachten.</span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">5. Bewehrungsanschlüsse als Schraubmuffenverbindung:</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Die Angaben für die Schraubmuffenverbindungen erfolgen in Angaben der Stückzahlen für die Muffenverbindungen. Eine Verbindung besteht aus einer Schraubmuffe inkl. allem erforderlichem Zubehör und </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">ggf. aufzuschneidenden Gewinden, Pressmuffen usw. Der Bewehrungsstahl ist als B500B in den </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Gesamtstahlmengen enthalten. Der Planung werden die Produkte der Fa. Lenton zugrunde gelegt.</span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">6. Eingeklebte Betonstahlbewehrung nach Bauaufsichtlicher Zulassung in Beton</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Bohrlochtiefe = Verankerungslänge im Verbundbereich 1 nach EC2 für Bewehrungsstäbe B500B </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">ø10 bis ø14. Einbau nach Einbauanleitung des Herstellers und Bauaufsichtlicher Zulassung. </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Die Bewehrungsstäbe sind in den Gesamtbewehrungsmengen enthalten.</span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">7. Eingeklebte Betonstahlbewehrung nach Bauaufsichtlicher Zulassung in Beton mit zementgebundenem </span>
        </p>
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">Injektionsmörtel (z.B. Hilti HIT-FP 700 R oder gleichwertig) wegen Brandschutzanforderung</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Bohrlochtiefe = Verankerungslänge im Verbundbereich 1 nach EC2 für Bewehrungsstäbe B500B ø10 bis ø14.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Einbau nach Einbauanleitung des Herstellers und Bauaufsichtlicher Zulassung. </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Die Bewehrungsstäbe sind in den Gesamtbewehrungsmengen enthalten.</span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">8. Eingeklebte Gewindestangen nach Bauaufsichtlicher Zulassung in Vollziegelmauerwerk </span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Einkleben von Gewindestangen M16 – M20 (verzinkt und Edelstahl) in vorhandenes Vollziegelmauerwerk</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">mit Injektionsmörtel mit bauaufsichtlicher Zulassung für Vollziegelmauerwerk. </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Einbohr- und Einklebetiefe max. 60cm.     </span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">9.  Nachträglicher mechanischer Anschluss von Betonstahlbewehrung nach Bauaufsichtlicher Zulassung in Beton mit Bewehrungstechnik Muffenstoß (Halfen MBT)</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Bewehrungsstäbe B500B Ø 14 bis Ø¸28. Einbau nach Einbauanleitung des Herstellers und </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Bauaufsichtlicher Zulassung. Die Bewehrungsstäbe sind in den Gesamtbewehrungsmengen enthalten. </span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">10. Mauerwerk für Reparaturen</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Für die Reparatur geschädigter Mauerwerksbereiche sowie zum kraftschlüssigen Verschließen </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">von Öffnungen sind Vollziegel der Festigkeitsklasse 12 mit Mörtelgruppe IIa zu verwenden. Eine</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">Verzahnung zum Bestandsmauerwerk ist herzustellen</span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">11. Mauerwerk für neue Wände</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Für neue Innenwände ist Hlz-Mauerwerk der Festigkeitsklasse 12, Rohdichteklasse 1,2 und Mörtelgruppe IIa </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">zu verwenden. Stürze für neue Wanddurchbrüche in Mauerwerksbestandswand sind mit Ziegelflachstürzen </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">in der vorhandenen Mauerdicke; Auflagerlänge und Übermauerung nach abZ auszuführen</span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">12. Baustahl-Einbauteile</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">•  Alle notwendigen Verbindungsmittel und einzuschweißenden Anschlussbleche sind in den Einheitspreis </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">   einzurechnen.</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">•  Grundsätzlich sind sämtliche Stahlbauteile nach DIN EN ISO 12944-2 gemäß der erforderlichen </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">   Korrosivitätskategorie zu beschichten. Bei unzugänglichen Bauteilen ist nicht rostender Stahl zu verwenden, </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">   der gemäß bauaufsichtlicher Zulassung der erforderlichen Korrosionswiderstandsklasse zugeordnet werden kann.  </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">   Alternativ ist für die betroffenen Bereiche die Korrosivitätskategorie C5-i als Duplexbeschichtung auszuführen:</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">•  Ausführungsklasse nach DIN EN 1090: EXC2</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">•  Bei Beanspruchung in Dickenrichtung von Blechen und Breitflachstählen (z.B. Kopfplatten) sind diese auf </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">   Dopplungen zu prüfen (SEL 072).</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">•  Bei Beanspruchung in Dickenrichtung sind Stahlprodukte mit verbesserten Verformungseigenschaften erforderlich  </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">   (Z-Güte DASt-Richtlinie 014). Der Stahlbauer hat die Z-Güte in eigener Verantwortung festzulegen. </span>
        </p>
        <p>
          <span style="background:#FFFFFF;">   Bei Einbauplatten (Anschweißplatten) sind folgende Z-Güten einzuhalten:</span>
        </p>
        <p />
        <p style="tab-stops:20mm 40mm;">
          <span style="background:#FFFFFF;">    Blechdicke	&lt; 30 mm	Z15</span>
        </p>
        <p style="tab-stops:20mm 40mm;">
          <span style="background:#FFFFFF;">    Blechdicke	&gt; 30 mm	Z25</span>
        </p>
        <p style="tab-stops:20mm 40mm;">
          <span style="background:#FFFFFF;">    Blechdicke	&gt;/= 50 mm	Z25</span>
        </p>
        <p />
        <p>
          <span style="text-decoration:underline;background:#FFFFFF;">13. Bauabfolge</span>
        </p>
        <p />
        <p>
          <span style="background:#FFFFFF;">Die durch den Tragwerksplaner vorgegebenen Abfolgen der statisch relevanten Bauleistungen sind</span>
        </p>
        <p>
          <span style="background:#FFFFFF;">insbesondere bei dem Abbruch der Deckenscheiben in den Geschossen zwingend einzuhalten.</span>
        </p>
        <p />
      </DetailAddText>
    </AddText>
    <AddText>
      <OutlineAddText>
        <p>
          <span style="font-size:9pt;background:#FFFFFF;">- Ende der Zusätzlichen Technischen Vertragsbedingungen -</span>
        </p>
      </OutlineAddText>
      <DetailAddText>
        <p />
        <p>
          <span style="font-weight:bold;background:#FFFFFF;">- Ende der Zusätzlichen Technischen Vertragsbedingungen -</span>
        </p>
      </DetailAddText>
    </AddText>
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        <LblBoQ>BA2 205.1 Baumeister KGD KGE</LblBoQ>
        <Date>2026-08-03</Date>
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              <span style="font-size:12pt;text-decoration:underline;background:#FFFFFF;">TITEL : BAUSTELLENEINRICHTUNG</span>
            </p>
          </LblTx>
          <NotApplBoQ>No</NotApplBoQ>
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                    <Text>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Nachfolgend in diesem Titel beschriebenen Leistungspositionen </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">gelten für die Gebäude KGD und KGE.</span>
                      </p>
                      <p />
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">Prämisse</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
                  </OutlineText>
                </CompleteText>
              </Description>
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                    <Text>
                      <p />
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">ZTV für Baustelleneinrichtung</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
                  </OutlineText>
                </CompleteText>
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                  <DetailTxt>
                    <Text>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Einrichten der Baustelle über die </span>
                        <span style="font-weight:bold;background:#FFFFFF;">DIN 18299 </span>
                        <span style="background:#FFFFFF;">hinaus </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">mit den erforderlichen Baustelleneinrichtungen für die termin- und fachgerechte Ausführung sämtlicher vertraglicher Leistungen des AN.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Baustelleneinrichtungen gelten als Hilfseinrichtungen, die zur Ausführung der vertraglichen Leistungen erforderlich sind. Zusätzliche Baustelleneinrichtungen sind Hilfseinrichtungen, die zur Durchführung von Baumaßnahmen vom </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Auftraggeber zusätzlich gefordert werden (z.B. Bauzäune, Blenden, </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">zusätzliche Absperrungen, Bauaufzüge, Bauleitungscontainer u.ä.)</span>
                      </p>
                      <p />
                      <p style="text-align:justify;">
                        <span style="background:#FFFFFF;">Für die Vorhaltung und Wartung gilt die Grundvorhaltezeit von 4 Wochen</span>
                      </p>
                      <p style="text-align:justify;">
                        <span style="background:#FFFFFF;">mit dem EP als abgegolten. Der darüber hinaus erforderliche Zeitaufwand </span>
                      </p>
                      <p style="text-align:justify;">
                        <span style="background:#FFFFFF;">wird mit gesonderten Positionen vergütet.</span>
                      </p>
                      <p />
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Insbesondere sind für die BSE des AN einzurechnen:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- Wiederherstellen des Geländes</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- Herrichten von erforderlichen Baustraßen auf dem Grundstück</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- Herrichten der erforderlichen Lager- und Arbeitsplätze</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- Vorhalten aller notwendigen Geräte, Werkzeuge und Hilfsmittel</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- Material- Lohn- und Personalkosten der Baustelleneinrichtung</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- alle sonstigen Kosten und Leistungen, die zur Durchführung einer</span>
                        <br />
                        <span style="background:#FFFFFF;">  ordnungsgemäßen Bauaufgabe notwendig sind</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- Sicherungsmaßnahmen, insbesondere im Bereich des Baugrundstücks zu </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">  den öffentlichen Verkehrsflächen und Sicherung der Arbeitsbereiche während </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">  der gesamten Zeit der Baumaßnahme, wenn nicht in entsprechenden </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">  Positionen  gesondert ausgeschrieben (z.B. Absturzsicherungen bis zur Beendigung der eigenen Leistungen)</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- Sicherungsmaßnahmen im Gebäude, entsprechend dem Baufortschritt bis </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">  zur  Fertigstellung des Bauvorhabens, wenn nicht in den nachfolgenden </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">  Positionen gesondert ausgeschrieben</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- Gerüste für eigene Zwecke sind während der eigenen Vorhaltezeit anderen </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">  am Bau beteiligten Firmen kostenlos zur Verfügung zu stellen.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- Bauseitig gestellte Fassadengerüste und Bauaufzüge (nur Gebäude KGD und KGE) sind den beiliegenden Gerüstbauplänen zu entnehmen.</span>
                      </p>
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">1.1 Kalkulationshinweis</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
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                    <Text>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Der AN ist von Baubeginn bis Abschluss seiner Leistungen </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">(auch während Feiertagen und an Wochenenden) </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">verantwortlich für den ordnungsgemäßen Verschluss der bauseitig gestellten Bauzäune und Tore.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Die Benutzung von öffentlichen Straßen (Universitätsallee oder Stichstraße (Privatstraße) der Universität ist nicht vorgesehen und gewünscht.</span>
                      </p>
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">1.2  Verkehrssicherung</span>
                        </p>
                      </TextOutlTxt>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Das Umsetzen aller zum Erfüllen der gesamten beschriebenen Leistungen und Arbeiten erforderlichen Maschinen und Geräte von einem zum nächsten </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Ansatzpunkt wird nicht gesondert vergütet.</span>
                      </p>
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">1.3  Umsetzen von Maschinen und Geräten</span>
                        </p>
                      </TextOutlTxt>
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                    <Text>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Gemäß beigefügter BE-Planung ist </span>
                        <span style="font-weight:bold;text-decoration:underline;background:#FFFFFF;">ein</span>
                        <span style="background:#FFFFFF;"> Kranstandort vorgesehen. </span>
                      </p>
                      <p style="text-indent:-42pt;margin-left:44pt;" />
                      <p>
                        <span style="background:#FFFFFF;">Dies erfolgte unter Berücksichtigung der zu hebenden Lasten, der</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Lage der Kollegiengebäude, den vorhandenen Baugrundverhältnisse</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">und der bekannten, vorhandenen Spartensituation.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Kann sich der Bieter diesen Überlegungen nicht anschließen, so hat </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">er seinem Angebot eigene BE-Pläne beizufügen. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Für den Einsatz eines Kranes und die Errichtung von Kranstandorten ist</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">zwingend die Genehmigung des Auftraggebers erforderlich.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Prüfung der beabsichtigten Standorte ist eigenverantwortlich abzuwickeln.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Für Krangründungen ist der statische Nachweis  zu erbringen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Für die Kräne sind entsprechende Gründungen für Lastableitungen, bei Bedarf erforderlich. Die notwendigen Kosten sind in die dafür  vorgesehenen Positionen einzukalkulieren.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die vorhandenen Böschungen / herzustellenden Verbaukonstruktionen sind </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">statisch nicht auf eine Lasteinleitungen durch große Kranlasten ausgelegt. </span>
                      </p>
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">1.4  Kranstandorte</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
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                    <Text>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Bitte beachten Sie, das es für Fahrzeuge über 12 to nur den im BE Plan </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">aufgezeichneten längeren Fahrweg über den Residenzplatz und den </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Seminarweg gibt, da die Universitätsstraße und die Brücke über die Altmühl </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">nur für 12 to  zugelassen ist. Dies ist in die Pauschale einzurechnen</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Aufgrund der zwangsläufig beengten Ein- und Ausfahrt der Baustelle </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">ist die Zufahrt mit größeren Baufahrzeugen, wie z.B. mit Sattelschleppern, </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">ggf. nicht in einem Zuge möglich; evtl. ist ein mehrfaches Rangieren </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">erforderlich. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Dieser logistische Mehraufwand ist bei der Kalkulation zu berücksichtigen </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- es besteht hierfür kein Anspruch auf gesonderte Vergütung.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Eine grobe Verschmutzung des angrenzende,  öffentlichen Straßenraumes</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">ist grundsätzlich zu vermeiden.</span>
                      </p>
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">1.5  Hinweis zur Baustellenzufahrt</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
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                    <Text>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Wesentliche Teile der Baustelleneinrichtung und der </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Baustelleneinrichtungsfläche, die auch von anderen am Bau beteiligten Firmen genutzt werden, sind bis zum Abschluss aller Arbeiten zu unterhalten, </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">zu reinigen und zu warten. </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Der Innenbereich der Baustelle ist zu Baubeginn mit einer unbefetigten, geschotterten Oberfläche bauseits versehen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Rückgabe der in Anspruch genommenen Baustelleneinrichtungsflächen</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">hat in vollständig gesäubertem Zustand, frei von Bauschutt, Betonresten</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">usw. zu erfolgen.</span>
                      </p>
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">1.6  Unterhalt Baustelleneinrichtung</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
                  </OutlineText>
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              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Allgemeines </span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
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                  <Item ID="GW_3094720" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
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                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Für nachfolgend beschriebene Sanierungsleistungen ist es erforderlich </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">die Bestands- und erforderlichen Konstruktionsmaße der Materialien vor Ort </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">vor Bestellung und Fertigung der Einbauteile wie z.B. Stahlträger, Stützen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einbauteile usw. durch Aufmaß vor Ort zu ermitteln.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mit dieser Leistungsposition werden alle hierfür erforderlichen Arbeiten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">wie An- und Abfahrt, Aufmaß, Dokumentation, Arbeitskräfteeinsatz </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">abgegolten.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nicht maßgerechte Fertigung von Materialien und Einbauteilen gehen zu Lasten des AN und es können keine zusätzlichen Vergütungen für die </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Erstellung von erforderlichen Aufmaßen für Materialabmessungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">geltend gemacht werden.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ermittlung von Bestands und Konstruktionsmaßen der Einbauteile vor Ort</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
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                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="d15daf1c-5eb9-4dac-ad35-56e31a91edcc">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung aller zur Herstellung der eigenen Leistung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">erforderlichen Vermessungsarbeiten.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die zur Ausführung der beauftragten Leistungen erforderlichen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Vermessungsarbeiten hat der AN in eigener Regie voll</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">verantwortlich durchzuführen und die hierzu erforderlichen Plane zu erstellen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Zur Einhaltung der geforderten erhöhten Toleranzmaße in den beiden Aufzugsschächten wird vom AN ein erhöhter Vermessungsaufwand gefordert. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die übliche Poliervermessung ist nicht ausreichend!</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Der eingesetzte Vermessungsingenieur ist vorab namentlich zu</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">benennen unter Nachweis der Qualifikation.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Vermessungsarbeiten für Rohbau</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
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              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Infrastruktur</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
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                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Beide Gebäude (KGD und KGE) werden bauseits mit einem Gerüst-Wetterschutzdach überdeckt.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ein Kraneinsatz für den Transport von Beton, Schalungen, Bewehrungen ist nicht möglich / sinnvoll.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bauseits werden an den Fassaden Materialaufzüge erstellt, welche die Obergschosse sowie das Dach andienen. Die Förderkörbe der Materialaufzüge haben eine Größe von ca. 1,20 * 3,0 m und eine zulässige Traglast von 1.200 kg.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Hinweis zur Kalkulation und Ausführung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
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                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
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                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Baustelle einrichten über die DIN 18299 hinaus, entsprechend </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ZTV Baustelleneinrichtung, mit allen erforderlichen Baustelleneinrichtungen für die termin- und fachgerechte Ausführung sämtlicher nachstehend </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">beschriebenen Leistungen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Baustelleneinrichtung und die Lagerung der Baustoffe auf dem Bauplatz ist jeweils mit der Objektüberwachung des AG abzustimmen und von diesen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">genehmigen zu lassen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mit dem Pauschalpreis abgegolten sind:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Baustelleneinrichtung besteht aus </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- allen Maschinen, Geräten, Schalungen, u.a.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Radlader für Transport Abbruchmaterial zum Zwischenlager</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Förderbänder für Abbruchleistungen im Gebäude</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- eine stationäre Betonpumpe mit Verrohrungen für die Betongen im Innenbereich</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- die besondere Baustelleneinrichtung für Geräte und Wasser Ver- und Entsorgung für die Höchstdruckwasserstrahlarbeiten (Absetzbecken in gesonderter Position)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Mörtelsilo im Innenhof Theatron (Ein- und Aushub mittels Autokran in der Vorlesungsfreien Zeit)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- 2 Materialcontainer, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Bauleitungs- und Poliercontainer, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Aufenthaltscontainern für die eigenen Arbeitskräfte und angemeldete Nachunternehmer</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Sonstige Ausstattungen zur Ausführung der eigenen Leistungen, soweit nicht im weiteren gesondert beschrieben. </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Alle Trassen der Hausanschlüsse sind frei zu halten.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Einzurechnen sind ferner alle notwendigen Maßnahmen zur Schaffung von Lager- und Arbeitsplätzen, frostsichere Ver- und Entsorgungsanschlüsse für Geräte und Container. </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nach Auftragserteilung ist innerhalb von 2 Wochen ein Baustelleneinrichtungsplan vom AN zu erstellen und dem AG über die Bauüberwachung zur </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Genehmigung vorzulegen. Grundlage hierfür ist der vom AN beiliegende übergeordnete Baustelleneinrichtungsplan.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Baustelleneinrichtung ist durch den AN mit Firmenschild und </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ansprechpartner zu kennzeichnen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Auf der Baustelle sind keine Tagesunterkünfte zugelassen und das übernachten grundsätzlich untersagt.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Einrichten der Baustelle</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
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                    <UPBkdn>No</UPBkdn>
                    <Qty>40.000</Qty>
                    <QU>Wo</QU>
                    <Description ID="e4fcd797-dcab-4517-bd68-41d8de8813da">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">für die Dauer der eigenen Leistungen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Vorhalten / Warten Baustelleneinrichtung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094725" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="8cee8f4d-9527-4ca0-87ec-e7d4d7dce079">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Geländeflächen, auf denen sich Baustelleneinrichtungen befunden haben, sind dem früheren Zustand entsprechend wiederherzustellen. Einbauten der Baustelleneinrichtungen (z.B. Fundamente, Anschlüsse/ Abläufe etc.)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">sind zu beseitigen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Räumen der Baustelleneinrichtung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094726" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="049db050-dcfb-4f23-9e6a-7897d82e7d6c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Arbeitsgerüst für Arbeiten an Wänden und Decken in den Geschossen, fahrbar nach Wahl des AN, anliefern aufbauen, nach Fertigstellung der Arbeiten abbauen und abfahren, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Rollgerüst DIN EN 1004-1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Größe ca. 2,5 x 2,5 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Lastklasse 3 (2,0 kN/m2), </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhe bis 6,50 m, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Gerüstlagen mit 4-seitigem Seitenschutz, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Aufstellung auf Betonbodenplatte</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abgerechnet werden die Gerüstkosten pauschal (=1 St.) pro Gebäude.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Gebrauchsüberlassung wird gesondert vergütet.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Auf- und Abbau Arbeitsgerüst, Lastkl. 3; H 6,5 m</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094727" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>80.000</Qty>
                    <QU>StWo</QU>
                    <Description ID="20e1bf89-ba77-48c7-a471-5f8d3c33da98">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Gebrauchsüberlassung für vor beschriebenes Arbeitsgerüst DIN EN 12811-1</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Gebrauchsüberlassung Arbeitsgerüst, Lastkl. 3; H 6,5 m</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094728" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>40.000</Qty>
                    <QU>St</QU>
                    <Description ID="23bc84fb-c663-46b5-9bcd-ee3f59764f82">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Umsetzen vorbeschriebenes Arbeitsgerüst DIN EN 12811-1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auf Anordnung AG bzw. nach Erfordernis,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">sofern die Gerüsterstellung für die auszuführenden Arbeiten keine Nebenleistung darstellt (z.B. bei Stahlbetonarbeiten).</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Umsetzen Arbeitsgerüst, Lastkl. 3; H 6,5 m</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094729" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>St</QU>
                    <Description ID="e7ac2ee9-91b9-4f87-b7c1-e9ee22d87f39">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Einbauen Höhenfestpunkte aus Metallplatten nach Angabe des AG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  bestehend aus </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   .  Aluminiumplatten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">      *  Größe: 100/100 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">      *  Dicke: 6 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   .  Höhenriss und Höhenkote eingraviert </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  befestigt mit Dübeln und Senkkopfschrauben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Höhenriss ist maßgenau auf +1,00 über OKFFB anzuordnen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Höhenbezug ist jeweils eine in jedem Gebäude bauseitig angebrachte Höhenmarkierung durch den Vermesser des AG.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Einbauen Höhenfestpunkte</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096257" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="69f3c660-3f83-446d-9b40-e0b7de0988cc">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Der AN hat für den Umfang der eigenen Baustelleneinrichtung notwendige Baubeleuchtung selber zu installieren und zu unterhalten.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Steuerung muss mittels einer Zeitschaltuhr erfolgen. Die Beleuchtung ist betriebsbereit zu installieren, für die Zeit der arbeiten des AN zu unterhalten und auf Anforderung wieder abzubauen und beseitigen. Als Anschlusspunkt muss die Baustromversorgung des AN verwendet werden.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Baubeleuchtung im Außenbereich wird bauseits erstellt.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Baubeleuchtung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3094745" RNoPart="03">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Sicherheitseinrichtungen</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3094746" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>St</QU>
                    <Description ID="87696283-5ba6-49b4-b32b-bbb15a2a2892">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Provisorische Rampen als Zugang zu den bauseitigen Gerüstaufzügen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">oder Gebäudezugängen im Außenbereich</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-   Breite: 	 ca. 1,20 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-   Höhe bis 	 ca. 1,00 m,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Tragfähigkeit bis 1000 kg</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Oberfläche rutschfest (Außenbereich)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Neigung max. 20%</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Material nach Wahl des AN</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Provisorische Rampen zu Gerüstaufzug</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094747" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>80.000</Qty>
                    <QU>StWo</QU>
                    <Description ID="886558ad-ce28-41a5-b1c0-452b53c5516c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vorhalten und warten der Rampen für die Dauer </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der Baumeisterarbeiten bis zum Abschluss  der Baumeisterarbeiten</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Vorhalten der Rampen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094748" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>St</QU>
                    <Description ID="eed85734-ab4f-4a1c-8b2a-ae5073bc4a62">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbauen und Abfahren der vorbeschriebenen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Rampen auf Aufforderung AG </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Demontage der Rampen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094749" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>St</QU>
                    <Description ID="ce2a221c-0897-43c7-9e3f-f1f691f1bd0f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Provisorische Podeste mit Rampe </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als innerer Zugang vom Gebäude zum bauseitigen Gerüstaufzug in allen Geschossebenen für Zwecke der Ausbaugewerke,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-   Podestabmessungen L/B: 	ca. 1,00 /1,50 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">-   Höhe bis 			ca.1,20 m,</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-   Rampenbreite 		ca.1,50 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-   Tragfähigkeit bis 		ca.1000 kg</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Oberfläche rutschfest (Innenbereich)</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">einseitig mit Geländer.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Material nach Wahl des AN,</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Provisorische Podeste m. Rampen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094750" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>160.000</Qty>
                    <QU>StWo</QU>
                    <Description ID="2aed10fc-460b-460f-ae1a-eb5d55e9bd17">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vorhalten und warten der Podeste mit Rampen für die Dauer </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der Baumeisterarbeiten bis zum Abschluss  der Baumeisterarbeiten</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Vorhalten der Rampen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094751" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>St</QU>
                    <Description ID="519e3c83-706c-4f6d-9120-20cc2d4d7af1">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbauen und Abfahren der vorbeschriebenen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Rampen auf Aufforderung AG </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Demontage der Podeste mit Rampen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094752" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>36.000</Qty>
                    <QU>m</QU>
                    <Description ID="6708b011-35b0-4b45-b46b-0901a9a3316c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Treppenschutzgeländern </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">an geraden Treppenläufen, Höhe 1,10 m,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">zweiläufig mit Zwischenpodest,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bestehend aus Kanthölzern und Holzbrettern,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Holz sägerau (nur Handlauf gehobelt) und unbehandelt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Vorschriften der Bau-Berufsgenossenschaft B100.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Das Treppenschutzgeländer wird Eigentum des Auftraggebers.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausbau und Entsorgung durch Nachfolgegewerk Schlosserarbeiten.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Befestigung durch Verdübelung im später nicht sichtbar bleibenden Betonflächen</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Herstellen von Treppenschutzgeländern</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094753" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>42.000</Qty>
                    <QU>m</QU>
                    <Description ID="dedf1af1-2036-48d9-aa32-50594b79c7a0">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Absturzsicherungen an freien Deckenrändern nach dem Entfernen der im Auftragsumfang des AN als Nebenleistung enthaltenen Sicherungen, aus Kanthölzern und Holzbrettern,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe 1,10 m,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Absturzsicherung dreiteilig mit Handlauf, Knieholm und Bordbrett.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Nach Vorschriften der Bau-Berufsgenossenschaft B100</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mit deckenseitiger Abstützung und Befestigung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Einbaulage: alle Geschosse</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Das Geländer wird Eigentum des Auftraggebers.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausbau durch Nachfolgegewerke </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Herstellen Absturzsicherungen freie Deckenränder</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094754" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>m</QU>
                    <Description ID="74804d78-a044-4807-a378-99061f13f8b9">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Absturzsicherungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">wie vor, jedoch im Bereich von Schacht- und Türöffnungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einzellängen bis 3,0  m.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Herstellen Absturzsicherungen Schacht/Türöffnungen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094755" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="77083e0e-9db0-4b4c-ba03-a2cac0cef09c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Provisorische Bautreppen als Zugang ins Gebäude</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Breite:      ca. 1,00 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Höhe: bis ca.  1,50  m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">beidseitig mit Geländer, mit Höhenausgleich am</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Austritt, Material nach Wahl des AN,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach zu überbrückendem Höhenunterschied.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Provisorische Bautreppen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094756" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>80.000</Qty>
                    <QU>mWo</QU>
                    <Description ID="6dc64bde-7715-42cf-bcd0-097e19ffdcad">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vorhalten, Unterhalten und Warten der Bautreppen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschl. täglicher Kontrollgänge und Wiederherstellung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der Sicherungen</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Vorhalten, Unterhalten und Warten der Bautreppen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094757" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="ca3e5079-bde9-4511-8f90-4090f26eb3bf">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vorbeschriebene Bautreppen nach Baufortschritt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auf Anweisung der Objektüberwachung abbauen und abfahren </span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Abbauen und Abfahren der vorbeschriebenen Bautreppen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094758" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>30.000</Qty>
                    <QU>m2</QU>
                    <Description ID="46c4baa7-43f1-4ffa-bb10-b052bd189665">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schutzvorrichtung als Staubschutz, einschl. Trag- und Unterkonstruktion sowie Aussteifung aus Dachlatten, bespannt mit Kunststoffgitterfolie, Stöße verkleben mit Gewebeklebeband umlaufende staubdichte Anschlüsse</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Foliendicke mind. 0,4 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">herstellen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Material bleibt Eigentum des AG.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach bespannter Fläche.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe bis 3,5 m.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Einbauort: z.B. Verbindungsgänge zu den Nachbargebäuden</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Staubschutz Holzrahmenkonstruktion und Folie</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094759" RNoPart="014">
                    <UPBkdn>No</UPBkdn>
                    <Qty>16.000</Qty>
                    <QU>St</QU>
                    <Description ID="dfb32620-8cbb-4b77-ac56-fb7c8ded22ba">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schutzeinhausung Stützen aus Spanplatten d=22 mm</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">einschl. Trag- und Unterkonstruktion sowie Aussteifung, 	</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ca. 5 cm vorgesetzt,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Querschnitt:	ca. 55 cm / 55 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe: ca. 200-250 cm </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">herstellen, vorhalten, warten und auf Anweisung beseitigen</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schutzeinhausung Stützen H 200-250cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094760" RNoPart="015">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="f85ab6f4-20b3-465b-a71b-dd2c975d53bd">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schutzeinhausung Stützen aus Spanplatten d=22 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschl. Trag- und Unterkonstruktion </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">sowie Aussteifung, ca. 55 cm vorgesetzt,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Querschnitt:	ca. 55 cm / 55 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe: ca. 250-300 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">herstellen, vorhalten, warten und auf Anweisung beseitigen</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schutzeinhausung Stützen H 250-300 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094763" RNoPart="016">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>St</QU>
                    <Description ID="a32827ca-d8b2-42b1-92e0-b0e593dee5a1">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schutzeinhausung der Sichtbetonleibung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">dreiseitig an Türleibungen und Sturz</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">aus Holzwerkstoffplatten einschl. Trag- und Unterkonstruktion</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">an Mauerwerkswand befestigt, Türdurchgang ist freizuhalten,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Wanddicke: 	ca. 30 cm</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Türbreite: 	ca. 1,01 - 1,50 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Leibungshöhe ca. 220-250 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">herstellen, vorhalten, warten und auf Anweisung beseitigen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung erfolgt pro Stück Tür mit dreiseitiger Bekleidung.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schutzeinhausung Sichtbetongewand Türen H 250cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094764" RNoPart="017">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>St</QU>
                    <Description ID="3af09e5e-7f59-4f4c-96cc-883fec056eb7">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Auf- und Abbauen, sowie Vorhalten und Warten von begehbaren Abdeckungen für Schacht- und Deckenaussparungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Größe bis  0,10 m2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschließlich Trag- und Unterkonstruktion, mit Aussteifung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführung lagesicher</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Begehbare Abdeckungen bis 0,10m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094765" RNoPart="018">
                    <UPBkdn>No</UPBkdn>
                    <Qty>30.000</Qty>
                    <QU>St</QU>
                    <Description ID="6476acaf-4159-4281-b3f0-c412043ed61b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Auf- und Abbauen, sowie Vorhalten und Warten von begehbaren Abdeckungen für Schacht- und Deckenaussparungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Größe von 0,11 m2 bis 0,50 m2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschließlich Trag- und Unterkonstruktion, mit Aussteifung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführung lagesicher</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Begehbare Abdeckungen 0,11 bis 0,50 m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094766" RNoPart="019">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>m2</QU>
                    <Description ID="2cda8419-1402-4e69-92df-94c12dfdd0d0">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Auf- und Abbauen, sowie Vorhalten und Warten von begehbaren Abdeckungen für Schacht- und Deckenaussparungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Größe über  0,51 m2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschließlich Trag- und Unterkonstruktion, mit  Aussteifung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführung lagesicher</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Begehbare Abdeckungen über 0,51 m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094767" RNoPart="020">
                    <UPBkdn>No</UPBkdn>
                    <Qty>300.000</Qty>
                    <QU>m2</QU>
                    <Description ID="53868d56-eb53-47f5-8ed7-78d50cf0d013">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Witterungsschutz Fenster in den Laibungen der Öffnungen der Fenster.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen B/H bis 100 - 200 / 200 - 300 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bestehend aus:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- umlaufender Holzlattenrahmen in Laibung, Mauerwerk-/ Betonwand temp. verschraubt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Ausfachung des Rahmens mit Kunststoffgitterfolie mit Pressleisten sturmsicher gesichert</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Abdichtung umlaufend zwischen Rahmen und Bauwerk mit Kompribändern</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">herstellen, vorhalten, warten und auf Anweisung beseitigen</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Witterungsschutz Fenster</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094769" RNoPart="021">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="b7d6716f-f19e-4b57-9684-11a2c48b1a89">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Liefern und montieren von Zugängen in die Geschosse durch die vorh. Fensteröffnungen während der Bauleistungen bis zum Einbau der neuen Fenster wie folgt:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Rahmen aus Kanthölzern ca. 6/10cm umlaufend mit Kompriband</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Fensterhöhe: ca. 270 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Fensterbreite: ca. 470 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Befestigungsuntergrund rundum: Sichtbeton, der später bekleidet wird daher kann gedübelt werden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Beplankung außenseitig mit neuen dicht gestoßenen OSB Platten 22 mm dick</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   inkl.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Liefern und Einbau einer zweiflügligen Türe aus Kanthölzern ca. 6/10cm mit</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Diagonalaussteifung und vollflächiger Beplankung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  mind. 250 cm lichte Durchgangshöhe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  mind. 200 cm lichte Durchgangsbreite</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Überwurfschloss mit 2 massiven Zahlenschlössern</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  4 Schieberiegel</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Beplankung außenseitig mit neuen dicht gestoßenen OSB Platten 22 mm dick</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Gitterrost 30/30 R11, Größe mind. 100/60 cm incl. Holzrahmen außenseitig</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Einbauort: EG, KGD</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung erfolgt pro Stück Zugang mit dreiseitiger Bekleidung.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Fassadenzugänge / Bautüren KGD</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096267" RNoPart="022">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="523b0476-ce52-4630-b033-2abf975e14c9">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Ausbau des vorbeschrieben Bauzugangs,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">incl. aller Elemente,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Abruf durch die Objektüberwachung innerhalb 5 Werktagen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">incl. gesonderter An- und Abfahrt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und incl. Entsorgung.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ausbau und Entsorgung Fassadenzugänge / Bautüren</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094770" RNoPart="023">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="0d3751fb-3f44-4905-8cec-a79938083218">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Wie in Vorposition zu Gebäude KGD beschrieben, jedoch</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Einbauort:  EG, und 1.OG (vom Gerüstpodest), KGE</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung erfolgt pro Stück Zugang mit dreiseitiger Bekleidung.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Fassadenzugänge / Bautüren KGE</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096268" RNoPart="024">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="9e43dce8-6bb7-4a74-bbeb-21a72f795897">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Ausbau des vorbeschrieben Bauzugangs,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">incl. aller Elemente,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Abruf durch die Objektüberwachung innerhalb 5 Werktagen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">incl. gesonderter An- und Abfahrt unabhängig von den analogen Leistungen a Gebäude KGD</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und incl. Entsorgung.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ausbau und Entsorgung Fassadenzugänge / Bautüren</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
          </BoQBody>
        </BoQCtgy>
        <BoQCtgy ID="GW_3094771" RNoPart="02">
          <LblTx>
            <p>
              <span style="background:#FFFFFF;">TITEL: WASSERHALTUNG</span>
            </p>
          </LblTx>
          <NotApplBoQ>No</NotApplBoQ>
          <BoQBody>
            <BoQCtgy ID="GW_3094772" RNoPart="01">
              <LblTx>
                <p>
                  <span style="background:#FFFFFF;">Abpumpen Tagwasser</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3094773" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>St</QU>
                    <Description ID="fa92a9c2-6e67-40e6-97b3-7dcac9aa24ac">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Auf- und Abbau eines Mehrkammerabsetzbeckens, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Größe 5 m3, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für die Vorreinigung des abzupumpenden Wassers aus dem Höchstdruckwasserstrahlen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Incl. Rohrleitung vom Absetzbecken zum bauseitigen Kanalschacht, Länge bis 20 m sowie Einleitungsvorrichtung in Kanalschacht mit Provisorischer Schachtabdeckung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Hinweis: </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Pumpen und Schläuche für die Abwasserhaltung beim Höchstdruckwasserstrahlen werden nicht gesondert vergütet.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Nachfolgend aufgeführte Pumpen diene rein der Tagwasserhaltung.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Auf- und Abbau eines Mehrkammerabsetzbeckens  m3 </span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094774" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>StMt</QU>
                    <Description ID="6ead21bb-f0d4-4f49-80dd-2d4e7bcce3ca">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Vorhaltung des vorbeschriebenen Absetzbeckens</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mir Rohrleitungen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Vorhaltung Mehrkammerabsetzbecken bis 5 m3</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094775" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>St</QU>
                    <Description ID="f64aacc4-c0bd-4f84-9bc1-69066c9e89e1">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">durch entleeren und absaugen der abgesetzten Stoffe,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Händisch oder mittels Saugwagen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Entsorgung des Sedimentes.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Reinigen Mehrkammerabsetzbecken</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094776" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>St</QU>
                    <Description ID="ec47e509-9e5d-4cad-9d70-0e41f13b2cf7">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">als Tauchpumpe mit Bodenabsaugung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Dauerbetrieb und mit Schwimmerschaltung, Förderhöhe bis 8 m, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schlauchleitung DN 1", Schlauchlänge 60 m, Förderleistung 3 Liter/sec.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschl. Stromanschluss mit 50 m Kabellänge, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">zum Abpumpen von Tagwasser aus Pumpensümpfen und </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">aus Schächten in Abstimmung mit der Objektüberachung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Anliefern, betriebsbereit aufstellen, an vorbeschriebenes Absetzbecken anschließen und abbauen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Anordnung ist im Bautagebuch festzuhalten und vor Ausführung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">von der OÜ gegenzeichnen zu lassen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schmutzwasserpunpe</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094777" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>St</QU>
                    <Description ID="ca06d162-1137-4b68-82fc-91c7c48a6ae8">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schmutzwasserpumpe wie vor beschrieben nach</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Angabe der Objektüberwachung in andere Bereiche </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">umsetzen und wieder in betriebsbereiten Zustand</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bringen. Eine Vergütung erfolgt nach schriftlicher Anordnung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der Leistung durch die OÜ des AG</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schmutzwasserpumpe umsetzen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094778" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>30.000</Qty>
                    <QU>d</QU>
                    <Description ID="15837a32-c2b3-4479-9fec-cdd3abee8d6b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Betriebstage für vorgeschriebener Schmutzwasserpumpe.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">In dieser Position ist auch die Vorhaltung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einzurechnen, ebenso die Bedienung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Wartung und Überwachung durch Fachpersonal. </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Abrechnung erfolgt nach täglich vorzulegenden Tagesberichten.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Diese sind täglich von der OÜ gegenzeichnen zu lassen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Eine Vergütung von nicht genehmigten und nachträglich</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">vorgelegten Tagesberichten wird ausgeschlossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Betriebstage Schmutzwasserpumpe</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094779" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>45.000</Qty>
                    <QU>h</QU>
                    <Description ID="69ba4c5e-4551-4c41-aa39-79624d7d7d4b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Wasser auf Flächen entfernen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">durch Absaugen mit Industriesauger und Abtrocknen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Flächentrockner, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführung auf Anordnung der Objektüberwachung,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach vorzulegenden Regieberichten unmittelbar nach Ausführung der Leistung, spätestens am folgenden Werktag.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Eine Vergütung von nicht genehmigten und nachträglich</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">vorgelegten Tagesberichten wird ausgeschlossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Entfernen von Wasser auf Flächen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3096293" RNoPart="02">
              <LblTx>
                <p>
                  <span style="background:#FFFFFF;">Winterbau</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3096295" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>13.000</Qty>
                    <QU>St</QU>
                    <Description ID="b49e9d5d-bfc0-483a-a1f3-11dbecdfede9">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Bereitstellen eines Elektroheizgerätes mit Gebläse,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Nennleistung 15 kW, 400V.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Incl. Verlängerungskabel bis 20 Meter, funktionsbereit aufbauen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und abbauen nach Ende der Vorhaltedauer</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Elektroheizgerät</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096294" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>208.000</Qty>
                    <QU>StWo</QU>
                    <Description ID="2dd9e66f-31f7-4bb9-adcc-05aa1498d8ee">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Vorhaltung des vorbeschriebenen Elektroheizgerätes,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">incl. Umsetzen im Bereich der eigenen Arbeitsbereiche</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Vorhaltung Elektroheizgerät</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096296" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>40.000</Qty>
                    <QU>m3</QU>
                    <Description ID="e4e9cd37-48e4-45c6-969e-4d30c5376e73">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Erwärmung des Betons auf mind. 10 Grad Celsius Einbautemperatur, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">durch Erwärmen des Anmachwassers und der Zuschlagstoffe, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bei Außentemperaturen im Bereich von 5 bis 0 Grad Celsius.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Erwärmung Beton 10 GradC, Außentemperatur 0 bis 5 Grad</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096297" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>m3</QU>
                    <Description ID="b269d894-43f2-40d8-b9b7-eca9a17176e0">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Erwärmung des Betons auf mind. 10 Grad Celsius Einbautemperatur, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">durch Erwärmen des Anmachwassers und der Zuschlagstoffe, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bei Außentemperaturen im Bereich von 0 bis - 5 Grad C.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Erwärmung Beton 10 GradC, Außentemperatur -5 bis 0 Grad</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
          </BoQBody>
        </BoQCtgy>
        <BoQCtgy ID="GW_3094787" RNoPart="03">
          <LblTx>
            <p>
              <span style="font-size:12pt;text-decoration:underline;background:#FFFFFF;">TITEL:  ABBRUCHARBEITEN</span>
            </p>
          </LblTx>
          <NotApplBoQ>No</NotApplBoQ>
          <BoQBody>
            <Remark ID="GW_3094788">
              <Description ID="09123735-8135-45b1-b209-3a72102d67a5">
                <CompleteText>
                  <DetailTxt>
                    <Text>
                      <p />
                      <p>
                        <span style="font-weight:bold;font-size:11pt;background:#FFFFFF;">ZTV - Abbrucharbeiten</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">1.  Bei den auszuführenden Abbrucharbeiten handelt es sich um Teilabbruch- und Demontagearbeiten im bestehenden Gebäude. Die Abbruch-/ Demontageabläufe sind gemäß den statischen Vorgaben und Anweisungen auszuführen.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Für Vorbereitung und Ausführung der Leistungen gelten die Regelungen der </span>
                        <br />
                        <span style="background:#FFFFFF;">ZTV Abbrucharbeiten und das Regelwerk des Fachverbandes Bohren und Sägen e.V.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Gebäude werden im Vorfeld durch das Gewerk "Schadstoffsanierung" weitgehend entkernt. Hierbei werden alle nicht statischen Abbruchmaßnahmen (z.B. Bodenaufbauten), zugängliche Haustechnik sowie Schadstoffe entfernt.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Es kann jedoch nicht ausgeschlossen werden, dass bei den in diesem LV aufgeführten Abbruchmaßnahmen weitere Schadstoffe vorgefunden werden oder Reste vorab nicht zugänglicher Installationen ausgebaut werden müssen.</span>
                        <br />
                        <span style="background:#FFFFFF;">Bei dem Vorfinden von Schadstoffen ist die Objektüberwachung zu informieren.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Bei allen Abbruchleistungen ist die Trennung, Zerkleinerung, Beseitigung und Entsorgung des anfallenden Materials einschl. aller Gebühren einzurechnen, sofern nicht die Lagerung bzw. Wiederverwendung in den Positionen genannt wird oder gesonderte Entsorgungspositionen vorhanden sind.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Die aufgeführten LV-Positionen der Trennschnitte werden nur im Übergangsbereich zu den verbleibenden Bauteilen vergütet. Trennschnitte des Abbruchkörpers selbst werden nicht gesondert vergütet.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Das gesamte anfallende Abbruchmaterial ist händisch aus dem Bau zu schaffen.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Abbruchmaterial ist umgehend aus dem Gebäude zu transportieren und zur Beprobung auf das Zwischenlager abzufahren. </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Das Zwischenlager befindet sich auf einer Wiese südlich der Baustelle (hinter den WC-Containern). Der Transport dorthin verläuft über eine teilöffentliche Straße, die auch von Studenten fußläufig hoch frequentiert wird.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Der Transportweg aus den Gebäuden bis zum Zwischenlager beträgt von ca. 200m (Gebäude E) bis 250m (Gebäude B+D).</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Der Transport hat vorzugsweise mit Radlader oder Kleindumper zu erfolgen.</span>
                        <br />
                        <span style="background:#FFFFFF;">Nach der Beprobung der Haufwerke ist das Material erneut zu laden und abzufahren.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">2.  Das Abbruchmaterial ist restlos zu beseitigen und sortenrein sortiert einer Verwertungsstelle zuzuführen oder einer hierfür geeigneten Sortieranlage zu übergeben. Der AN haftet für die vorschriftsmäßige Sortierung und </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Entsorgung gemäß der zum Angebotszeitpunkt gültigen Gewerbe- und Baustellenabfallentsorgungssatzung des Freistaats Bayern. </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Die Beseitigung beinhaltet auch die Lade-, Transport- und Sortierkosten sowie die Übernahme sämtlicher Gebühren, sofern diese nicht in separaten Positionen ausgeschrieben sind.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Die vorschriftsmäßige Entsorgung ist von ihm zu dokumentieren und mit entsprechenden Bestätigungen lückenlos nachzuweisen. Ohne Vorlage der Entsorgungsnachweise erfolgt keine Vergütung.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">3.  Bei Demontagen und Abbrucharbeiten sind andere Bauteile, die erhalten werden sollen, in unversehrtem und ungefährdetem Zustand zu belassen. </span>
                        <br />
                        <span style="background:#FFFFFF;">Wenn das besondere Maßnahmen erfordert, sind diese zu ergreifen, was im Preis enthalten ist. Sind diese Maßnahmen solche, die bei Angebotsstellung noch nicht abzusehen waren, ist vor Inangriffnahme die Zustimmung und Beauftragung durch den AG einzuholen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">4.  Das vorhandene historische Mauerwerk ist sehr erschütterungsempfindlich. Daher dürfen für Abbruch- und Schlitzarbeiten nur erschütterungsarme Verfahren (Schneiden, Bohren) angewendet werden.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Abbruch-/Demontageabläufe, die in die Statik des Gebäudes eingreifen, sind gemäß den statischen Vorgaben und Anweisungen des Tragwerkplaners auszuführen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Vor Abbruch bzw. Herstellung von Öffnungen / Durchbrüchen im Mauerwerk sind Trennschnitte senkrecht zur Mauerwerksfuge auszuführen, dabei ist mindestens die erste Ziegeldicke zu durchtrennen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">5.  Vor Aufnahme der Arbeiten ist die Standsicherheit der abzubrechenden baulichen Anlage, der daran angrenzenden Baukörper und möglicher Abbruchzwischenstände zu untersuchen.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Der Auftragnehmer hat sich vor Arbeitsbeginn davon zu überzeugen, dass alle Leitungen (z.B. Strom, Gas, Wasser, Wärme) einwandfrei unterbrochen sind.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Die Abbrucharbeiten müssen von einem fachlich geeigneten Vorgesetzten geleitet werden. Während der Abbrucharbeiten muss diese Person ständig auf der Baustelle anwesend sein, oder einen qualifizierten Vertreter bestimmen.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Die Gefahrenbereiche sind von dieser Person festzulegen und gegen Betreten zu sichern.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Vor Arbeitsunterbrechung der Abbrucharbeiten ist dafür zu sorgen, dass keine gefahrdrohenden Zustände  (z.B. hängende Teile, Schrägstellung von Bauteilen) bestehen bleiben.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">In jedem Fall ist 2 Wochen vor Beginn der Abbrucharbeiten sowohl der Objektüberwachung als auch dem SiGeKo die vom AN erstellte Abbruchanweisung zur Prüfung und Freigabe zu übergeben. Erfolgt die Vorlage nicht fristgerecht, gehen die daraus resultierenden Verzüge zu Lasten des AN.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">6.  Weiterhin muss der AN sicherstellen, dass gefährliche oder belastete Bauteile, Materialien u. dgl. gefahrlos und vorschriftsmäßig ausgebaut, gehandhabt separiert und entsorgt werden. Die Entsorgung schadstoffbelasteter </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Materialien erfolgt nach entsprechenden Positionen,</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Die Entsorgung nicht schadstoffbelasteten Materials ist in die Abbruchpositionen einzurechnen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">7.  Bei Abbruch von Mauerwerk und Betonbauteilen werden der Abrechnung die jeweiligen Bauteilmaße zugrunde gelegt. Beläge wie Putz, Fliesen und sonstige Verkleidungen auf diesen Bauteilen sind ohne besondere Vergütung </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">mit abzubrechen und abzufahren. Beim Abbrechen der vorhandenen Wände sind die in den Wänden bauseits abgetrennten Haustechnik- und Elektroleitungen mit abzubrechen und zu entsorgen. Mauerwerkswände sind bis auf den Rohboden abzubrechen. Die Erstellung neuer Durchbrüche und Türen erfolgt als behutsamer Teilabbruch.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">8.  Bei den Abbrucharbeiten ist auf die höchstzulässige Deckenbelastung zu achten. Eine Überlastung der Deckentragfähigkeit und des statischen Gefüges ist unter allen Umständen auszuschließen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">9.  Die Art und Verfahren für die ausgeschriebenen Abbruchpositionen sind dem AN überlassen, sofern nicht im LV eine spezielle Abbruchart vorgeschrieben ist. Sie müssen jedoch Erschütterungs- und staubarm erfolgen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">10.  Die Vorschriften der Berufsgenossenschaft, insbesondere bezüglich Abbruch- u. Umbauarbeiten an Bauten, Arbeiten  auf Gerüsten, sind zu beachten. Mit der  Durchführung von Abbrucharbeiten dürfen nur Fachfirmen beauftragt werden.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">11.  Während der einzelnen Stadien des Abbruchs muss die Standfestigkeit der abzubrechenden und angrenzenden Bauteile gewährleistet sein. Bauteile, die durch Abbrechen anschließender oder auflagernder Bauteile ihren Halt</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">verlieren können, sind zu sichern.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">12.  Beim Abbruch von Beton- u. Stahlbetonbauteilen werden der Abrechnung die Abmessungen dieser Bauteile zugrunde gelegt.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">13.  Bei Abbrucharbeiten, bei denen auch Putzflächen oder Teile von diesen entfernt werden, sind die Putzanschlüsse zu den entsprechenden Bauteilen, Durchbrüchen etc. durch sauberes Beschneiden der Ränder herzustellen. </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Dies ist in die E.P. einzurechnen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">14.  Ist der Abbruch unter Verwendung von Mauerwerks- oder Betonsägen herzustellen, so sind in die entsprechenden Positionen sämtliche Schutz- und Entsorgungsmaßnahmen einzurechnen. Eine gesonderte Vergütung hierfür erfolgt nicht.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">15.  Kernbohrungen</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Bei der Herstellung von Kernbohrungen sind folgende Leistungen in die E.P. einzurechnen:</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">- Baustellen An- und Abfahrten</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- das Heranführen von Strom und Wasser</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- Einmessen der Bohrachsen</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- Saugring und Wasserabsaugung, Beseitigung des Bohrwassers</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- Lösen des Bohrkerns aus dem Gefüge, anfallenden Kern entsorgen,</span>
                        <br />
                        <span style="background:#FFFFFF;">   Bohrkern gegen unkontrolliertes Durchfallen sichern</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- die erforderlichen Gerüste sowie die Rüst- und Umsetzzeiten</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- angrenzende Bauteile sind gegen Verschmutzung durch Bohrwasser und dgl.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">wirksam zu schützen. Nicht schützbare Bereiche sind nach Bohrende unverzüglich gründlich mit klarem Wasser zu reinigen.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- Stahlschnitte werden gesondert vergütet</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Das anfallende Bohrwasser ist prinzipiell an der Bohrstelle abzusaugen und außerhalb des Bauwerkes zu entsorgen. Der Wassereindrang in das Gebäude ist auf ein Minimum zu beschränken.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">16.Abbruchplattformen</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Bei dem Abbruch von Decken, Treppen, Wänden, etc. ist der Arbeitshöhenbereich in der LV-Position angegeben. Ausreichend dimensionierte Abbruchplattformen unter der Abbruchfläche bzw. neben Wänden sind einzukalkulieren.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Ist kein Arbeitshöhenbereich angegeben ist von einer Höhe bis 3,5m auszugehen.</span>
                      </p>
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">- ZTV - Abbrucharbeiten</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
                  </OutlineText>
                </CompleteText>
              </Description>
            </Remark>
            <BoQCtgy ID="GW_3094789" RNoPart="01">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Abbrucharbeiten Wände / Decken / Boden  KGD</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Remark ID="GW_3094790">
                    <Description ID="c1bd0fae-5553-4778-b30d-b4519624d2d2">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Decken:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Geschossweise entsprechend Baufortschritt </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Erreichen der Mindestfestigkeit der Stahlbetonwände </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe durch den Tragwerksplaner,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehraufwand als Zulage in gesonderter Position.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schlitze / Aussparungen herstellen:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Der Ausbruch für die Schlitze neuer Bauteile ist z.T. halbseitig bzw. nach Angabe des Tragwerkplaners auszuführen. Nach Teil-Einbau der neuen Bauteile kann erst der weitere Ausbruch erfolgen.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Hinweis:</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Remark>
                  <Item ID="GW_3094791" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="c242997a-36d0-485c-85ca-c89959e3e9d8">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bis spätestens 4 Wochen nach Auftragserteilung hat der</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">AN dem AG unaufgefordert ein Abbruchkonzept auf der Grundlage der</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführungs- und Tragwerksplanung, unter Einbeziehung der Leistungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">des Spezialtiefbau und der Entsorgungsleistungen, zur weiteren Verwendung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Genehmigung zu übergeben.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Inhalt u.a.:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Technologischer Bauablauf der Abbruchleistungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Abbruchleistungen zur Gründung mit integriertem Spezialtiefbau</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Decken entsprechend Baufortschritt Geschossweise abbrechen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Abstützungsmaßnahmen  während der Abbruchleistungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Lagerung der wiederverwendbaren Mauerziegel</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Abstimmungen mit dem Tragwerksplaner</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Entsorgungskonzept (ges. Pos.)</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Der AG behält sich vor, nicht der Ausführungs- und Tragwerksplanung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">entsprechende Technologien der Abbruchmaßnahmen zurückzuweisen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und zu untersagen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsort:   Kollegiengebäude D (KGD)</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Abbruchkonzept</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094792" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>17.000</Qty>
                    <QU>m</QU>
                    <Description ID="8bd2181f-902a-4739-8dae-71a277a305c5">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bodenplatte aus Stahlbeton, bewehrt, Normalbeton, ohne Bekleidungen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Beschichtungen, zur Vorbereitung des Abbruch im Rahmen einer </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sanierungsmaßnahme schneiden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Dicke Bodenplatte:	ca. 60 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Länge:		ca. 4,55 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Breite:		ca. 3,60 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Stahlbetonbauteile vor Abbruch horizontal oder vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: komplette Dicke von ca. 60 - ca. 65 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  umlaufende Sägeschnitte nach Angaben im stat. Positionsplan Bodenplatte</span>
                            </p>
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">-  </span>
                              <span style="background:#FFFFFF;">Einteilung Anzahl Schnitte für geeigneten Abtransport der Bestands-BP </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   (d= 60cm) aus Gebäudeinneren durch AN; Einbringöffnung /-schacht in </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   AW in Achse D.7/D.E-D.F </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Untergeschoss - Aufzug</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_503-KGD I Grundriss UG - Abbruch Baumeister </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bodenplatte Stahlbeton schneiden; D: 60 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094793" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>12.000</Qty>
                    <QU>m</QU>
                    <Description ID="5fe888e6-f770-4cca-9e08-fdc8d29ed282">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bodenplatte aus Stahlbeton, bewehrt, Normalbeton, ohne Bekleidungen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Beschichtungen, zur Vorbereitung des Abbruch im Rahmen einer </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sanierungsmaßnahme senkrecht schneiden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Dicke Bodenplatte:	ca. 60 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Länge:		ca. 3,40 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Breite:		ca. 2,50 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Stahlbetonbauteile vor Abbruch horizontal oder vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: komplette Dicke von ca. 60 - ca. 65 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  umlaufende Sägeschnitte nach Angaben im stat. Positionsplan Bodenplatte</span>
                            </p>
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">-  </span>
                              <span style="background:#FFFFFF;">Einteilung Anzahl Schnitte für geeigneten Abtransport der Bestands-BP </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   (d= 60cm) aus Gebäudeinneren durch AN; Einbringöffnung /-schacht in </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   AW in Achse D.7/D.E-D.F </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Untergeschoss - Pumpenschacht</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_503-KGD I Grundriss UG - Abbruch Baumeister </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bodenplatte Stahlbeton schneiden; D: 60 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094794" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>27.000</Qty>
                    <QU>m3</QU>
                    <Description ID="f696372f-d46f-4c9b-b345-db1562f1b8dd">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Bodenplatte aus Stahlbeton, Normalbeton, ohne Bekleidungen und Beschichtungen, Teilabbruch im Rahmen einer Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse    ca. B 300 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Länge: 		ca. 4,55 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Breite:		ca. 3,50 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 0,60 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Erhalt der vorhandenen Bewehrung mit HDW (Pos. Zulage)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Umlaufender Abbruch Bestandsbodenplatte b= ca. 1,0m Breite mit HDW</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Untergeschoss </span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Aufzug / Pumpenschacht</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_503-KGD I Grundriss UG - Abbruch Baumeister </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bodenplatte Stahlbeton abbrechen, nicht schadstoffbelastet,  D: 60 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094795" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>19.000</Qty>
                    <QU>m3</QU>
                    <Description ID="88cd3d49-a0d6-406a-9322-4b6ecf3127f9">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für den Erhalt der vorhandenen Bewehrung beim vorbeschriebenen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abtrag von Bodenplatten aus Stahlbeton mit Hochdruckwasserstrahl, als Zulage</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Abbruch von Stahlbeton-Bodenplatte über gesamte  Bauteildicke mit Erhalt </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    der vorhandenen Bewehrung mit Hochdruckwasserstrahl. </span>
                            </p>
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">-  </span>
                              <span style="background:#FFFFFF;">Umlaufender Abbruch Bestandsbodenplatte b= ca. 1,0m  Breite mit HDW </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Bauteildicke 60 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausreichende Schutzvorkehrungen vor dem anfallenden Wasser, das</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> fachgerechte Auffangen und entsorgen des verunreinigten Wassers ist in</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den Einheitspreis einzukalkulieren</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Untergeschoss</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Erhalt der vorhandenen Bewehrung - Bodenplatten</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094796" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>29.000</Qty>
                    <QU>m</QU>
                    <Description ID="bd660300-d272-4b43-86a1-67088e90ac74">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Deckenplatte aus Stahlbeton, bewehrt, Normalbeton, ohne Bekleidungen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Beschichtungen, zur Vorbereitung des Abbruch im Rahmen einer </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sanierungsmaßnahme senkrecht schneiden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Dicke:		ca.  15 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Länge:		ca. 3,60 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Breite:		ca. 3,55 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Arbeitshöhenbereich [m]:      bis 3 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Stahlbetonbauteile vor Abbruch horizontal oder vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: komplette Dicke von ca.12 cm - ca. 15 cm </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  In den Ecken werden Kernbohrungen gesetzt (in gesonderter Position</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss /  1. Obergeschoss</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_503-KGD I Grundriss 1.OG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton  schneiden; D: 15 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094797" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>m3</QU>
                    <Description ID="979e9a85-895e-41f5-bbb1-a573ebd0bb21">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Deckenplatte aus Stahlbeton, Normalbeton, ohne Bekleidungen und Beschichtungen, Teilabbruch im Rahmen einer Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse  ca. B 300 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Länge: 		ca. 3,60 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Breite:		ca. 3,55 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 0,15 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Erhalt der vorhandenen Bewehrung mit HDW (Pos. Zulage)</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 3 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss /  1. Obergeschoss</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_503-KGD I Grundriss 1.OG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton abbrechen, nicht schadstoffbelastet,  D: 15 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094798" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>m3</QU>
                    <Description ID="4e795432-efd4-4316-9313-7819bd96ac07">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für den Erhalt der vorhandenen Bewehrung beim vorbeschriebenen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abtrag von Geschossdecken aus Stahlbeton mit Hochdruckwasserstrahl, als Zulage</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Abbruch von Stahlbetondecken über ganze Bauteildicke mit Erhalt </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    der vorhandenen Bewehrung mit Hochdruckwasserstrahl. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bauteildicke 15 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausreichende Schutzvorkehrungen vor dem anfallenden Wasser, das</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> fachgerechte Auffangen und entsorgen des verunreinigten Wassers ist in</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den Einheitspreis einzukalkulieren</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Erhalt der vorhandenen Bewehrung - Deckenplatten</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094799" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="f9f93d93-84a4-4738-b42e-1df1fdcc7f4d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für den Abbruch der Decke über EG im Bereich Aufzug</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für den zeitlich versetzten Abbruch erst nach Herstellung der Aufzugswände im UG und des neuen Deckenabschlusses Decke über UG.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der Abbruch ist erschwert durch</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- den darunter liegenden Aufzugsschacht</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- die überstehende Bewehrung aus den Schachtwände Aufzug UG.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einzukalkulieren ist ein entsprechend aufwendigeres Abbruchpodest.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D6 D7</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für den geschossweisen Abbruch Decken für Aufzugsschacht</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094800" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>m2</QU>
                    <Description ID="6c6a1c90-e9a9-4176-964c-d4178dd6817b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Deckenplatte aus Stahlbeton, Normalbeton, ohne Bekleidungen und Beschichtungen, Teilabbruch im Rahmen einer Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Stahlbetondecken über halbe Bauteildicke </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   mit Erhalt der vorhandenen Bewehrung mit Hochdruckwasserstrahl. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse  ca. B 300 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 7,5 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Erhalt der vorhandenen Bewehrung mit HDW (Pos. Zulage)</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 3 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Untergeschoss / Erdgeschoss /  1. Obergeschoss</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_503-KGD I Grundriss UG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_503-KGD I Grundriss 1.OG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton abbrechen, nicht schadstoffbelastet, D: 7,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094801" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>m2</QU>
                    <Description ID="521650eb-7a6c-4823-bbc6-02130880e5a4">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für den Erhalt der vorhandenen Bewehrung beim vorbeschriebenen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abtrag von Geschossdecken aus Stahlbeton mit Hochdruckwasserstrahl, als Zulage</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Abbruch von Stahlbetondecken über halbe Bauteildicke mit Erhalt </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    der vorhandenen Bewehrung mit Hochdruckwasserstrahl. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bauteildicke 7,5 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausreichende Schutzvorkehrungen vor dem anfallenden Wasser, das</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> fachgerechte Auffangen und entsorgen des verunreinigten Wassers ist in</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den Einheitspreis einzukalkulieren</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Erhalt der vorhandenen Bewehrung - Deckenplatten</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094802" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>28.000</Qty>
                    <QU>m</QU>
                    <Description ID="03fe6406-92b4-417a-954c-2a562bc2657e">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Deckenplatte aus Stahlbeton, bewehrt, Normalbeton, ohne Bekleidungen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Beschichtungen, zur Vorbereitung des Abbruch im Rahmen einer </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sanierungsmaßnahme senkrecht schneiden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Dicke:			bis   ca.  15 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Länge:			bis   ca.  1,60 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Breite:			bis   ca.  1,30 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Arbeitshöhenbereich [m]:    	ca.  6,50 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Stahlbetonbauteile vor Abbruch horizontal oder vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: komplette Dicke von ca.12 cm cm </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  In den Ecken werden Kernbohrungen gesetzt (in gesonderter Position</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Dachdecke - Dachausstieg und Lichtkuppeln</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_DA_504-KGD I Dachaufsicht - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton  schneiden; D: 15 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094803" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>m3</QU>
                    <Description ID="dbad940e-394e-41d5-af89-534ac5025d8a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Deckenplatte aus Stahlbeton, Normalbeton, ohne Bekleidungen und Beschichtungen, Teilabbruch im Rahmen einer Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse  ca. B 300 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Länge:			bis   ca.  1,60 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Breite:			bis   ca.  1,30 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Arbeitshöhenbereich [m]:    	ca.  6,50 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Abbruchdicke:		ca. 0,15 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Erhalt der vorhandenen Bewehrung mit HDW (Pos. Zulage)</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Dachdecke - Dachausstieg und Lichtkuppeln</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_DA_504-KGD I Dachaufsicht - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton abbrechen, nicht schadstoffbelastet,  D: 15 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094804" RNoPart="014">
                    <UPBkdn>No</UPBkdn>
                    <Qty>9.000</Qty>
                    <QU>m</QU>
                    <Description ID="ed716df2-a6f3-4260-852b-f40ead2a3885">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bodenplatte des Lichtschacht aus Stahlbeton, bewehrt, Normalbeton, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne Bekleidungen und Beschichtungen, zur Vorbereitung des Abbruch</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Rahmen einer Sanierungsmaßnahme senkrecht schneiden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Dicke:		ca.  25 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Länge:		ca. 3,65m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Arbeitshöhenbereich [m]:      bis 2 m (Tiefe Lichtschacht)</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Stahlbetonbauteile vor Abbruch horizontal oder vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: komplette Wanddicke von ca. 25 - ca. 30 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  In den Ecken werden Kernbohrungen gesetzt (in gesonderter Position</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  2 x vertikaler Sägeschnitt in Lichtschacht nach Angaben Positionsplan</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Grundriss UG und Schnitt-Plan; </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Lichtschachtboden Abbruch nach Wahl AN</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss  Achse D.7 / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_502_a</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bodenplatte Stahlbeton Lischa schneiden; D: 25 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094805" RNoPart="015">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>m3</QU>
                    <Description ID="75c86b67-59c9-4344-933e-612127b40356">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch Lichtschacht aus Stahlbeton, Normalbeton, ohne Bekleidungen und Beschichtungen, Teilabbruch im Rahmen einer Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse   ca. B 300 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Länge: 		ca. 3,65 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Breite:		ca. 0,85 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Höhe:		ca. 1,10 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 0,25 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 2 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss  Achse D.7 / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_502_a</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Lichtschacht  Stahlbeton  abbrechen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094806" RNoPart="016">
                    <UPBkdn>No</UPBkdn>
                    <Qty>12.000</Qty>
                    <QU>m</QU>
                    <Description ID="056e0946-f6b5-4ea7-b0c2-fce213a92e8a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Außenwand aus Stahlbeton, bewehrt, Normalbeton, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne Bekleidungen und Beschichtungen, zur Vorbereitung des Abbruch</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Rahmen einer Sanierungsmaßnahme schneiden.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  umlaufende Sägeschnitte nach Angaben im stat. Positionsplan  UG </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   und Schnitt - Plan </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Dicke:		ca.   55 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Länge:		ca. 3,65 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Höhe:		ca. 2,25 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Arbeitshöhenbereich [m]:      bis 3 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Stahlbetonbauteile vor Abbruch horizontal oder vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: komplette Wanddicke von ca. 50 cm - ca. 55 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  In den Ecken werden Kernbohrungen gesetzt (in gesonderter Position</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss  Achse D.7 / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_502_a</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Außenwand Stahlbeton schneiden</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094807" RNoPart="017">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m3</QU>
                    <Description ID="aa701dbd-c231-4ac7-99ff-5a5f5d358b1f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Außenwand aus Stahlbeton, Normalbeton, ohne Bekleidungen und Beschichtungen, Teilabbruch im Rahmen einer Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse   ca. B 300 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Länge: 		ca. 3,65 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Höhe:		ca. 2,25 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 0,55 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Erhalt der vorhandenen Bewehrung mit HDW (Pos. Zulage)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 2 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <br />
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss  Achse D.7 / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_502_a</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Außenwand Stahlbeton abbrechen; D: 55 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094808" RNoPart="018">
                    <UPBkdn>No</UPBkdn>
                    <Qty>31.000</Qty>
                    <QU>m3</QU>
                    <Description ID="c93d29f9-207f-4087-9e0b-4612c8360b02">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Geschosstreppenläufe aus Stahlbeton, Normalbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse  ca. B 300 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  im Rahmen einer Sanierungsmaßnahme Totalabbruch, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Treppenanlage T02 und T03 bestehend je Anlage aus:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">1 x Treppenlauf  </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Material:		Stahlbeton</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Breite Treppenlauf:	ca. 110 cm</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Dicke Laufplatte:	ca.   25 cm</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Anzahl Steigungen:	          5 St.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Steigungsverhältnis:        ca.  18,5 cm / 25,5 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Länge:		ca.  160 cm</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Stufenauflage:	Betonwerkstein in Dickbett</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Dicke:		ca.      5 cm</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">2 x  Podest:		</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Material:		Stahlbeton</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Länge:		ca. 100 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Breite:		ca.  225 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Dicke:		ca. 25 cm</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Podestauflage:	Betonwerkstein in Dickbett</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Dicke:		ca.      5 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">3 x Treppenlauf  </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Material:		Stahlbeton</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Breite Treppenlauf:	ca. 110 cm</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Dicke Laufplatte:	ca.   25 cm</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Anzahl Steigungen:	          10 St.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Steigungsverhältnis:        ca.  18,5 cm / 25,5 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Länge:		ca.  320 cm</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Stufenauflage:	Betonwerkstein in Dickbett</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Dicke:		ca.      5 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">4 x Geländer:</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Material:		Holz</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Anzahl:		1 St.</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Pfosten:		3 St.</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Handlauflänge:	ca. 350 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		ca.  200 cm</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Pfostenlänge:	ca. 110 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stützwand:</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Material:			 Stahlbeton</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Breite:			 ca.  225 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Höhe:			 ca.  100 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Dicke Stützwand		 ca.    35 cm  </span>
                            </p>
                            <p />
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 6  m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Treppenanlage komplett abbrechen, aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                              <br />
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen Treppe 02 / Treppe 03</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Achse D.2 - D.3 / Achse D.F - D.G</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Achse D.5 - D.6 / Achse D.F - D.G</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_503-KGD I Grundriss UG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_503-KGD I Grundriss 1.OG - Abbruch Baumeister </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_UG_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Geschosstreppen innen aus Stahlbeton inkl. Geländer abbrechen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094809" RNoPart="019">
                    <UPBkdn>No</UPBkdn>
                    <Qty>22.000</Qty>
                    <QU>m</QU>
                    <Description ID="140f7444-170c-4983-a9a6-e1bb2e7206d5">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Innenwand aus Stahlbeton, bewehrt, Sichtbeton, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne Bekleidungen und Beschichtungen, zur  Herstellung von Türöffnungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">etc. im Rahmen einer Sanierungsmaßnahme schneiden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Dicke:		ca.   15 -20 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Breite:		ca. 1,15 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Höhe:		ca. 2,09 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Arbeitshöhenbereich [m]:      bis 3 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Stahlbetonbauteile vor Abbruch horizontal oder vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: komplette Wanddicke von ca. 15 - ca. 20 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  In den Ecken werden Kernbohrungen gesetzt (in gesonderter Position</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss  Achse D.E / Achse D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Innenwand Stahlbeton schneiden; D: 20 cm (Türöffnungen)</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094810" RNoPart="020">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>m2</QU>
                    <Description ID="978af457-e529-46cb-bf30-4b210592e827">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Innenwand aus Stahlbeton, Normalbeton, Sichtbeton, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne Bekleidungen und Beschichtungen, zur  Herstellung von Türöffnungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">etc. im Rahmen einer Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse  ca. B 300 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Breite: 		ca. 1,15 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Höhe:		ca. 2,09 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 0,15 - 0,20 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Erhalt der vorhandenen Bewehrung mit HDW (Pos. Zulage)</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 3 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <br />
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss  Achse D.E / Achse D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Innenwand Stahlbeton abbrechen; D: 20 cm (Türöffnungen)</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094811" RNoPart="021">
                    <UPBkdn>No</UPBkdn>
                    <Qty>42.000</Qty>
                    <QU>m</QU>
                    <Description ID="76e31aac-7ccd-4daf-98bc-d41dc6557c8d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Innenwand aus Stahlbeton, bewehrt, im Rahmen einer Sanierungsmaßnahme schneiden.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Stahlbetonbauteile vor Abbruch horizontal oder vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: komplette Wanddicke von ca. 20 - ca. 25 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  In den Ecken werden Kernbohrungen gesetzt (in gesonderter Position</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_503-KGD I Grundriss UG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_503-KGD I Grundriss 1.OG - Abbruch Baumeister </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Innenwand Stahlbeton schneiden; D: bis 25 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094812" RNoPart="022">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>m</QU>
                    <Description ID="08fc506a-ec04-470d-85ca-be4fc0db9b26">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Innenwand aus Stahlbeton, bewehrt, im Rahmen einer Sanierungsmaßnahme schneiden.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Stahlbetonbauteile vor Abbruch horizontal oder vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: komplette Wanddicke von ca. 26 - ca. 30 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  In den Ecken werden Kernbohrungen gesetzt (in gesonderter Position</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_503-KGD I Grundriss UG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_503-KGD I Grundriss 1.OG - Abbruch Baumeister </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Innenwand Stahlbeton schneiden; D: bis 30 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094813" RNoPart="023">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>m3</QU>
                    <Description ID="ab0c64a2-dac6-418c-a894-8cae3118dd74">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Innenwand aus Stahlbeton in verschiedenen Längen, Normalbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne Bekleidungen und Beschichtungen, Abbruch im Rahmen einer </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse  ca. B 300 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  im Rahmen einer Sanierungsmaßnahme Teilabbruch, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 20,0 cm -  30,0 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Erhalt der vorhandenen Bewehrung mit HDW (Pos. Zulage)</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 3,65 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_503-KGD I Grundriss UG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_503-KGD I Grundriss 1.OG - Abbruch Baumeister </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Innenwand Stahlbeton abbrechen; D: bis 30 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094814" RNoPart="024">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>m3</QU>
                    <Description ID="fd745463-0bd2-482b-aca2-f6e96b116514">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Innenwand aus Stahlbeton in verschiedenen Längen, Normalbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne Bekleidungen und Beschichtungen, Abbruch im Rahmen einer </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse   ca. B 300 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  im Rahmen einer Sanierungsmaßnahme Teilabbruch, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 20,0 cm -  25,0 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Erhalt der vorhandenen Bewehrung mit HDW (Pos. Zulage)</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 3,65 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">Abbruch nach Fertigstellung der Treppen entsprechend stat. Positionsplan UG und Schnittplan</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Untergeschoss Achse D.2 und D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_503-KGD I Grundriss UG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_503-KGD I Grundriss 1.OG - Abbruch Baumeister </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Innenwand Stahlbeton abbrechen; D: 25 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094815" RNoPart="025">
                    <UPBkdn>No</UPBkdn>
                    <Qty>100.000</Qty>
                    <QU>m2</QU>
                    <Description ID="dcf6f92e-4166-445f-be8d-d2a0cfc30509">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Innenwand aus Stahlbeton in verschiedenen Längen, Normalbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne Bekleidungen und Beschichtungen, Abbruch im Rahmen einer </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse  ca. B 300 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  im Rahmen einer Sanierungsmaßnahme Teilabbruch, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 15,0 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Erhalt der vorhandenen Bewehrung mit HDW (Pos. Zulage)</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 3,65 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_503-KGD I Grundriss UG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_503-KGD I Grundriss 1.OG - Abbruch Baumeister </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Innenwand Stahlbeton abbrechen; D: 15 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094816" RNoPart="026">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m3</QU>
                    <Description ID="9ff2bc0f-366d-4734-aa09-7afc58626129">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für den Erhalt der vorhandenen Bewehrung beim vorbeschriebenen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abtrag von Wänden aus Stahlbeton mit Höchstdruckdruckwasserstrahl, als Zulage</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Abbruch von Kelleraußenwänden aus Stahlbeton über gesamte Bauteildicke</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    mit Erhalt der vorhandenen Bewehrung mit Hochdruckwasserstrahl. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Abbruch von Innenwänden aus Stahlbeton über gesamte Bauteildicke</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    mit Erhalt der vorhandenen Bewehrung mit Hochdruckwasserstrahl. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bauteildicke 30 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausreichende Schutzvorkehrungen vor dem anfallenden Wasser, das</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> fachgerechte Auffangen und entsorgen des verunreinigten Wassers ist in</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den Einheitspreis einzukalkulieren</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_503-KGD I Grundriss UG - Abbruch Baumeister </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_503-KGD I Grundriss 1.OG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Erhalt der vorhandenen Bewehrung - Stahlbetonwände</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094817" RNoPart="027">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>m</QU>
                    <Description ID="77d2c02f-19d3-491d-95fd-3e9b5b5858d2">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stahlbetonbauteile vor Abbruch horizontal oder vertikal einschneiden,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: bis 3 cm, zum Erhalt der Bewehrung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    (vors. ist eine Betonüberdeckung von 1 - 1,5 cm aus der Bauzeit vorhanden,  </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> -  Sondierung ist vorher durchzuführen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_503-KGD I Grundriss UG - Abbruch Baumeister </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_503-KGD I Grundriss 1.OG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Trennschnitte Beton, Betonüberdeckung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094818" RNoPart="028">
                    <UPBkdn>No</UPBkdn>
                    <Qty>70.000</Qty>
                    <QU>m</QU>
                    <Description ID="b2cc32b0-3ad8-4af5-bbce-3eb74021f297">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Innenwand aus Mauerwerk im Rahmen einer Sanierungsmaßnahme schneiden.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Mauerwerkswände aus Mauerziegeln vor Abbruch horizontal </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   und vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: bis ca. 30 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_503-KGD I Grundriss UG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_503-KGD I Grundriss 1.OG - Abbruch Baumeister </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Innenwand Mauerwerk schneiden; D: bis 30 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094819" RNoPart="029">
                    <UPBkdn>No</UPBkdn>
                    <Qty>42.000</Qty>
                    <QU>m3</QU>
                    <Description ID="b75badab-ba29-40f9-a239-93cf29ce9e44">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Bestandswand aus Mauerwerk aus Mauerziegel,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Rahmen einer Sanierungsmaßnahme bzw. Herstellung von Türöffnungen etc. entsprechend Planung</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  im Rahmen einer Sanierungsmaßnahme Teilabbruch, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN 1055-1 15 kN/m3, </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 20,0 cm -  25,0 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 3,65 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Das Abbruchmaterial ist chargenweise zu separieren / erfassen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Entsorgung Z0 und Z1.1 gem. Eckpunktepapier ist einzukalkulieren.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_503-KGD I Grundriss UG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_503-KGD I Grundriss 1.OG - Abbruch Baumeister </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Innenwand Mauerwerk abbrechen; D: 25 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094820" RNoPart="030">
                    <UPBkdn>No</UPBkdn>
                    <Qty>70.000</Qty>
                    <QU>m2</QU>
                    <Description ID="084dc772-9686-4dec-ac20-424ca6d2adb3">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Bestandswand aus Mauerwerk aus Mauerziegel,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Rahmen einer Sanierungsmaßnahme bzw. Herstellung von Türöffnungen etc. entsprechend Planung</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  im Rahmen einer Sanierungsmaßnahme Teilabbruch, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN 1055-1 15 kN/m3, </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 10,0 cm -  15,0 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 3,65 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_503-KGD I Grundriss UG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_503-KGD I Grundriss 1.OG - Abbruch Baumeister </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Innenwand Mauerwerk abbrechen; D: 15 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094821" RNoPart="031">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1250.000</Qty>
                    <QU>St</QU>
                    <Description ID="556e2046-4c99-4e28-8d91-65167ea3e77d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für die Reinigung von Mauerziegeln 2DF aus abgebrochenem </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Fugenmauerwerk durch Entfernung von Mörtel und Verschmutzungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und anschließende Zwischenlagerung in Big-Bags auf dem Zwischenlager bis zur Wiederverwendung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">1 m² </span>
                              <span style="font-size:14pt;color:#333333;background:#FFFFFF;">≈  </span>
                              <span style="color:#333333;background:#FFFFFF;">50 St., Ziegelgröße NF</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Reinigung Mauerziegel zur Wiederverwendung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094822" RNoPart="032">
                    <UPBkdn>No</UPBkdn>
                    <Qty>177.000</Qty>
                    <QU>m2</QU>
                    <Description ID="12b8d073-292f-41dc-b48f-1396eb110983">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Abbruch Zementestrich unter bauseits ausgebauten Natursteinbelägen </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">bestehend aus:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- ca. 40 - 55 mm Estrich auf Trennlage (Papier) verlegt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                              <br />
                              <span style="background:#FFFFFF;">Trennlage in Container zwischenlagern.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Abbruch Estrich bis 55 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094823" RNoPart="033">
                    <UPBkdn>No</UPBkdn>
                    <Qty>42.000</Qty>
                    <QU>m2</QU>
                    <Description ID="3ecacb9f-1ead-4e20-aa3e-ec92fab01237">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für den Abbruch von vorbeschriebenem Estrich</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Streifen b=0,90 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Abbruch Estrich in Kleinflächen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094824" RNoPart="034">
                    <UPBkdn>No</UPBkdn>
                    <Qty>177.000</Qty>
                    <QU>m2</QU>
                    <Description ID="5c783808-d040-4784-a528-86d955288f3e">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">unter Estrich auf Bodenpaltte</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Abbruch Styropor 20mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094825" RNoPart="035">
                    <UPBkdn>No</UPBkdn>
                    <Qty>30.000</Qty>
                    <QU>m</QU>
                    <Description ID="51cf09a6-4a08-4501-8917-f817897dbe4e">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellung von waagerechten Schlitzen in Bestandswand bzw. -randunterzug aus Stahlbeton im Rahmen eines Teilabbruchs,  für die Herstellung des </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Auflager der neuen Stahlbetondecke durch Abbruch von Hand / mit </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">handgeführten Kleingeräten, die Bewehrung ist vorher zu sondieren </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und zu erhalten.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Aufgenommene Stoffe gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                              <br />
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe: ca. 18 cm - 20 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Tiefe:  ca. 3 cm - 4 cm</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Plan:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KGD_Deckenanschluss Detail A1 Bew-skizze</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Auflagerausbildung Deckenbereiche</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094826" RNoPart="036">
                    <UPBkdn>No</UPBkdn>
                    <Qty>45.000</Qty>
                    <QU>m</QU>
                    <Description ID="eb1aaac5-2912-4c3d-a06b-399020dabd59">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von rauen Fugen in Bestandswand aus Stahlbeton als Teilabbruch von Hand / mit handgeführten Kleingeräten, die Bewehrung ist vorher zu sondieren und zu erhalten, die Auflagertaschen sind rau nach EC 2 auszuführen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für neue Stahlbetonwände.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Aufgenommene Stoffe gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                              <br />
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe: ca. 18 cm - 20 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Tiefe:  ca. 3 cm - 4 cm</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Herstellen raue Fuge Wandanschlüsse</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094827" RNoPart="037">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="4f5be7ee-239a-4214-a3ae-444e57c27abf">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Auflagertaschen in Bestandswand aus Stahlbeton als </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Teilabbruch von Hand / mit handgeführten Kleingeräten, einschl. Zerkleinerung, die Bewehrung ist vorher zu sondieren und zu erhalten, die Auflagertaschen sind rau nach EC 2 für neue Stahlbetonwände  auszuführen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Aufgenommene Stoffe gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                              <br />
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen L/B/H: 50/25/25 cm.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_UG_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_00_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_01_004_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Herstellen Auflagertaschen, 50/25/25 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094828" RNoPart="038">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>m3</QU>
                    <Description ID="38da6e47-5ab3-467d-ab1b-307dd34f5052">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausfräsen / Abstemmen des DSV-Injektionsvorwuchs </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für tiefer liegende Bauteile</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Aufzugsunterfahrt und Pumpensumpf</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit erhöhter Genauigkeit, Toleranz +/- 3 cm,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ausfräsen DSV-Injektionsvorwuchs, Aufzugsunterfahrt</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096283" RNoPart="039">
                    <UPBkdn>No</UPBkdn>
                    <Qty>30.000</Qty>
                    <QU>St</QU>
                    <Description ID="b38fc53f-871b-4f2f-8566-924c2470863c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">für vorbeschriebene Schneidearbeiten in Stahlbeton</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in den Eckbereichen von Decken und Wandöffnungen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bohrdurchmesser 120 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bohrtiefe bis 20 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen  Ø  120 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096285" RNoPart="040">
                    <UPBkdn>No</UPBkdn>
                    <Qty>80.000</Qty>
                    <QU>St</QU>
                    <Description ID="0cf2de3e-52f3-44b1-9016-333c576bcd15">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">für vorbeschriebene Schneidearbeiten in Stahlbeton</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in den Eckbereichen von Decken und Wandöffnungen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bohrdurchmesser 150 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bohrtiefe bis 30 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen  Ø  150 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096289" RNoPart="041">
                    <UPBkdn>No</UPBkdn>
                    <Qty>120.000</Qty>
                    <QU>St</QU>
                    <Description ID="46332dbc-b7bd-409b-8164-4214f3d7a25b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">für vorbeschriebene Schneidearbeiten in Mauerwerk</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in den Eckbereichen von Decken und Wandöffnungen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bohrdurchmesser 150 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bohrtiefe bis 30 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen  Ø  150 mm - MW</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096284" RNoPart="042">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="2fc65aee-19ac-4ddd-8555-41177e13c898">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">für vorbeschriebene Schneidearbeiten in Stahlbeton</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in den Eckbereichen von Decken und Wandöffnungen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bohrdurchmesser 250 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bohrtiefe bis 60 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen  Ø  250 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3094829" RNoPart="02">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Abbrucharbeiten Wände / Decken / Boden  KGE</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Remark ID="GW_3094830">
                    <Description ID="87eff62f-91c3-4c9c-8c03-eeca79521d91">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Decken Geschossweise entsprechend Baufortschritt </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Erreichen der Mindestfestigkeit der Stahlbetonwände </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe durch den Tragwerksplaner,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehraufwand als Zulage in gesonderter Position.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Hinweis zur Kalkulation und Ausführung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Remark>
                  <Item ID="GW_3094831" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="705a9862-e562-42ff-aefd-8503dec95d1b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bis spätestens 4 Wochen nach Auftragserteilung hat der</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">AN dem AG unaufgefordert ein Abbruchkonzept auf der Grundlage der</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführungs- und Tragwerksplanung, unter Einbeziehung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der Entsorgungsleistungen, zur weiteren Verwendung und Genehmigung zu übergeben.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Inhalt u.a.:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Technologischer Bauablauf der Abbruchleistungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Abbruchleistungen zur Gründung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Decken entsprechend Baufortschritt Geschossweise abbrechen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Abstützungsmaßnahmen  während der Abbruchleistungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Lagerung der wiederverwendbaren Mauerziegel</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Abstimmungen mit dem Tragwerksplaner</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Entsorgungskonzept (ges. Pos.)</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Der AG behält sich vor, nicht der Ausführungs- und Tragwerksplanung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">entsprechende Technologien der Abbruchmaßnahmen zurückzuweisen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und zu untersagen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsort:   Kollegiengebäude E (KGE)</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Abbruchkonzept</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096260" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>500.000</Qty>
                    <QU>m2</QU>
                    <Description ID="63c512ce-18f8-44d5-b65a-fc58405c96d7">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">zur Entfernung von Resten aus Bitumenschweißbahn</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Frästiefe 0-10 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Fräsgut in Big-Bags zur Beprobung im Zwischenlager lagern.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Abfräsen der Oberseite der Betonbodenplatte</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094832" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>150.000</Qty>
                    <QU>m</QU>
                    <Description ID="5bbf5195-ab43-4c47-bdeb-dc6b4862725e">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Magerbetonauffüllung der unbewehrten (zweiten) Bodenplatte, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Normalbeton ca. B15/20,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Dicke: ca. 12-15 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Betonbauteile vor Abbruch vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: komplette Dicke von ca. 12 -  ca. 15 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  umlaufende Sägeschnitte nach Angaben im unten aufgeführten Plan</span>
                            </p>
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">-  </span>
                              <span style="background:#FFFFFF;">Trennschnitte werden nicht gesondert vergütet.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_503-KGE I GR EG-Abbruch Baumeister I 1_50</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bodenplatte, unbewehrt, schneiden; D: 15 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094833" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>19.000</Qty>
                    <QU>m3</QU>
                    <Description ID="5f39d6aa-a305-423a-9f4a-adb690ff3beb">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Bodenplatten aus unbewehrtem Beton C15/20</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Normalbeton, ohne Bekleidungen und Beschichtungen, Teilabbruch im Rahmen einer Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse   ca. C15/20</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 0,12 cm bis 15 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_503-KGE I GR EG-Abbruch Baumeister I 1_50</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bodenplatte abbrechen, unbewehrt;  D: 15 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096261" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>38.000</Qty>
                    <QU>m3</QU>
                    <Description ID="a44789ee-c9e7-4de8-b418-fc9869364da8">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bestehende Schotterauffüllung über der Bodenplatte ausbauen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  abtragen der verdichteten Schotterauffüllung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Bodenklasse 3-4</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1: 20 kN/m3,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Dicke  im Mittel 30 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in nachfolgende Big-Bags füllen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Arbeiten von Hand oder mit Kleingeräten unter Berücksichtigung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der Gebäudegeometrie, </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Bodenplatte</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_503-KGE I GR EG-Abbruch Baumeister I 1_50</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Rückbau der bestehenden Schotterauffüllung </span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096265" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>13.000</Qty>
                    <QU>m3</QU>
                    <Description ID="508e7719-cc29-43b0-be19-37c57686c539">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Zulage für den Transport der ausgebauten Schotterfüllung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">aus dem Gebäude zum Zwischenlager.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Zulage Transport Zwischenlager</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096262" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>St</QU>
                    <Description ID="d584d2c4-ea1f-4743-ba33-4aebf873eaba">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Liefern von Big Bags, aus Polypropylen-Gewebe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Größe 90*90*110 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Tragfähigkeit 2,0 Tonnen</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Liefern von Big Bags, 2,0 t</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096264" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>m3</QU>
                    <Description ID="7da8fb7e-a914-48bf-b241-0668a20d6d45">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausladen der vorbeschriebenen Schotterauffüllung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">aus den Big Bags und Verteilung auf der Bodenplatte,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Fertigstellung der Stahlbetonarbeiten</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Transportweg bis  10 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Einbauhöhe 30 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  incl. Verdichtung mit kleiner Rüttelplatte</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Einbauhöhe +-2 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Incl. Entsorgung der Big Bags.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schotterauffüllung einbauen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094835" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>m</QU>
                    <Description ID="4b7eb3ae-ebdb-443c-bb3a-5c709c5f371b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Deckenplatte aus Stahlbeton, bewehrt, Normalbeton, ohne Bekleidungen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Beschichtungen, zur Vorbereitung des Abbruch im Rahmen einer </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sanierungsmaßnahme senkrecht schneiden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Dicke:		ca.    33 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Länge:		ca. 4,665 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Breite:		ca. 2,50 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Arbeitshöhenbereich [m]:      bis 4 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Stahlbetonbauteile vor Abbruch horizontal oder vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: komplette Dicke von  ca. 32 -  ca. 35 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  In den Ecken werden Kernbohrungen gesetzt (in gesonderter Position</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  umlaufende Sägeschnitte nach Angaben im stat. Positionsplan Erdgeschoss</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   und Bauteilschnitt</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss  - Aufzug</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_503-KGE I GR EG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton schneiden; D: 33 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094836" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>m3</QU>
                    <Description ID="b71a334d-9c56-40c9-bc0a-df6eecfe7078">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Deckenplatte aus Stahlbeton, Normalbeton, ohne Bekleidungen und Beschichtungen, Teilabbruch im Rahmen einer Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse  ca. BK 25 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Länge: 		ca. 4,67 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Breite:		ca. 2,50 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 0,33 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Erhalt der vorhandenen Bewehrung mit HDW (Pos. Zulage)</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 4 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss  - Aufzug</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_503-KGE I GR EG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton abbrechen, nicht schadstoffbelastet;  D: 33 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094837" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>18.000</Qty>
                    <QU>m</QU>
                    <Description ID="4f02770f-0511-47aa-92e0-33a6b566f0dd">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Deckenplatte aus Stahlbeton, bewehrt, Normalbeton, ohne Bekleidungen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Beschichtungen, zur Vorbereitung des Abbruch im Rahmen einer </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sanierungsmaßnahme senkrecht schneiden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Dicke:		ca.    33 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Länge:		ca.  5,14 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Breite:		ca. 3,605 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Arbeitshöhenbereich [m]:      bis 4 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Stahlbetonbauteile vor Abbruch horizontal oder vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: komplette Dicke von  ca. 32 -  ca. 35 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  In den Ecken werden Kernbohrungen gesetzt (in gesonderter Position</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  umlaufende Sägeschnitte nach Angaben im stat. Positionsplan Erdgeschoss</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   und Bauteilschnitt</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss  - T02</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_503-KGE I GR EG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton schneiden; D: 33 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094838" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>m3</QU>
                    <Description ID="db56b053-de97-4001-a646-118fac6a0f20">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Deckenplatte aus Stahlbeton, Normalbeton, ohne Bekleidungen und Beschichtungen, Teilabbruch im Rahmen einer Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse ca. BK 25 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Länge: 		ca. 5,140 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Breite:		ca. 3,605 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 0,330 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Erhalt der vorhandenen Bewehrung mit HDW (Pos. Zulage)</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 4 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss - T02</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_503-KGE I GR EG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton abbrechen, nicht schadstoffbelastet;  D: 33 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094839" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>7.000</Qty>
                    <QU>m2</QU>
                    <Description ID="76b8f9cd-5b00-4fa5-984c-746eae35e32d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Deckenplatte aus Stahlbeton, Normalbeton, ohne Bekleidungen und Beschichtungen, Teilabbruch im Rahmen einer Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse  ca. BK 25 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 4 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss - Aufzug / T02</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_503-KGE I GR EG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton abbrechen, nicht schadstoffbelastet; D: 12 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094840" RNoPart="014">
                    <UPBkdn>No</UPBkdn>
                    <Qty>11.000</Qty>
                    <QU>m</QU>
                    <Description ID="9c07002a-9382-4b00-ab6f-8d143ab40db9">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Deckenplatte aus Stahlbeton, bewehrt, Normalbeton, ohne Bekleidungen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Beschichtungen, zur Vorbereitung des Abbruch im Rahmen einer </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sanierungsmaßnahme senkrecht schneiden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Dicke:		ca.    33 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Länge:		ca.  2,55 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Breite:		ca.  2,50 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Arbeitshöhenbereich [m]:       bis 4 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Stahlbetonbauteile vor Abbruch horizontal oder vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: komplette Dicke von  ca. 32 -  ca. 35 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  In den Ecken werden Kernbohrungen gesetzt (in gesonderter Position</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  umlaufende Sägeschnitte nach Angaben im stat. Positionsplan Erdgeschoss</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   und Bauteilschnitt</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	1. Obergeschoss  - Aufzug</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_503-KGE I GR 1.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton schneiden; D: 33 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094841" RNoPart="015">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>m3</QU>
                    <Description ID="b046d7b4-9962-4822-a5b3-042c8371f2d5">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Deckenplatte aus Stahlbeton, Normalbeton, ohne Bekleidungen und Beschichtungen, Teilabbruch im Rahmen einer Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse ca. BK 25 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Länge: 		ca. 2,25 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Breite:		ca. 2,05 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 0,33 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Erhalt der vorhandenen Bewehrung mit HDW (Pos. Zulage)</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 4 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	1. Obergeschoss  - Aufzug</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_503-KGE I GR 1.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton abbrechen, nicht schadstoffbelastet;  D: 33 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094842" RNoPart="016">
                    <UPBkdn>No</UPBkdn>
                    <Qty>18.000</Qty>
                    <QU>m</QU>
                    <Description ID="f125ff1f-2654-46ff-aa00-7d974a8aeb95">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Deckenplatte aus Stahlbeton, bewehrt, Normalbeton, ohne Bekleidungen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Beschichtungen, zur Vorbereitung des Abbruch im Rahmen einer </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sanierungsmaßnahme senkrecht schneiden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Dicke:		ca.    33 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Länge:		ca.  5,340 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Breite:		ca.  3,605 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Arbeitshöhenbereich [m]:       bis 4 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Stahlbetonbauteile vor Abbruch horizontal oder vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: komplette Dicke von  ca. 32 -  ca. 35 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  In den Ecken werden Kernbohrungen gesetzt (in gesonderter Position</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  umlaufende Sägeschnitte nach Angaben im stat. Positionsplan Erdgeschoss</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   und Bauteilschnitt</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	1. Obergeschoss  - T02</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_503-KGE I GR 1.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton schneiden; D: 33 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094843" RNoPart="017">
                    <UPBkdn>No</UPBkdn>
                    <Qty>7.000</Qty>
                    <QU>m3</QU>
                    <Description ID="ca217a2a-35bb-489f-afd2-ff48aeaf1870">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Deckenplatte aus Stahlbeton, Normalbeton, ohne Bekleidungen und Beschichtungen, Teilabbruch im Rahmen einer Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse  ca. BK 25 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Länge: 		ca. 5,340 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Breite:		ca. 3,605 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 0,33 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Erhalt der vorhandenen Bewehrung mit HDW (Pos. Zulage)</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 4 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	1. Obergeschoss  - T02</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_503-KGE I GR 1.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton abbrechen, nicht schadstoffbelastet;  D: 33 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094844" RNoPart="018">
                    <UPBkdn>No</UPBkdn>
                    <Qty>8.000</Qty>
                    <QU>m2</QU>
                    <Description ID="af1247e2-61ae-44b6-b30f-de9a6de4217c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Deckenplatte aus Stahlbeton, Normalbeton, ohne Bekleidungen und Beschichtungen, Teilabbruch im Rahmen einer Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse  ca. BK 25 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Teilabbruch Deckenoberseite d: ca. 12 cm mit HDW</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 4 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss - Aufzug / T02</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_503-KGE I GR 1.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton abbrechen, nicht schadstoffbelastet;  D: 12 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094845" RNoPart="019">
                    <UPBkdn>No</UPBkdn>
                    <Qty>9.000</Qty>
                    <QU>m</QU>
                    <Description ID="242c85f3-b69a-413f-b187-6f2726c08df9">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Deckenplatte aus Stahlbeton, bewehrt, Normalbeton, ohne Bekleidungen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Beschichtungen, zur Vorbereitung des Abbruch im Rahmen einer </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sanierungsmaßnahme senkrecht schneiden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Dicke:		ca.    33 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Länge:		ca.  2,25 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Breite:		ca.  2,05 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Arbeitshöhenbereich [m]:       bis 3 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Stahlbetonbauteile vor Abbruch horizontal oder vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: komplette Dicke von  ca. 32 -  ca. 35 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  In den Ecken werden Kernbohrungen gesetzt (in gesonderter Position</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  umlaufende Sägeschnitte nach Angaben im stat. Positionsplan Erdgeschoss</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   und Bauteilschnitt</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	2. Obergeschoss  - Aufzug</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_503-KGE I GR 2.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton schneiden; D: 33 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094846" RNoPart="020">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>m3</QU>
                    <Description ID="74276f84-e9ce-42c9-9e83-0fe4d72e3549">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Deckenplatte aus Stahlbeton, Normalbeton, ohne Bekleidungen und Beschichtungen, Teilabbruch im Rahmen einer Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse   ca. BK 25 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Länge: 		ca. 2,25 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Breite:		ca. 2,05 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 0,33 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Erhalt der vorhandenen Bewehrung mit HDW (Pos. Zulage)</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 4 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	2. Obergeschoss  - Aufzug</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_503-KGE I GR 2.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnungseinheit: Volumen (m³)</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">Ausführung gemäß Planung / Statik in fertiger Leistung </span>
                            </p>
                            <p />
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton abbrechen, nicht schadstoffbelastet;  D: 33 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094847" RNoPart="021">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>m</QU>
                    <Description ID="78af72d6-b7f4-4538-858d-c67e79355141">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Deckenplatte aus Stahlbeton, bewehrt, Normalbeton, ohne Bekleidungen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Beschichtungen, zur Vorbereitung des Abbruch im Rahmen einer </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sanierungsmaßnahme senkrecht schneiden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Dicke:		ca.    33 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Länge:		ca.  1,50 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Breite:		ca.  1,20 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Arbeitshöhenbereich [m]:       bis 3 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Stahlbetonbauteile vor Abbruch horizontal oder vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: komplette Dicke von  ca. 32 -  ca. 35 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  In den Ecken werden Kernbohrungen gesetzt (in gesonderter Position</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  umlaufende Sägeschnitte nach Angaben im stat. Positionsplan Erdgeschoss</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   und Bauteilschnitt</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	2. Obergeschoss  - T02</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_503-KGE I GR 2.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton schneiden; D: 33 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094848" RNoPart="022">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>m3</QU>
                    <Description ID="15f0ac96-7d8e-40ef-b479-bb7b00b05770">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Deckenplatte aus Stahlbeton, Normalbeton, ohne Bekleidungen und Beschichtungen, Teilabbruch im Rahmen einer Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse   ca. BK 25 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Länge: 		ca. 1,50 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Breite:		ca. 1,20 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 0,33 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Erhalt der vorhandenen Bewehrung mit HDW (Pos. Zulage)</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 4 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	2. Obergeschoss  - T02</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_503-KGE I GR 2.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton abbrechen, nicht schadstoffbelastet;  D: 33 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094849" RNoPart="023">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>m2</QU>
                    <Description ID="9b9ed8ec-333d-47d4-9330-f344616b9f58">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Deckenplatte aus Stahlbeton, Normalbeton, ohne Bekleidungen und Beschichtungen, Teilabbruch im Rahmen einer Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse  ca. BK 25 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Teilabbruch Deckenoberseite d: ca. 12 cm mit HDW</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 4 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	2. Obergeschoss - Aufzug / T02</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_503-KGE I GR 2.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Deckenplatte Stahlbeton abbrechen, nicht schadstoffbelastet;  D: 12 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094850" RNoPart="024">
                    <UPBkdn>No</UPBkdn>
                    <Qty>16.000</Qty>
                    <QU>m</QU>
                    <Description ID="e666933d-1882-45c2-aba7-d7a26f7895c6">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Innenwand aus Stahlbeton, bewehrt, im Rahmen einer Sanierungsmaßnahme schneiden.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Stahlbetonbauteile vor Abbruch horizontal oder vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: komplette Wanddicke von ca. 25 - ca. 30 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  In den Ecken werden Kernbohrungen gesetzt (in gesonderter Position</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_503-KGE I GR EG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Innenwand Stahlbeton bewehrt,  schneiden; D: bis 30 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094851" RNoPart="025">
                    <UPBkdn>No</UPBkdn>
                    <Qty>7.000</Qty>
                    <QU>m3</QU>
                    <Description ID="ddcdc1b5-9e06-4129-8a3b-0681288edc15">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Innenwand aus Stahlbeton in verschiedenen Längen, Normalbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne Bekleidungen und Beschichtungen, Abbruch im Rahmen einer </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sanierungsmaßnahme </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonfestigkeitsklasse gemäß Bestandsunterlagen, eine Überschreitung der Betondruckfestigkeit(en) gemäß Bestandsunterlagen im dort zugrunde gelegten Druckfestigkeitssystem (Nennfestigkeiten bzw. charakteristische Festigkeiten) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis zu 2 Druckfestigkeitsklassenstufen ist einzukalkulieren,</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse  ca. BK 25 ~ C16/20</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  im Rahmen einer Sanierungsmaßnahme Teilabbruch, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 30,0 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Erhalt der vorhandenen Bewehrung mit HDW (Pos. Zulage)</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 3,65 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss  / 2. Obergeschoss</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_503-KGE I GR EG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_503-KGE I GR 2.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Innenwand Stahlbeton bewehrt abbrechen; D: 30 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094852" RNoPart="026">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="d0e9fbe9-4c2a-43d9-887f-f2b8800b399a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für den Abbruch der Decken über EG, 1.OG und 2.OG im Bereich Aufzug,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für den zeitlich versetzten Abbruch der Decken erst nach Herstellung der Aufzugswände in den jeweils darunter liegenden Geschossen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Der Abbruch ist erschwert durch</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- den darunter liegenden Aufzugsschacht</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- die überstehende Bewehrung aus den Schachtwänden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einzukalkulieren sind entsprechend aufwendigere Abbruchpodeste.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E3_501-KGE I Schnitt E3</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für den geschossweisen Abbruch Decken für Aufzugsschacht</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094853" RNoPart="027">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="c4af9b51-6e8d-4d2c-87f0-bed49c1e7ad5">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für den Abbruch der Decken über EG und 1.OG im Bereich Treppenhaus,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für den zeitlich versetzten Abbruch der Decke über 1.OG erst nach Herstellung der Treppe im EG.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Der Abbruch ist erschwert durch</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- die darunter liegende Treppenöffnung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- den darunter liegenden Treppenlauf</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einzukalkulieren ist das entsprechend aufwendigere Abbruchpodest.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für den geschossweisen Abbruch Decken für Treppenhaus</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094854" RNoPart="028">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>m3</QU>
                    <Description ID="8b96fa53-4dea-4bd9-89ee-0f1d2334ac81">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für den Erhalt der vorhandenen Bewehrung beim vorbeschriebenen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abtrag von Geschossdecken aus Stahlbeton mit Hochdruckwasserstrahl, als Zulage</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Abbruch von Stahlbetondecken über halbe Bauteildicke mit Erhalt </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    der vorhandenen Bewehrung mit Höchstdruckdruckwasserstrahl. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Abbruch von Stahlbetondecken über gesamte Bauteildicke mit Erhalt </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    der vorhandenen Bewehrung mit Höchstdruckdruckwasserstrahl. </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bauteildicke 33 cm.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausreichende Schutzvorkehrungen vor dem anfallenden Wasser, das</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> fachgerechte Auffangen und entsorgen des verunreinigten Wassers ist in</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den Einheitspreis einzukalkulieren</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_503-KGE I GR EG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_503-KGE I GR 1.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_503-KGE I GR 2.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_DG_503-KGE I GR DG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Erhalt der vorhandenen Bewehrung - Deckenplatten</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094855" RNoPart="029">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m3</QU>
                    <Description ID="fabab1f8-9666-456a-bd88-d76c4f8755b5">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für den Erhalt der vorhandenen Bewehrung beim vorbeschriebenen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abtrag von Wänden aus Stahlbeton mit Hochdruckwasserstrahl, als Zulage</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Abbruch von Kelleraußenwänden aus Stahlbeton über gesamte Bauteildicke</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    mit Erhalt der vorhandenen Bewehrung mit Höchstdruckdruckwasserstrahl. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Abbruch von Innenwänden aus Stahlbeton über gesamte Bauteildicke</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    mit Erhalt der vorhandenen Bewehrung mit Höchstdruckdruckwasserstrahl. </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bauteildicke 30 cm.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausreichende Schutzvorkehrungen vor dem anfallenden Wasser, das</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> fachgerechte Auffangen und entsorgen des verunreinigten Wassers ist in</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den Einheitspreis einzukalkulieren</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_503-KGD I Grundriss UG - Abbruch Baumeister </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_503-KGD I Grundriss EG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_503-KGD I Grundriss 1.OG - Abbruch Baumeister</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Erhalt der vorhandenen Bewehrung - Stahlbetonwände</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094856" RNoPart="030">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>m</QU>
                    <Description ID="09c2cabb-d78e-4155-99f9-fbe76cf64bb5">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stahlbetonbauteile vor Abbruch horizontal oder vertikal einschneiden,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: bis 3 cm, zum Erhalt der Bewehrung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    (vors. ist eine Betonüberdeckung von 1 - 1,5 cm aus der Bauzeit vorhanden,  </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> -  Sondierung ist vorher durchzuführen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_503-KGE I GR EG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_503-KGE I GR 1.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_503-KGE I GR 2.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_DG_503-KGE I GR DG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Trennschnitte Beton, Betonüberdeckung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094857" RNoPart="031">
                    <UPBkdn>No</UPBkdn>
                    <Qty>13.000</Qty>
                    <QU>m</QU>
                    <Description ID="f918e072-8b9d-4d26-9281-95f457c31bab">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Innenwand aus Mauerwerk im Rahmen einer Sanierungsmaßnahme schneiden.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Mauerwerkswände aus Mauerziegeln vor Abbruch horizontal </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   und vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: bis ca. 30 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss / 2. Obergeschoss</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_503-KGE I GR EG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_503-KGE I GR 1.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_503-KGE I GR 2.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Innenwand Mauerwerk schneiden; D: bis 30 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094858" RNoPart="032">
                    <UPBkdn>No</UPBkdn>
                    <Qty>149.000</Qty>
                    <QU>m</QU>
                    <Description ID="d53a8122-878b-4363-8b55-6a546912d8c0">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Innenwand aus Mauerwerk im Rahmen einer Sanierungsmaßnahme schneiden.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Mauerwerkswände aus Mauerziegeln vor Abbruch horizontal </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   und vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schnitttiefe: bis ca. 20 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_503-KGE I GR EG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_503-KGE I GR 1.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_503-KGE I GR 2.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Innenwand Mauerwerk schneiden, D: bis 20 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094859" RNoPart="033">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>m3</QU>
                    <Description ID="6d826856-ee2b-41b3-bfba-f8e0bd72dbc3">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Bestandswand aus Mauerwerk aus Mauerziegel,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Rahmen einer Sanierungsmaßnahme bzw. Herstellung von Türöffnungen etc. entsprechend Planung</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  im Rahmen einer Sanierungsmaßnahme Teilabbruch, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN 1055-1 15 kN/m3, </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 17,5 cm -  20,0 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 4,00 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_503-KGE I GR EG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Innenwand Mauerwerk abbrechen, D: bis 30 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094860" RNoPart="034">
                    <UPBkdn>No</UPBkdn>
                    <Qty>28.000</Qty>
                    <QU>m3</QU>
                    <Description ID="4a099dcf-a9bb-4791-ad5a-d59a5eeea6f6">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Bestandswand aus Mauerwerk aus Mauerziegel,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Rahmen einer Sanierungsmaßnahme bzw. Herstellung von Türöffnungen etc. entsprechend Planung</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  im Rahmen einer Sanierungsmaßnahme Teilabbruch, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN 1055-1 15 kN/m3, </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 17,5 cm -  20,0 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 4,00 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_503-KGE I GR EG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_503-KGE I GR 1.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_503-KGE I GR 2.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Innenwand Mauerwerk  abbrechen, D: bis 20 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094861" RNoPart="035">
                    <UPBkdn>No</UPBkdn>
                    <Qty>208.000</Qty>
                    <QU>m2</QU>
                    <Description ID="3e7245fe-3f0f-48da-bff9-0b34a20055d2">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch der Bestandswand aus Mauerwerk aus Mauerziegel,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Rahmen einer Sanierungsmaßnahme bzw. Herstellung von Türöffnungen etc. entsprechend Planung</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  im Rahmen einer Sanierungsmaßnahme Teilabbruch, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN 1055-1 15 kN/m3, </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	ca. 10,0 cm -  15,0 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 4,00 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. TZV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_503-KGE I GR EG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_503-KGE I GR 1.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_503-KGE I GR 2.OG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Innenwand Mauerwerk  abbrechen, D: bis 15 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094862" RNoPart="036">
                    <UPBkdn>No</UPBkdn>
                    <Qty>29.000</Qty>
                    <QU>m</QU>
                    <Description ID="288586e1-8a71-483a-a174-992171b4b790">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vorbereitung einer Mauerwerksverzahnung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Anschluss an die Mauerwerkssäge- und abbrucharbeiten, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">wie folgt:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- händischer Abbruch jedes zweiten Ziegels in der Höhe an der Leibung der Bestandswand</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Reinigen der Lager und Stoßfugen von Mörtel.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ziegelformat: NF</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicke Mauerwerk:   ca. 17,5 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Kalkzementmörtel</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Verband am Anschluss herstellen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094863" RNoPart="037">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1200.000</Qty>
                    <QU>St</QU>
                    <Description ID="693f107f-951e-423c-b77f-f11719c8d5e9">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für die Reinigung von Mauerziegeln Format 24x17,5x7,1 cm </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">aus abgebrochenem Mauerwerk </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">durch Entfernung von Mörtel und Verschmutzungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und anschließende Zwischenlagerung in Big-Bags auf dem Zwischenlager bis zur Wiederverwendung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">1 m² </span>
                              <span style="font-size:14pt;color:#333333;background:#FFFFFF;">≈  </span>
                              <span style="color:#333333;background:#FFFFFF;">50 St., Ziegelgröße NF</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Reinigung Mauerziegel zur Wiederverwendung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094864" RNoPart="038">
                    <UPBkdn>No</UPBkdn>
                    <Qty>9.000</Qty>
                    <QU>St</QU>
                    <Description ID="69c88f79-a2bd-4282-bae1-bb93e00dbf37">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Liefern von Big Bags, aus Polypropylen-Gewebe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Größe 90*90*110 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Tragfähigkeit 2,0 Tonnen</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Liefern von Big Bags, 2,0 t</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094865" RNoPart="039">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>m</QU>
                    <Description ID="1c2ddbac-f31b-4f2b-8d7e-32cf88df07e8">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellung von waagerechten Schlitzen in Bestandswand bzw. -randunterzug aus Stahlbeton im Rahmen eines Teilabbruchs,  für die Herstellung des </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Auflager der neuen Stahlbetondecke durch Abbruch von Hand / mit </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">handgeführten Kleingeräten, die Bewehrung ist vorher zu sondieren </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und zu erhalten.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe: ca. 18 cm - 20 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Tiefe:  ca. 3 cm - 4 cm</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KGD_Deckenanschluss Detail A1 Bew-skizze</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Auflagerausbildung Deckenbereiche</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094866" RNoPart="040">
                    <UPBkdn>No</UPBkdn>
                    <Qty>21.000</Qty>
                    <QU>m</QU>
                    <Description ID="37cc23aa-2977-4f61-90e6-88a857029da3">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von rauen Fugen in Bestandswand aus Stahlbeton als Teilabbruch von Hand / mit handgeführten Kleingeräten, die Bewehrung ist vorher zu sondieren und zu erhalten, die Auflagertaschen sind rau nach EC 2 auszuführen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Breite bis 30 cm.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Herstellen raue Fuge</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094867" RNoPart="041">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>St</QU>
                    <Description ID="18bdc7b0-7534-4ba1-9623-505a0c503dd8">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Auflagertaschen in Bestandswand aus Stahlbeton als </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Teilabbruch von Hand / mit handgeführten Kleingeräten, einschl. Zerkleinerung, die Bewehrung ist vorher zu sondieren und zu erhalten, die Auflagertaschen sind rau nach EC 2 für neue Stahlbetonwände  auszuführen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen L/B/H: 50/25/25 cm.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	in allen Geschossen </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Herstellen Auflagertaschen, 50/25/25 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096290" RNoPart="042">
                    <UPBkdn>No</UPBkdn>
                    <Qty>70.000</Qty>
                    <QU>St</QU>
                    <Description ID="546e0ade-7a81-4df0-9b22-373cca3b3888">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">für vorbeschriebene Schneidearbeiten in Mauerwerk</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in den Eckbereichen von Decken und Wandöffnungen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bohrdurchmesser 150 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bohrtiefe bis 30 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen  Ø  150 mm - MW</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096287" RNoPart="043">
                    <UPBkdn>No</UPBkdn>
                    <Qty>100.000</Qty>
                    <QU>St</QU>
                    <Description ID="41383242-91a9-448f-92f2-6807d0f1c481">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">für vorbeschriebene Schneidearbeiten in Stahlbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in den Eckbereichen von Decken und Wandöffnungen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bohrdurchmesser 150 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bohrtiefe bis 33 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen  Ø  150 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3094926" RNoPart="03">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Abstützungsmaßnahmen</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Remark ID="GW_3094927">
                    <Description ID="5e8760ee-410c-4baf-88d3-699a9d85c02d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bauhilfsmaßnahmen sind gem. nachfolgenden Pos. vom AN zu planen. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Von Seiten der Tragwerksplanung werden die statischen Nachweise</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für den Endzustand des Bauwerks erbracht. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sollten während des Baufortschritts vorübergehende Bau- oder </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Montagezustände auftreten, die statisch nachzuweisen sind, müssen diese Nachweise inkl. der dazu erforderlichen Planung / Konstruktionszeichnungen vom AN erbracht werden. Dies betrifft z.B. Zwischenzustände aus dem Ein- und Ausbau von Abstützungen, frühzeitige Belastung von Stahlbetonbauteilen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Stabilisierung bereits hergestellter Bauteile bis zur ausreichenden Einbindung in das Gesamttragwerk (z.B. gegen Windlasten oder Umkippen) und Ähnliches.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dies ist in die EP einzukalkulieren.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Abstützungsmaßnahmen der neu zu errichtenden Deckenkonstruktionen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Stahlbeton-, CLT - und HBV -Bauweise sind entsprechend DIN 18299 </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bestandteil der Baustelleneinrichtung für die zu erbringenden Leistungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und entsprechend zu kalkulieren.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Hinweis:</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Remark>
                  <Item ID="GW_3094928" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="a3022f92-aec6-4947-9137-9585a9c43d3f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Anfertigung von Konstruktionsplänen des AN</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für alle erforderlichen temporären Abstützungsmaßnahmen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">an Decken / wandartigen Trägern gem. Vorgaben Tragwerksplaner</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Konstruktionen nach Wahl des AN,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">inkl. sämtlicher statischer Nachweise nach Erfordernis,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Abstimmung mit Tragwerksplaner,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Pläne sind als pdf - und dwg - Dateien digital an den AG,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Architekten  zu versenden.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Vorlage der Unterlagen in Papierform beim Tragwerksplaner 1-fach + 2-fach mit Unterschrift zur Weiterleitung an den Prüfingenieur über den </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Tragwerksplaner mind. 3 KW vor Fertigungsbeginn obliegt dem AN und ist in den Einheitspreis mit einzukalkulieren.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnungseinheit: pauschal (psch)</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">in fertiger Leistung entsprechend Planung  herstellen</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Konstruktionspläne temporäre Abstützungsmaßnahmen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094929" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>271.000</Qty>
                    <QU>kg</QU>
                    <Description ID="dbdfa14a-3305-477b-95bb-1e3e1932d62f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Temporäre Abstützungsmaßnahmen im Bereich Pumpenschacht</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Stahlträgern als statische Sicherungsmaßnahme gem. Planung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis Einbau und Erreichen der Tragfähigkeit der Ersatzstütze</span>
                            </p>
                            <p />
                            <ul style="list-style:disc;">
                              <li>
                                <p style="text-indent:-18pt;margin-left:18pt;">
                                  <span style="background:#FFFFFF;">  Geschosshöhen h: bis ca. 2,85  m,</span>
                                </p>
                              </li>
                              <li>
                                <p style="text-indent:-18pt;margin-left:18pt;">
                                  <span style="background:#FFFFFF;">  temporäre Abstützungsmaßnahmen für Lasten im Bauzustand,</span>
                                </p>
                              </li>
                              <li>
                                <p style="text-indent:-18pt;margin-left:18pt;">
                                  <span style="background:#FFFFFF;">  Lastannahme gem. Tragwerksplaner  350 kN/m,</span>
                                </p>
                              </li>
                              <li>
                                <p style="text-indent:-18pt;margin-left:18pt;">
                                  <span style="background:#FFFFFF;">  Konstruktion, Material und Bauablauf nach Vorgabe Statiker </span>
                                  <br />
                                  <span style="background:#FFFFFF;">gem. Pläne Anlage:</span>
                                </p>
                              </li>
                            </ul>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bauteil D - Bauablauf Schacht BA I</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bauteil D - Bauablauf Schacht BA II</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">1) HDI Herstellung. Abstützung mit Bauhilfsabstützung BA I: 1x HEB120</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   unter UZ und Baustützen nach HDI auf BP Bestand;</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">2) Abbruch BP innerhalb Pumpensumpf (mit Sägeschnitten), siehe auch </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    Bereiche </span>
                              <span style="font-family:Ebrima;background:#FFFFFF;">mit freigestrahlter Bewehrung (Schalpläne Bodenplatte);</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    Bestandsstütze wird erhalten und abgestützt;</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">3) Betonage BP in 2 Abschnitten; zuerst unterer Teil; Fugenbleche für WU;</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    Einbau zweiter Hilfsabstützung HEB120; </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    Einbau Querträger HEA220 in Diagonalrichtung über die Ecke</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    für die Unterzügen-&gt; Bauhilfsabstützung BA II;</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Konstruktion komplett mit Kopf- und Fußplatten, mit sämtlichen Kleinteilen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Befestigungsmitteln, inkl. späteres Wiederausbauen und Abtransportieren,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Anweisung Tragwerksplaner,</span>
                            </p>
                            <p />
                            <p>
                              <span style="text-decoration:underline;background:#FFFFFF;">Konstruktion:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  2 x HEB 120       </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   *   l -  ca.  2,85 m </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   *   mit Kopfplatte  20 cm x 20 cm x 15 mm                 </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   *   mit  Fußplatte  20 cm x 20 cm x 15 mm auf Mörtelbett mit Bohrungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">       vorgesehen + Betonschrauben 2 x M 10 Ultracut FBS II US o.glw.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  1 x HEA 220 </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    *    l -  ca.  2,00 m  </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    *   horizontale Lagerung mit Betonschrauben in den Unterzügen </span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">        2 x M 10 Ultracut FBS II US o.glw.      		                   </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  2 x Steifen  20 cm x 20 cm x 10 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  alle Schweißnähte a</span>
                              <span style="font-size:8pt;background:#FFFFFF;">v </span>
                              <span style="background:#FFFFFF;">= 4 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Baustützen B 25 ( ges. Position) </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach Gewicht der eingebauten Abstützungen.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Bereich Untergeschoss :		Achse D.C - D.D / Achse D.5 - D.6</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Abstützung:			Decke über UG und Stütze</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Höhe der Unterstützung:		ca. 2,85 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Erforderliche Lastabtragung 	ca. 350 kN/m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Erforderliche Unterstützung:	bis Ersatzstütze und Pumpenschacht die </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Endfestigkeit von 28 Tagen erreicht hat</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bauteil D - Bauablauf Schacht BA I</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bauteil D - Bauablauf Schacht BA II</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bauhilfsabstützung Pumpenschacht KGD</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094930" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>m</QU>
                    <Description ID="ad01ae95-a981-463d-91cb-26bdf7b9bfcd">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Temporäre Abstützungsmaßnahmen als statische Sicherungsmaßnahme </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis Einbau und Erreichen der Tragfähigkeit der Decken  und Wände</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Geschosshöhen h: bis ca. 2,50  m </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit erforderlichen  Ausschalfristen gem. Positionsplänen und Wandansichten Tragwerksplaner und Planung des AN wie beschrieben,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">temporäre Abstützungsmaßnahmen für Lasten im Bauzustand,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Lastannahme gem. Tragwerksplaner  bis  350 kN/m,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Konstruktion, Material und Bauablauf nach Wahl des AN,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">z.B. Schwerlaststützen B nach DIN EN 1065 in Reihe fachgerechter, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">kraftschlüssigen Einbau,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">inkl. späteres Wiederausbauen und Abtransportieren,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Anweisung Tragwerksplaner,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Konstruktion bleibt Eigentum des AN,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Bereich Untergeschoss :		            Achse D.1 - D.2 / Achse D.A - D.B</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Abstützung:			            Decke über UG</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Höhe der Unterstützung:		            ca. 2,50 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Gesamtlänge der Unterstützung:	            ca. 25,00 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Erforderliche Lastabtragung WT </span>
                              <span style="font-size:9pt;background:#FFFFFF;">ÜL</span>
                              <span style="background:#FFFFFF;"> : </span>
                              <span style="font-size:9pt;background:#FFFFFF;">p</span>
                              <span style="font-size:7pt;background:#FFFFFF;">	k</span>
                              <span style="background:#FFFFFF;">           ca. 350 kN/m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Erforderliche Unterstützung:	            bis Decke und Wände </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			            die Endfestigkeit von 28 Tagen</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			            erreicht haben</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Planung hat so zu erfolgen, dass die Weiterführung der Rohbauarbeiten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nicht behindert wird.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Untergeschoss - Aufzugsschacht</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D4_501-KGD I Schnitt D4</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach laufende Meter Wandstrecke der eingebauten Abstützungen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Temporäre Abstützungen für Lasten bis 350 kN/m - KGD</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094931" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>m</QU>
                    <Description ID="7898ec36-5c18-4452-9081-d14cd048f8a9">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Temporäre Abstützungsmaßnahmen als statische Sicherungsmaßnahme </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis Einbau und Erreichen der Tragfähigkeit der Decken  und Wände</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Geschosshöhen h: bis ca. 2,90  m </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit erforderlichen  Ausschalfristen gem. Positionsplänen und Wandansichten Tragwerksplaner und Planung des AN wie beschrieben,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">temporäre Abstützungsmaßnahmen für Lasten im Bauzustand,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Lastannahme gem. Tragwerksplaner  bis  350 kN/m,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Konstruktion, Material und Bauablauf nach Wahl des AN,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">z.B. Schwerlaststützen B nach DIN EN 1065 in Reihe fachgerechter, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">kraftschlüssigen Einbau,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">inkl. späteres Wiederausbauen und Abtransportieren,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Anweisung Tragwerksplaner,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Konstruktion bleibt Eigentum des AN,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Bereich Erdgeschoss :		            Achse D.1 - D.2 / Achse D.A - D.B</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Abstützung:			            Decke über EG</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Höhe der Unterstützung:		            ca. 2,90 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Gesamtlänge der Unterstützung:	            ca. 25,00 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Erforderliche Lastabtragung WT </span>
                              <span style="font-size:9pt;background:#FFFFFF;">ÜL</span>
                              <span style="background:#FFFFFF;"> : </span>
                              <span style="font-size:9pt;background:#FFFFFF;">p</span>
                              <span style="font-size:7pt;background:#FFFFFF;">	k</span>
                              <span style="background:#FFFFFF;">           ca. 350 kN/m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Erforderliche Unterstützung:	            bis Decke und Wände </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			            die Endfestigkeit von 28 Tagen</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			            erreicht haben</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Planung hat so zu erfolgen, dass die Weiterführung der Rohbauarbeiten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nicht behindert wird.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGD I Grundriss EG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D4_501-KGD I Schnitt D4</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach laufende Meter Wandstrecke der eingebauten Abstützungen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Temporäre Abstützungen für Lasten bis 350 kN/m - KGD</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094932" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>m</QU>
                    <Description ID="e31b0d7b-a476-4bf9-afda-17b257e34ba1">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Temporäre Abstützungsmaßnahmen als statische Sicherungsmaßnahme </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis Einbau und Erreichen der Tragfähigkeit der  Wände</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Geschosshöhen h: bis ca. 2,50  m </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit erforderlichen  Ausschalfristen gem. Positionsplänen und Wandansichten Tragwerksplaner und Planung des AN wie beschrieben,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">temporäre Abstützungsmaßnahmen für Lasten im Bauzustand,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Lastannahme gem. Tragwerksplaner  bis  350 kN/m,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Konstruktion, Material und Bauablauf nach Wahl des AN,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">z.B. Schwerlaststützen B nach DIN EN 1065 in Reihe fachgerechter, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">kraftschlüssigen Einbau,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">inkl. späteres Wiederausbauen und Abtransportieren,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Anweisung Tragwerksplaner,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Konstruktion bleibt Eigentum des AN,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Bereich Untergeschoss :		            Achse D.7 / Achse D.E - D.F</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Abstützung:			            Decke  über UG</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Höhe der Unterstützung:		            ca. 2,50 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Gesamtlänge der Unterstützung:	            ca. 4,00 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Erforderliche Lastabtragung WT </span>
                              <span style="font-size:9pt;background:#FFFFFF;">ÜL</span>
                              <span style="background:#FFFFFF;"> : </span>
                              <span style="font-size:9pt;background:#FFFFFF;">p</span>
                              <span style="font-size:7pt;background:#FFFFFF;">	k</span>
                              <span style="background:#FFFFFF;">           ca. 350 kN/m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm;">
                              <span style="background:#FFFFFF;">Erforderliche Unterstützung:	            bis Wände die Endfestigkeit von 				            28 Tagen erreicht haben</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Planung hat so zu erfolgen, dass die Weiterführung der Rohbauarbeiten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nicht behindert wird.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach laufende Meter Wandstrecke der eingebauten Abstützungen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Temporäre Abstützungen für Lasten bis 350 kN/m - KGD</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094933" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>22.000</Qty>
                    <QU>m</QU>
                    <Description ID="16be2067-ac59-4629-a4c6-d0a6567f1d28">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Temporäre Abstützungsmaßnahmen als statische Sicherungsmaßnahme </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis Einbau und Erreichen der Tragfähigkeit der Treppenanlage</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Geschosshöhen h: bis ca. 2,90  m </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit erforderlichen  Ausschalfristen gem. Positionsplänen und Wandansichten Tragwerksplaner und Planung des AN wie beschrieben,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">temporäre Abstützungsmaßnahmen für Lasten im Bauzustand,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Lastannahme gem. Tragwerksplaner  bis  350 kN/m,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Konstruktion, Material und Bauablauf nach Wahl des AN,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">z.B. Schwerlaststützen B nach DIN EN 1065 in Reihe fachgerechter, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">kraftschlüssigen Einbau,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">inkl. späteres Wiederausbauen und Abtransportieren,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Anweisung Tragwerksplaner,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Konstruktion bleibt Eigentum des AN,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bereich Untergeschoss - Erdgeschoss :         Achse D.2 - D.3 / Achse D.F - D.G</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			           Achse D.5 - D.6 / Achse D.F - D.G</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Abstützung:			           Decke über UG /Decke über EG</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Höhe der Unterstützung:		           ca. 2,50 m -  ca. 2,90 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Gesamtlänge der Unterstützung:	           ca. 22,00 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Erforderliche Lastabtragung WT </span>
                              <span style="font-size:9pt;background:#FFFFFF;">ÜL</span>
                              <span style="background:#FFFFFF;"> : </span>
                              <span style="font-size:9pt;background:#FFFFFF;">p</span>
                              <span style="font-size:7pt;background:#FFFFFF;">	k</span>
                              <span style="background:#FFFFFF;">          ca. 350 kN/m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Erforderliche Unterstützung:	           bis Decke, Wände und </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm;">
                              <span style="background:#FFFFFF;">			           Treppenanlage die Endfestigkeit 			                                von 28 Tagen erreicht haben</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Planung hat so zu erfolgen, dass die Weiterführung der Rohbauarbeiten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nicht behindert wird.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGD I Grundriss EG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach laufende Meter Wandstrecke der eingebauten Abstützungen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Temporäre Abstützungen für Lasten bis 350 kN/m - KGD</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094934" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="bfae6b80-2bdb-432c-9905-4abfda8f0788">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vorhaltung, ggf.  1 - 2 malige Umsetzung zur Schaffung von Baufreiheit,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und nachspannen der vier vorbeschriebenen temporären Abstützungen 350 KN/m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vorhaltedauer ca. 4  Monate</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Vorhaltung Temporäre Abstützungen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094935" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>50.000</Qty>
                    <QU>m</QU>
                    <Description ID="63e51b49-fdfe-4616-98de-df9d6e35d150">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Temporäre Abstützungsmaßnahmen als statische Sicherungsmaßnahme </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis Einbau und Erreichen der Tragfähigkeit der Treppenanlage</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Geschosshöhen h: bis ca. 3,60  m </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit erforderlichen  Ausschalfristen gem. Positionsplänen und Wandansichten Tragwerksplaner und Planung des AN wie beschrieben,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">temporäre Abstützungsmaßnahmen für Lasten im Bauzustand,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Lastannahme gem. Tragwerksplaner  bis  350 kN/m,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Konstruktion, Material und Bauablauf nach Wahl des AN,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">z.B. Schwerlaststützen B nach DIN EN 1065 in Reihe fachgerechter, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">kraftschlüssigen Einbau,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">inkl. späteres Wiederausbauen und Abtransportieren,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Anweisung Tragwerksplaner,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Konstruktion bleibt Eigentum des AN,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bereich Erdgeschoss - 2. Obergeschoss :     Achse E.3 - E.4 / Achse E.C - E.E</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Abstützung:			          Decke über EG - Decke über 2.OG</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Höhe der Unterstützung:		          ca. 2,83 m -  ca. 3,59 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Gesamtlänge der Unterstützung:	          ca. 50,00 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Erforderliche Lastabtragung WT </span>
                              <span style="font-size:9pt;background:#FFFFFF;">ÜL</span>
                              <span style="background:#FFFFFF;"> : </span>
                              <span style="font-size:9pt;background:#FFFFFF;">p</span>
                              <span style="font-size:7pt;background:#FFFFFF;">	k</span>
                              <span style="background:#FFFFFF;">         ca. 350 kN/m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Erforderliche Unterstützung:	          bis Decke, Wände und </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm;">
                              <span style="background:#FFFFFF;">			          Treppenanlage die Endfestigkeit 			                               von 28 Tagen erreicht haben</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Planung hat so zu erfolgen, dass die Weiterführung der Rohbauarbeiten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nicht behindert wird.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_504-KGE I GR 1.OG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_504-KGE I GR 2.OG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_DG_504-KGE I GR DG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach laufende Meter Wandstrecke der eingebauten Abstützungen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Temporäre Abstützungen für Lasten bis 350 kN/m - KGE</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094936" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>44.000</Qty>
                    <QU>m</QU>
                    <Description ID="48d26b6a-c2c6-49e2-a4c3-a9775684aebb">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Temporäre Abstützungsmaßnahmen als statische Sicherungsmaßnahme </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bis Einbau und Erreichen der Tragfähigkeit der Decken  und Wände</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Geschosshöhen h: bis ca. 3,60  m </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit erforderlichen  Ausschalfristen gem. Positionsplänen und Wandansichten Tragwerksplaner und Planung des AN wie beschrieben,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">temporäre Abstützungsmaßnahmen für Lasten im Bauzustand,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Lastannahme gem. Tragwerksplaner  bis  350 kN/m,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Konstruktion, Material und Bauablauf nach Wahl des AN,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">z.B. Schwerlaststützen B nach DIN EN 1065 in Reihe fachgerechter, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">kraftschlüssigen Einbau,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">inkl. späteres Wiederausbauen und Abtransportieren,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Anweisung Tragwerksplaner,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Konstruktion bleibt Eigentum des AN,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">inkl. späteres Wiederausbauen und Abtransportieren,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Anweisung Tragwerksplaner,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Konstruktion bleibt Eigentum des AN,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bereich Erdgeschoss - 2. Obergeschoss :     Achse E.3 - E.4 / Achse E.A - E.B</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Abstützung:			          Decke über EG - Decke über 2.OG</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Höhe der Unterstützung:		          ca. 2,83 m -  ca. 3,59 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Gesamtlänge der Unterstützung:	          ca. 44,00 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Erforderliche Lastabtragung WT </span>
                              <span style="font-size:9pt;background:#FFFFFF;">ÜL</span>
                              <span style="background:#FFFFFF;"> : </span>
                              <span style="font-size:9pt;background:#FFFFFF;">p</span>
                              <span style="font-size:7pt;background:#FFFFFF;">	k</span>
                              <span style="background:#FFFFFF;">         ca. 350 kN/m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Erforderliche Unterstützung:	          bis Decke, Wände der </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm;">
                              <span style="background:#FFFFFF;">			          Aufzuganlage die Endfestigkeit 			                               	           von 28 Tagen erreicht haben</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Planung hat so zu erfolgen, dass die Weiterführung der Rohbauarbeiten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nicht behindert wird.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_504-KGE I GR 1.OG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_504-KGE I GR 2.OG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_DG_504-KGE I GR DG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach laufende Meter Wandstrecke der eingebauten Abstützungen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Temporäre Abstützungen für Lasten bis 350 kN/m - KGE</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094937" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="a9c12402-0bc6-4c8b-82f7-dd0817728012">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vorhaltung, ggf.  1 - 2 malige Umsetzung zur Schaffung von Baufreiheit,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und nachspannen der beiden vorbeschriebenen temporären Abstützungen 350 KN/m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vorhaltedauer ca. 5  Monate</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Vorhaltung Temporäre Abstützungen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3094943" RNoPart="04">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Sonstiges</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3094944" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>50.000</Qty>
                    <QU>m</QU>
                    <Description ID="af35d3be-e56f-479f-afbd-606653f82c13">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abtragen von Beton und Stahlbeton aller Festigkeitsklassen zur Vorbereitung von Bauteilreparaturen bzw. zur Erhaltung der Bewehrung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">unter Verwendung von  Höchstdruckdruckwasserstrahl</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Intensives Höchstdruckwasserstrahlen mit mind. 1000 bar Düsendruck,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Geforderte Haftzugfestigkeit nach dem Strahlen mind. 1,5 N/mm². Anfallendes Schmutzwasser und Schutt sind vom AN nach den geregelten Vorschriften zu entsorgen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausreichende Schutzvorkehrungen vor dem anfallenden Wasser, das</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">fachgerechte Auffangen und entsorgen des verunreinigten Wassers und </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abbruchmaterials sind vom AN nach den geltenden Vorschriften</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in den Einheitspreis einzukalkulieren</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Querschnitt  b/d:   20 cm  / 10 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Länge:  Raumhoch, bis 3,5 m</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Abbruch von Stahlbeton mit HDW;  b: bis 20 cm; d: bis 10 cm (Wandschlitz)</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094945" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m3</QU>
                    <Description ID="f9901e28-4b7c-4d3d-b430-8871a0b7dd86">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Kleinabbruch von Bauteilen aus Stahlbeton in verschiedenen Längen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Normalbeton, ohne Bekleidungen und Beschichtungen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abbruch im Rahmen einer  Sanierungsmaßnahme auf Anforderung AG</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse   ca. B 300 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  im Rahmen einer Sanierungsmaßnahme Teilabbruch, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	bis  ca. 20,0 cm </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 3,50 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. ZTV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kleinabbruch Stahlbetonbauteile bis  20 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094946" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.500</Qty>
                    <QU>m3</QU>
                    <Description ID="fd31d669-5a4b-4abb-b4b6-2be5da72f953">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Kleinabbruch von Bauteilen aus Stahlbeton in verschiedenen Längen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Normalbeton, ohne Bekleidungen und Beschichtungen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abbruch im Rahmen einer  Sanierungsmaßnahme auf Anforderung AG</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse   ca. B 300 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  im Rahmen einer Sanierungsmaßnahme Teilabbruch, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	bis  ca. 30,0 cm </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 3,50 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. ZTV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kleinabbruch Stahlbetonbauteile bis  30 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094947" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.800</Qty>
                    <QU>m3</QU>
                    <Description ID="e995e28f-01a7-4455-9237-94e95c5dc498">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Kleinabbruch von Bauteilen aus Stahlbeton in verschiedenen Längen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Normalbeton, ohne Bekleidungen und Beschichtungen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abbruch im Rahmen einer  Sanierungsmaßnahme auf Anforderung AG</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Betonfestigkeitsklasse   ca. B 300 ~ C20/25</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  im Rahmen einer Sanierungsmaßnahme Teilabbruch, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 24 kN/m3,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	bis  ca. 55,0 cm </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 3,50 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. ZTV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kleinabbruch Stahlbetonbauteile bis  55 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094948" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>12.500</Qty>
                    <QU>m2</QU>
                    <Description ID="bef99a06-b670-4fdb-b96d-a14da98cfcd9">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Kleinabbruch von Bauteilen aus Mauerwerk in verschiedenen Längen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne Bekleidungen und Beschichtungen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abbruch im Rahmen einer  Sanierungsmaßnahme auf Anforderung AG</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  im Rahmen einer Sanierungsmaßnahme Teilabbruch, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 20 kN/m3,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	bis  ca. 11,5 cm </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 3,50 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. ZTV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kleinabbruch Mauerwerk bis  11,5  cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094949" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>8.000</Qty>
                    <QU>m2</QU>
                    <Description ID="088b9854-78d5-47a9-8c4e-597339837e0d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Kleinabbruch von Bauteilen aus Mauerwerk in verschiedenen Längen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne Bekleidungen und Beschichtungen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abbruch im Rahmen einer  Sanierungsmaßnahme auf Anforderung AG</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  im Rahmen einer Sanierungsmaßnahme Teilabbruch, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 20 kN/m3,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	bis  ca. 17,5 cm </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 3,50 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. ZTV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kleinabbruch Mauerwerk bis  17,5  cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094951" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>m3</QU>
                    <Description ID="0f934d0b-8742-4499-ace9-e9d618639998">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Kleinabbruch von Bauteilen aus Mauerwerk in verschiedenen Längen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne Bekleidungen und Beschichtungen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abbruch im Rahmen einer  Sanierungsmaßnahme auf Anforderung AG</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  im Rahmen einer Sanierungsmaßnahme Teilabbruch, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wichte des Abbruchstoffes DIN EN 1991-1-1 20 KN/m3,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Abbruchdicke:	24 bis  ca. 36,5 cm </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung innerhalb des Bauwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abbruch von Hand / mit handgeführten Kleingeräten</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">- Ausreichende Schutzvorkehrungen für das anfallende Wasser vorsehen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ausführung staubarm TRGS 559,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]: bis 3,50 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inkl anfallende Stoffe trennen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. ZTV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kleinabbruch Mauerwerk bis  36,5  cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094952" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1200.000</Qty>
                    <QU>St</QU>
                    <Description ID="fe5ea16a-a559-45fe-b470-663438520d36">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">von Bestandsbewehrung, nach Freilegung durch Höchstdruckwasserstrahlen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">durch Abtrennen mit Trennschleifer.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Durchmesser bis 12 mm.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Entsorgung des abgetrennten Bewehrungsstahles.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Abtrennen Bewehrungsstähle</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094953" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>800.000</Qty>
                    <QU>St</QU>
                    <Description ID="5749db0e-3538-44e7-a1bd-d4c0bd8cfed2">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">nach Betontrennschnitten, wir folgt:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- freistemmen von rechtwinkelig abgeschnittenen Bewehrungseisen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">umlaufend auf Tiefe 2 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Abtrennen des Bewehrungsstahles durch Abtrennen mit Trennschleifer.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Auftrag von Rostschutzgrundierung auf abgetrennten Bewehrungsstahl</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Verschluss des freigestemmten Bereiches mit kunstsoffmodifiziertem Reparaturmörtel auf Zementbasis</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Rostschutzbehandlung Bewehrungsstahl</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094954" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>90.000</Qty>
                    <QU>m</QU>
                    <Description ID="bf0063c2-92da-408f-b7a6-ebc2680cfe4b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">zur Entfernung von Mörtel- oder Bitumenresten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">z.B. nach dem Abbruch von Mauerwerkswänden zur Entfernung der unteren Mörtelschicht auf dem Rohboden oder an den Seitenwänden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abfräsen mit handgeführtem Kleingerät,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bündig mit verbleibender Wand bzw. Boden.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Breite bis 24 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe gem. ZTV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Abfräsen Betonoberfläche Boden / Wand</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094955" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>50.000</Qty>
                    <QU>m</QU>
                    <Description ID="2b3b86d3-d916-4c48-b7c2-07188267afb4">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">zur Entfernung von Mörtel- oder Bitumenresten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">z.B. nach dem Abbruch von Mauerwerkswänden zur Entfernung der oberen Mörtelschicht unter der Betondecke,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abfräsen mit handgeführtem Kleingerät,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bündig mit verbleibender Decke.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Breite bis 24 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe gem. ZTV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Abfräsen Betonoberfläche Deckenuntersicht</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094956" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>m</QU>
                    <Description ID="79a77bca-b334-45a5-854b-c6640529a076">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">an Wandflächen, streifenförmig, geklebt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicke bis 50 mm, Breite bis 25 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Incl. Wandputz, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">wie folgt:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- beidseitiges einschneiden von Putz und Dämmung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Abbruch der Dämmplatten mit Putz</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">zum Anschluß neuer Mauerwerkswände an die ungedämmte Massivwand.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aufgenommene Stoffe zerkleinern und gem. ZTV zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Abbruch Zementgeb. Holzwolledämmung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3094957" RNoPart="05">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Entsorgungsleistungen  KGD / KGE </span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3094958" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="8abd42f1-e0ed-4274-9ad3-c61bff5f22db">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Entsorgungskonzept erstellen und an die Bauüberwachung des AG übergeben.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">inkl. baubegleitende Ergänzungen bei Änderungen des Entsorgungsweges, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">laufende Aktualisierung der Mengen usw.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung pauschal über den gesamten Ausführungszeitraum.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Erstellen Entsorgungskonzept</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094959" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="dc9a0a36-a8ec-4c3b-be7b-d2f72db4b4ee">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nachweisbuch für gefährliche Abfälle gemäß Abfallnachweisverordnung inkl. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">aller sonstigen Nachweise für nicht gefährliche Abfälle (Materialbegleitscheine, Wiegescheine usw.) in Papierform erstellen und an den AG übergeben.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Durchführung des elektronischen Nachweisverfahrens (e-ANV) als </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abfallerzeuger. D.h. u.a.:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Registrierung als Abfallerzeuger</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Registrierung der Baustelle</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einholung Abfallerzeugernummer</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Erstellen Entsorgungsnachweise (EVN)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Erstellen Begleitscheine</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Durchführung elektronisches Nachweisverfahren</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verfahrensbegleitung etc.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung pauschal über den gesamten Ausführungszeitraum.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">e-ANV/Dokumentation/Nachweisbuch erstellen, liefern</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094960" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>St</QU>
                    <Description ID="b7f90f6b-5786-427d-ae00-1f190bc4a827">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Containergestellung für nicht mineralische Abbruchmaterialien,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Fassungsvermögen 7-12 m³.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Im Preis ist die Containerlieferung, Abholung und der</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Transport zur Entsorgungsstelle des AN enthalten.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Containergestellung für Abbruchmaterialien</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094961" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="ce080f50-ca53-4ed6-94e3-610a85822ebd">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Containergestellung für nicht mineralische Abbruchmaterialien,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Fassungsvermögen 16-24 m³.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Im Preis ist die Containerlieferung, Abholung und der</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Transport zur Entsorgungsstelle des AN enthalten.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Containergestellung für Abbruchmaterialien</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094962" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>St</QU>
                    <Description ID="0145942d-69a6-4fb0-a33a-f05c4e10c972">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="font-size:9pt;background:#FFFFFF;">Zulage für Deckel bzw. Plane</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094963" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>St</QU>
                    <Description ID="d7d1d875-b547-4c67-9002-181e72c5ef3f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Umstellen der vorbeschriebenen Container 7 - 12 m³  </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung </span>
                              <span style="text-decoration:underline;background:#FFFFFF;">nur</span>
                              <span style="background:#FFFFFF;"> auf Anordnung AG / Bauüberwachung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und nur wenn der Container-LKW gesondert anfahren muss.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">(Ohne schriftliche Anordnung erfolgt keine Vergütung!).</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Das Zwischenabsetzen von Containern beim Containertausch wird nicht gesondert vergütet.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="font-size:9pt;background:#FFFFFF;">Umstellen Container 7 m³ - 12 m³</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094964" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>St</QU>
                    <Description ID="a65a91b1-4020-47bd-9969-be424e671a5c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Umstellen der vorbeschriebenen Container 16 m³ - 24 m³  </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung </span>
                              <span style="text-decoration:underline;background:#FFFFFF;">nur</span>
                              <span style="background:#FFFFFF;"> auf Anordnung AG / Bauüberwachung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und nur wenn der Container-LKW gesondert anfahren muss.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">(Ohne schriftliche Anordnung erfolgt keine Vergütung!).</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Das Zwischenabsetzen von Containern beim Containertausch wird nicht gesondert vergütet.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="font-size:9pt;background:#FFFFFF;">Umstellen Container 16 m³ - 24 m³</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094965" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>t</QU>
                    <Description ID="e5496dd7-9ca7-4f4a-9dd9-fb369f6b32fc">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Deponiegebühr/Entsorgungsgebühr für Altholz A II / A III</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abfallschlüssel AVV 170201</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">(Stoffgruppe: behandeltes Holz AII / AIII gem.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Altholzverordnung).</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Zwischenlagerung und Abfuhr in vorbeschrieben Container.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="font-size:9pt;background:#FFFFFF;">Deponiegebühr/Entsorgungsgebühr für Altholz AII / A III</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094966" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>t</QU>
                    <Description ID="74196a85-2e37-424c-8cc3-478812d4ac77">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abfallschlüssel AVV 170204</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">(Stoffgruppe: behandeltes Holz AIV gem.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Altholzverordnung)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Zwischenlagerung und Abfuhr in vorbeschrieben Container.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="font-size:9pt;background:#FFFFFF;">Deponiegebühr/Entsorgungsgebühr für Altholz A IV</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094975" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>t</QU>
                    <Description ID="482a4a16-1574-440e-84e0-694bd107053d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Entsorgung  gemischte Metallabfälle einschließlich Legierungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">AVV-Nr.: 170407.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Zwischenlagerung und Abfuhr in vorbeschrieben Container.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="font-size:9pt;background:#FFFFFF;">Deponiegebühr/Entsorgungsgebühr für Metallabfälle - Gemische oder getrennte Fraktionen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094974" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>t</QU>
                    <Description ID="4780fce7-a13a-45f3-a697-5de906de2cc5">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Deponiegebühr/Entsorgungsgebühr für Baustoffe auf Gipsbasis,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abfallschlüssel AVV 170802.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Zwischenlagerung und Abfuhr in vorbeschrieben Container.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="font-size:9pt;background:#FFFFFF;">Deponiegebühr/Entsorgungsgebühr für gipshaltige Abfälle</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094973" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>t</QU>
                    <Description ID="17b7449b-a381-48da-ab9f-9f461f1dfb10">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Deponiegebühr/Entsorgungsgebühr für gemischte Bau- und Abbruchabfälle</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abfallschlüssel AVV 170904,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Stoffgruppe: (z. B. PVC-Beläge, Nadelfilz, Kunststoffteile,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Halterungen, Kunststoffrohre, Strohputzträger, Heraklith).</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Zwischenlagerung und Abfuhr in vorbeschrieben Container.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="font-size:9pt;background:#FFFFFF;">Deponiegebühr/Entsorgungsgebühr für gemischte Bau- und Abbruchabfälle</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094967" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>87.000</Qty>
                    <QU>t</QU>
                    <Description ID="6d93b8d6-89ee-4156-8bbf-0d2a1b019fa2">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Entsorgungs-/Verwertungsgebühr für Beton</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abfallschlüssel AVV 170101</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einstufung RC 1 nach Ersatzbaustoffverordnung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">(Stofffraktion: Stahlbeton, Beton).</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Incl. Laden ab Zwischenlagerplatz und Transportkosten</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Entsorgungs-/Verwertungsgebühr RC-1 für Beton</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094968" RNoPart="014">
                    <UPBkdn>No</UPBkdn>
                    <Qty>64.000</Qty>
                    <QU>t</QU>
                    <Description ID="6b15d62d-24b8-4b4d-b9d0-2f38c82d0d01">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Entsorgungs-/Verwertungsgebühr für Gemische aus oder</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">getrennte Fraktionen von Beton, Ziegeln,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Fliesen und Keramik, mit Ausnahme derjenigen, die unter 170106 fallen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abfallschlüssel AVV 170107</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einstufung RC 1 nach Ersatzbaustoffverordnung.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Incl. Laden ab Zwischenlagerplatz und Transportkosten.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="font-size:9pt;background:#FFFFFF;">Entsorgungs-/Verwertungsgebühr RC-1 für Gemische aus oder getrennte</span>
                              </p>
                              <p>
                                <span style="font-size:9pt;background:#FFFFFF;">Fraktionen von Beton, Ziegeln</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094969" RNoPart="015">
                    <UPBkdn>No</UPBkdn>
                    <Qty>273.000</Qty>
                    <QU>t</QU>
                    <Description ID="5844ef99-3a8d-461c-9e38-59aa4d3d7809">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Entsorgungs-/Verwertungsgebühr für Beton</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abfallschlüssel AVV 170101</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einstufung RC 2 nach Ersatzbaustoffverordnung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">(Stofffraktion: Stahlbeton, Beton).</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Incl. Laden ab Zwischenlagerplatz und Transportkosten.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Entsorgungs-/Verwertungsgebühr RC-2 für Beton</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094970" RNoPart="016">
                    <UPBkdn>No</UPBkdn>
                    <Qty>118.000</Qty>
                    <QU>t</QU>
                    <Description ID="f1433b87-850d-40db-969e-05dcee7bfe02">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Entsorgungs-/Verwertungsgebühr für Gemische aus oder</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">getrennte Fraktionen von Beton, Ziegeln,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Fliesen und Keramik, mit Ausnahme derjenigen, die unter 170106 fallen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abfallschlüssel AVV 170107</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einstufung RC 2 nach Ersatzbaustoffverordnung.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Incl. Laden ab Zwischenlagerplatz und Transportkosten.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="font-size:9pt;background:#FFFFFF;">Entsorgungs-/Verwertungsgebühr RC-2 für Gemische aus oder getrennte</span>
                              </p>
                              <p>
                                <span style="font-size:9pt;background:#FFFFFF;">Fraktionen von Beton, Ziegeln</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094971" RNoPart="017">
                    <UPBkdn>No</UPBkdn>
                    <Qty>30.000</Qty>
                    <QU>t</QU>
                    <Description ID="956e6fd6-ecfa-4199-a6c5-3c40af305c7a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Deponiegebühr/Entsorgungsgebühr für Gemische aus oder</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">getrennte Fraktionen von Beton, Ziegeln,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Fliesen und Keramik, mit Ausnahme derjenigen, die unter 170106 fallen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abfallschlüssel AVV 170107</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einstufung DK I nach Deponieverordnung, Anh. 3, Tabelle 2 vom 27.04.2009.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Incl. Laden ab Zwischenlagerplatz und Transportkosten.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="font-size:9pt;background:#FFFFFF;">Deponiegebühr/Entsorgungsgebühr DK I für Gemische aus oder getrennte</span>
                              </p>
                              <p>
                                <span style="font-size:9pt;background:#FFFFFF;">Fraktionen von Beton, Ziegeln</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094972" RNoPart="018">
                    <UPBkdn>No</UPBkdn>
                    <Qty>30.000</Qty>
                    <QU>t</QU>
                    <Description ID="996a5b7c-1874-43dc-986c-70b9331d12e8">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Deponiegebühr/Entsorgungsgebühr für Gemische aus oder</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">getrennte Fraktionen von Beton, Ziegeln,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Fliesen und Keramik, mit Ausnahme derjenigen, die unter 170106 fallen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abfallschlüssel AVV 170107</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einstufung DK II nach Deponieverordnung, Anh. 3, Tabelle 2 vom 27.04.2009.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Incl. Laden ab Zwischenlagerplatz und Transportkosten.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="font-size:9pt;background:#FFFFFF;">Deponiegebühr/Entsorgungsgebühr DK II für Gemische aus oder getrennte</span>
                              </p>
                              <p>
                                <span style="font-size:9pt;background:#FFFFFF;">Fraktionen von Beton, Ziegeln</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094976" RNoPart="019">
                    <UPBkdn>No</UPBkdn>
                    <Qty>55.000</Qty>
                    <QU>t</QU>
                    <Description ID="8f1f11b7-1b14-4cc7-988c-cb1edf063776">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Zulage Entsorgung mineralischer Bauschutt Z1.1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mehrkosten für erhöhte Transportaufwendungen (ggf. weitere Transportwege etc.) und zusätzliche Mehrkosten für die Entsorgung / Deponierung von </span>
                              <br />
                              <span style="background:#FFFFFF;">belastetem mineralischen Bauschutt Z1.1.</span>
                              <br />
                              <span style="background:#FFFFFF;">(gemäß Zuordnungswerte Eckpunktepapier, Anlage 2 und 3,</span>
                              <br />
                              <span style="background:#FFFFFF;">Stand: 09.12.2005),</span>
                              <br />
                              <span style="background:#FFFFFF;">Incl. Laden ab Zwischenlagerplatz und Transportkosten.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Entsorgung mineralischer Bauschutt Z1.1</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094977" RNoPart="020">
                    <UPBkdn>No</UPBkdn>
                    <Qty>45.000</Qty>
                    <QU>t</QU>
                    <Description ID="25f97954-2de7-4c1f-8dda-62b28217db99">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Zulage Entsorgung mineralischer Bauschutt Z1.2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mehrkosten für erhöhte Transportaufwendungen (ggf. weitere Transportwege etc.) und zusätzliche Mehrkosten für die Entsorgung / Deponierung von </span>
                              <br />
                              <span style="background:#FFFFFF;">belastetem mineralischen Bauschutt Z1.2.</span>
                              <br />
                              <span style="background:#FFFFFF;">(gemäß Zuordnungswerte Eckpunktepapier, Anlage 2 und 3,</span>
                              <br />
                              <span style="background:#FFFFFF;">Stand: 09.12.2005),</span>
                              <br />
                              <span style="background:#FFFFFF;">Incl. Laden ab Zwischenlagerplatz und Transportkosten.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Entsorgung mineralischer Bauschutt Z1.2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094978" RNoPart="021">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>t</QU>
                    <Description ID="3b15e2ef-65de-410e-97a6-1858c9347f55">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Entsorgung mineralischer Bauschutt Z2</span>
                              <br />
                              <span style="background:#FFFFFF;">Mehrkosten für erhöhte Transportaufwendungen </span>
                              <br />
                              <span style="background:#FFFFFF;">(ggf. weitere Transportwege etc.) und zusätzliche </span>
                              <br />
                              <span style="background:#FFFFFF;">Mehrkosten für die Entsorgung / Deponierung von </span>
                              <br />
                              <span style="background:#FFFFFF;">belastetem mineralischen Bauschutt Z2</span>
                              <br />
                              <span style="background:#FFFFFF;">(gemäß Zuordnungswerte Eckpunktepapier, Anlage 2 und 3,</span>
                              <br />
                              <span style="background:#FFFFFF;">Stand: 09.12.2005),</span>
                              <br />
                              <span style="background:#FFFFFF;">Incl. Laden ab Zwischenlagerplatz und Transportkosten.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Entsorgung mineralischer Bauschutt Z2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
          </BoQBody>
        </BoQCtgy>
        <BoQCtgy ID="GW_3094979" RNoPart="04">
          <LblTx>
            <p>
              <span style="font-size:12pt;text-decoration:underline;background:#FFFFFF;">TITEL:  DÜSENSTRAHLARBEITEN  / VERBAU  KGD</span>
            </p>
          </LblTx>
          <NotApplBoQ>No</NotApplBoQ>
          <BoQBody>
            <BoQCtgy ID="GW_3094980" RNoPart="01">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Baustelleneinrichtung Spezialtiefbauarbeiten, Allgemeines</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Remark ID="GW_3094981">
                    <Description ID="e7df7705-2ab6-49eb-b313-b90be4a0980b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">Nachfolgende ZTV Baustelleneinrichtung Spezialtiefbau </span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">1.</span>
                              <span style="background:#FFFFFF;"> Für die Leistungen der Baustelleneinrichtung gelten nachfolgende </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> Regelungen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">In den Positionen für die Geräte sind unter anderem einzurechnen:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- Zusammenstellen der erforderlichen Geräte, Werkzeuge,   Unterkünfte, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Sanitäreinrichtung usw.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Lade- und Entladelöhne</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Fahrt- u. Reisekosten für das Personal</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Transporte zur und von der Baustelle für die komplette Ausrüstung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Geräteaufbau und -abbau,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Umsetzen der Geräte innerhalb des Baufeldes und innerhalb</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  des Gebäudes im Zuge des Baufortschritts</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Vorhalten der Geräte und des kompletten Zubehörs für die Dauer </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  der Einsatzzeit</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- sämtliche Transportgenehmigungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- sämtliche Schutz-, Absperr- und Sicherungsmaßnahmen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  gemäß UVV und weiterer einschlägiger Vorschriften</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- sämtliche Betriebs- und Schmierstoffe der Geräte</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Einholung der erforderlichen Genehmigungen, sofern nicht eigens beschrieben</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">2.</span>
                              <span style="background:#FFFFFF;"> Die nachfolgenden Positionen der Baustelleneinrichtung verstehen sich </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">jeweils als Komplettleistung, d.h. neben den eigentlichen Spezialtiefbaugeräten, z.B. Bohrgeräte (für DSV etc.), sind auch jeweils sämtliche Hilfsgeräte, wie Misch- u. Verpressanlagen, Radlader, Ketten- oder Radbagger, Minibagger, Kompressor etc., und das jeweils erforderliche Bohrwerkzeug, sowie die </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Materialcontainer und die Tagesunterkünfte für das Personal einzurechnen. Auch das Hebewerkzeug zum Ein- und Ausheben des Bohrgeräts in das </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bestandsgebäude ist einzurechnen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">3.</span>
                              <span style="background:#FFFFFF;"> Die eingesetzten Geräte müssen in der Lage sein, die geplanten Maßnahmen für die Spezialtiefbauarbeiten fach- und sachgerecht, sowie termingerecht, einwandfrei ausführen zu können.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Hinweise in den Gewerke spezifischen Vorbemerkungen sind zu beachten. Insbesondere wird auf die Leistungsfähigkeit der eingesetzten Geräte sowie die teilweise beengten Platz-/Höhen-Verhältnisse hingewiesen. Dies ist bei der Wahl der Geräte und des Werkzeugs zu berücksichtigen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">4.</span>
                              <span style="background:#FFFFFF;"> Auf Grund der angrenzenden Nachbarbebauung und der Nutzung als Universitätsstandort werden an den Baustellenbetrieb hohe Ansprüche zur Vermeidung bzw. Reduzierung sämtlicher Emissionen (Lärm, Staub, Erschütterungen etc.) gestellt.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Arbeiten dürfen nur von solchen Geräten ausgeführt werden, die in der Lage sind, die entsprechenden Vorgaben, z.B. gemäß Merkblatt für Baulärm nach §22 BIMSCHG oder AVV-Baulärm, zu erfüllen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Exemplarisch sind folgende Punkte zu beachten:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Motoren der Geräte müssen gemäß dem Stand der Technik schallgedämmt sein.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">5.</span>
                              <span style="background:#FFFFFF;"> Alle Maßnahmen im Zuge der Baustelleneinrichtung sind so auszuführen, dass öffentliche Straßen und Gehwege weder beschädigt noch verschmutzt werden.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Vom AN verschmutzte Flächen sind umgehend zu reinigen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verursachte Beschädigungen sind nach Abschluss der Arbeiten vom AN wieder instand zu setzen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">6.</span>
                              <span style="background:#FFFFFF;"> Alle Baustraßen und Verkehrswege innerhalb der Baustelle sowie die An- und Abfahrten im öffentlichen Straßenbereich sind dauerhaft in verkehrssicherem Zustand zu halten.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Hierzu zählt auch die laufende Reinigung bei Verschmutzung durch Baufahrzeuge, sowie bei trockener Witterung auch das Besprengen mit Wasser zur Verhinderung von Staubentwicklung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">7.</span>
                              <span style="background:#FFFFFF;"> An allen möglichen Abbruchkanten sind Absturzsicherungen gemäß den geltenden Unfallverhütungsvorschriften herzustellen. Die Leistungen für Herstellung und Rückbau sind bei Bedarf in eigenen LV-Positionen beschrieben.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">8.</span>
                              <span style="background:#FFFFFF;"> Für alle Positionen, die Pauschal anzubieten sind, werden für die Baustelleneinrichtung anteilig 70% vergütet. Die Vergütung der restlichen 30% erfolgt nach Baustellenräumung bzw. nach vollständiger Positionserfüllung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">9.</span>
                              <span style="background:#FFFFFF;"> Kampfmittel</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Eine Bestätigung der Kampfmittelfreiheit wird vor Beginn der Arbeiten bauseits eingeholt und dem AN übergeben.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">10.</span>
                              <span style="background:#FFFFFF;"> Baustrom</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Baustrom ist auf der Baustelle bereits bauseits installiert (Vorleistung)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Davon ausgehend ist vom AN Spezialtiefbau der für die Ausführung der eigenen Leistungen benötigte Baustrom eigenverantwortlich weiterzuleiten und zu verteilen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die hierfür erforderlichen Anschlusselemente, Unterverteilungen, Straßenüberspannungen, Kabel und Leitungen etc. sind von AN beizustellen und zu installieren. Zusätzliche Verteilerschränke und sonstige Elektroleitungen, sowie die Arbeitsplatzbeleuchtung sind ebenfalls Sache des AN.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die hierfür anfallenden Leistungen sind in die LV-Positionen der Baustelleneinrichtung einzukalkulieren und werden nicht gesondert vergütet.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">11</span>
                              <span style="background:#FFFFFF;">. Bauwasser</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Auf der Baustelle ist bereits ein Hauptwasseranschluss installiert (Vorleistung).</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Davon ausgehend ist vom AN Spezialtiefbau das für die Ausführung der eigenen Leistungen benötigte Bauwasser weiterzuleiten und zu verteilen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die hierfür anfallenden Leistungen sind in die LV-Positionen der Baustelleneinrichtung einzukalkulieren und werden nicht gesondert vergütet.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">12</span>
                              <span style="background:#FFFFFF;">. Bauabwasser</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Das aus den sanitären Einrichtungen während des Baubetriebs anfallende Abwasser hat der AN Spezialtiefbau eigenverantwortlich zu sammeln und ordnungsgemäß zu entsorgen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die hierfür anfallenden Leistungen sind in die LV-Positionen der Baustelleneinrichtung einzukalkulieren und werden nicht gesondert vergütet.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Zusätzliche Technische Vertragsbedingungen für </span>
                              </p>
                              <p>
                                <span style="background:#FFFFFF;">Baustelleneinrichtung Spezialtiefbauarbeiten, Allgemeines</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Remark>
                  <Item ID="GW_3094983" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="e5922f5d-a7e3-4085-b391-3f99442cec3a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Der Baustrom für die Arbeiten des AN ist vom AN eigenverantwortlich zu errichten.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Innerhalb des Gebäudes KGD im Untergeschoss ist ein Übergabepunkt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bauseits vorhanden. Hier muss der Anschluss der Baustromversorgung erfolgen.Der Übergabepunkt ist im beigefügten Übersichtsplan "Anlage LV </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Baustrom KGD" gekennzeichnet.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Innerhalb dieses Übergabepunktes stehen Klemmen (Phoenix Contakt RBO 12 - Bolzenanschlussklemme) mit Stehbolzen M12 für den Anschluss zur</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verfügung.. Die Gesamtleistung an diesem Anschlusspunkt ist auf 200A als </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Absicherung durch die vorgelagerten Trafostation begrenzt.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Errichtung der gesamten Baustromanlage ist ab diesem Übergabepunkt zu errichten und betriebsbereit zu installieren und für die Zeit der Arbeiten des AN zu unterhalten und auf Anforderung wieder abzubauen und beseitigen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Baustromversorung erfolgt aus dem Arealnetz des AG. Somit ist keine </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Anmeldung beim Energieversorger notwendig. Eine Energiezählung des </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verbrauches ist nicht notwendig.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Baustrom muss den aktuellen Vorschriften der Berufsgenossenschaft und der VDE, hier speziell der VDE 0100 T104 entsprechen. Die Errichtung ist von </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einem Elektroinstallateur auszuführen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Wiederkehrende monatliche Überprüfung der Baustromverteiler ist </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">entsprechend DIN VDE 0100 T 704 und den einschlägigen Vorschriften der </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Berufsgenossenschaften auszuführen und über die gesamte Bauzeit zu prüfen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">In jedem Baustromverteiler muss ein Prüf- und Instandhaltungsbuch hinterlegt werden, in dem die Prüfungen dokumentiert werden.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Baustrom</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094984" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="cb5c3c9a-77b5-402b-8433-409e801e7990">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Baustelleneinrichtung und -räumung für eine vollständige DSV-Anlage</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">zur Herstellung der Unterfangungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Düsenstrahlverfahren (Hochdruckinjektion),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschl. Bohrgerät, Misch- u. Verpressanlage, Hochdruckpumpe, Zementsilo, Vorratsbehälter, Absetzmulden etc.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">sowie sämtlichem Bohr- und Verpresszubehör</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Hilfsgeräte, Minibagger etc. nach Bedarf AN.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Für das Ein- und Ausheben des Bohrgeräts durch die bauseits erstellte </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einbringöffnung ist der Einsatz eines geeigneten Hebegeräts nach Wahl des AN einzukalkulieren.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Umsetzvorgänge innerhalb des Bestandsgebäudes und außerhalb sind </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einzukalkulieren.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Das Bohrgerät muss geeignet sein zur Ausführung der Arbeiten unter</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">beschränkter Raumhöhe (ca. 2,5 m) und beengten Verhältnissen im Inneren des Bestandsgebäudes.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Vergütung erfolgt einmalig als Pauschale.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Baustelleneinrichtung DSV-Anlage</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094986" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="3b33f49d-2a16-4f8c-bd3f-6740769b93e6">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Einmess- und Absteckarbeiten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">die zur Durchführung der Spezialtiefbauarbeiten notwendig sind,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Komplettleistung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ausgehend von vorab durch den AG übergebenen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Lage und Höhe eingemessenen Fixpunkten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mindestens ein Höhenfestpunkt und zwei Hauptachsen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einzurechnen ist der Übertrag der Fixpunkte in das Bestandsgebäude hinein.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einzurechnen ist auch die Bestandsvermessung der ausgeführten Leistungen nach der Herstellung.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mehrmaliger Einsatz des Messtrupps gemäß Bauablauf AN ist einzukalkulieren. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Vergütung erfolgt einmalig als Pauschale.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Vermessungs- und Absteckungsarbeiten</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3094989" RNoPart="02">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Unterfangungsarbeiten, Düsenstrahlarbeiten</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Remark ID="GW_3094990">
                    <Description ID="2b06c8b9-5a73-4439-b994-5113ca60718f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="text-decoration:underline;background:#FFFFFF;">Vorbemerkung</span>
                              <span style="background:#FFFFFF;">:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Für den Umbau und die Generalsanierung des Gebäudes KGD wird es notwendig innerhalb des Bestandsgebäudes Unterfangungen und flächige DSV-Dichtsohlen auszuführen. Außerdem sollen zur Gründung eines neuen Lichtschachts zwei Säulen als Gründungselemente hergestellt werden.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Gemäß Tragwerksplanung sollen die Unterfangung im Düsenstrahlverfahren ausgeführt werden.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die erforderlichen Arbeiten am Gebäude KGD gliedern sich in drei Maßnahmen:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- Maßnahme Aufzugsschacht:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Ausführung innerhalb Bestand</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Herstellung von Düsenstrahlkörpern (DSV) zur Unterfangung </span>
                              <br />
                              <span style="background:#FFFFFF;">  bestehender Bodenplatte und Keller-Außenwände im Bereich </span>
                              <br />
                              <span style="background:#FFFFFF;">  des neuen Aufzugsschachts.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Ausführung innerhab des Bestandsgebäudes von bestehender</span>
                              <br />
                              <span style="background:#FFFFFF;">  Bodenplatte aus</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Innerhalb der umlaufenden Unterfangungskörper Herstellung</span>
                              <br />
                              <span style="background:#FFFFFF;">  einer zusammenhängenden DSV-Dichtsohle zur</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Sicherstellung der Tragfähigkeit und Grundwasserdichtigkeit.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Arbeiten im Bestandsgebäude unter beengten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Platz- und Höhenverhältnissen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- Maßnahme Pumpensumpf:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Ausführung innerhalb Bestand</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Herstellung von Düsenstrahlkörpern (DSV) zur Unterfangung</span>
                              <br />
                              <span style="background:#FFFFFF;">  bestehender Bodenplatte im Bereich des neuen</span>
                              <br />
                              <span style="background:#FFFFFF;">  Pumpensumpfs</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Ausführung innerhab des Bestandsgebäudes von bestehender</span>
                              <br />
                              <span style="background:#FFFFFF;">  Bodenplatte aus</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Innerhalb der umlaufenden Unterfangungskörper Herstellung</span>
                              <br />
                              <span style="background:#FFFFFF;">  einer zusammenhängenden DSV-Dichtsohle zur</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Sicherstellung der Tragfähigkeit und Grundwasserdichtigkeit.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Arbeiten im Bestandsgebäude unter beengten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Platz- und Höhenverhältnissen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Bauhilfsabstützungen werden nach Abbruch der </span>
                              <br />
                              <span style="background:#FFFFFF;">  Bestandsbodenplatte erforderlich und Beeinflussen die</span>
                              <br />
                              <span style="background:#FFFFFF;">  Düsarbeiten nicht.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Bei der Ausführung der Fräsarbeiten ist mit Beeiträchtigung</span>
                              <br />
                              <span style="background:#FFFFFF;">  aufgrund der Abstützung zu rechnen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- Maßnahme Tiefergründung Lüftungsschacht:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Ausführung seitlich des Bestands</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Herstellung von zwei Düsenstrahlsäulen zur Aufnahme der</span>
                              <br />
                              <span style="background:#FFFFFF;">  vertikalen Bauwerkslasten des neuen Lichtschachts</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Um eine Zugänglichkeit zum Untergeschoss des Gebäudeteils KGD zu schaffen,wird im Vorfeld der DSV-Arbeiten bauseits eine Einbringöffnung erstellt. Diese Öffnung wird folgende Abmessungen zum Einheben des DSV-Geräts haben:</span>
                              <br />
                              <span style="background:#FFFFFF;">ca. l/b 4,8/ 2,0m od. 3,6m/2,75</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die lichte Öffnung der Außenwand zum Befahren desUG beträgt ca. l/h 3,2m/2,2m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Durch zuvor genannte Einbringöffnung müssen die zur Ausführung der Bauleistung erforderlichen Gerätschaften ein- und wieder ausgehoben werden. Die Ver- und Entsorgung läuft ebenfalls über zuvor genannte Öffnung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">1.</span>
                              <span style="background:#FFFFFF;"> Für die Unterfangungen, insbesondere wenn diese im Düsenstrahlverfahren ausgeführt werden, gelten für die hierfür erforderlichen Leistungen folgende technische Vorschriften in der jeweils aktuellsten Fassung:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">DIN EN 1997-1:2014-3 Eurocode 7</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Entwurf, Berechnung und Bemessung in der Geotechnik</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschließlich</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DIN EN 1997-1/NA:2010-12 Nationaler Anhang</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DIN 1054:2021-04</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Baugrund - Sicherheitsnachweise im Erd- und Grundbau</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ergänzende Regeln zu DIN EN 1997-1</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">DIN 4123</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausschachtungen, Gründungen und Unterfangungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Bereich bestehender Gebäude</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">DIN EN 12716: 2019-03</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführung von besonderen geotechnischen Arbeiten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">(Spezialtiefbau), Düsenstrahlverfahren</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">DIN 18299</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">VOB/C, Allgemeine Technische Vertragsbedingungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Bauleistungen (ATV),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Allgemeine Regelungen für Bauarbeiten jeder Art</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">DIN 18301</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">VOB/C, Allgemeine Technische Vertragsbedingungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Bauleistungen (ATV), Bohrarbeiten</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">DIN 18309</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">VOB/C, Allgemeine Technische Vertragsbedingungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Bauleistungen (ATV), Einpressarbeiten</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">DIN 18321</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">VOB/C, Allgemeine Technische Vertragsbedingungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Bauleistungen (ATV), Düsenstrahlarbeiten</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">DIN 18331</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">VOB/C, Allgemeine Technische Vertragsbedingungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Bauleistungen (ATV), Betonarbeiten</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">sowie weitere mit geltende DIN- bzw. EN-Normen und Richtlinien, in der jeweils aktuellen Fassung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">2.</span>
                              <span style="background:#FFFFFF;"> Die anbietende bzw. ausführende Firma muss im Besitz einer allgemeinen bauaufsichtlichen Zulassung des Deutschen Institutes für Bautechnik für die Herstellung der Injektionen im Düsenstrahl-Verfahren sein.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Der gültige Zulassungsbescheid ist rechtzeitig vor Baubeginn der AG-Bauleitung vorzulegen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">3. </span>
                              <span style="background:#FFFFFF;">Es dürfen nur Geräte eingesetzt werden, die den neuesten technischen Vorschriften und Auflagen hinsichtlich der zulässigen Immissionswerte entsprechen, und in der Lage sind, die gestellten Anforderungen zu erfüllen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">4. </span>
                              <span style="background:#FFFFFF;">Die Injektionsbohrungen, einschließlich evtl. Leerbohrungen, sowie Kernbohrungen und das Durchfahren von Bohrhindernissen sind so auszuführen (Lage und Bohrverfahren), dass keine Schäden an der vorhandenen und zu erhaltenden Bausubstanz entstehen und die Standsicherheit der Bestandsgebäude nicht gefährdet wird.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">5.</span>
                              <span style="background:#FFFFFF;"> Der Auftragnehmer hat nachzuweisen, dass die Ausgangsstoffe und die Düsenstrahlsuspension den Anforderungen nach DIN EN 12716, Abschnitt 6, genügen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Es sind nur Bindemittel, und gegebenenfalls Zusatzmittel und Zusatzstoffe, mit entsprechenden bauaufsichtlichen Zulassungen zu verwenden.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">6.</span>
                              <span style="background:#FFFFFF;"> Die Verträglichkeit der verwendeten Bindemittel mit dem anstehenden Boden ist vorher durch Eignungsversuche nachzuweisen. Insbesondere ist durch Quellversuche in Anlehnung an DIN 18135 nachzuweisen, dass es zu keiner unerwünschten Volumenzunahme der Düsenstrahl-Körper infolge Fremdstoffaufnahme in der Mineralstruktur kommen kann.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Alternativ kann der Nachweis auch durch Vorlage entsprechender Referenzen aus vergleichbaren Baumaßnahmen erfolgen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">7.</span>
                              <span style="background:#FFFFFF;"> Die Ausführungsplanung (Stichplan) der Düsenstrahl-Arbeiten, mit Angaben über die Anordnung der Bohrungen, dem Abstand und die vorgesehenen Neigungen der Bohrungen, ist vom AN für alle DSV-Injektionsbereiche anzufertigen und vor der Ausführung vom Prüfingenieur freigeben zu lassen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Stichpläne sind vorab mit dem Tragwerksplaner und dem Bodengutachter abzustimmen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">8.</span>
                              <span style="background:#FFFFFF;"> Sofern keine vergleichbaren Eignungsprüfungen vorliegen, sind Probesäulen herzustellen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Anzahl und Herstellung der Probesäulen, die Festlegung und Verwendung der Herstellungsparameter sowie die Feststellung des erzielbaren Durchmessers und der Druckfestigkeit erfolgt gemäß der allgemeinen bauaufsichtlichen Zulassung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">9.</span>
                              <span style="background:#FFFFFF;"> Vor der Ausführung der Unterfangungen sind die Unterkanten der Bestandsfundamente/ -bodenplatten genauestens zu erkunden.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">10.</span>
                              <span style="background:#FFFFFF;"> Vor Ausführungsbeginn hat der AN eigenverantwortlich Erkundigungen über Sparten (z.B. Grundleitungen) und unterirdische Einbauten einzuholen und die Trassen vor Ort zu lokalisieren.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sofern erforderlich, hat vor Ort eine Abstimmung mit den Versorgungsträgern (Aufgrabungskontrolle) zu erfolgen. Vor Bohrbeginn ist die physische Trennung eventuell im Unterfangungsbereich liegender Leitungen und Einbauten vom AN zu überprüfen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">11.</span>
                              <span style="background:#FFFFFF;"> Das Durchfahren der Fundamente und eventuell vorhandener Bohrhindernisse bei den Injektionsbohrungen wird gesondert vergütet.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">12.</span>
                              <span style="background:#FFFFFF;"> Während der Herstellung der Düsenstrahlkörper ist ständig darauf zu achten, dass eine ausreichende Druckentlastung gegeben ist. Dies ist dadurch sicher zu stellen, dass laufend ein ungehinderter Rückfluss der überschüssigen Suspension, bestehend aus Schneidwasser, Boden und Bindemittel, zum Bohransatzpunkt gewährleistet wird. Der freie Rückfluss der Suspension ist ständig zu kontrollieren.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">13.</span>
                              <span style="background:#FFFFFF;"> Für die Unterfangungen und die DSV-Sohle sind homogene Düsenstrahlkörper ohne Durchlässigkeitsfenster herzustellen. Die Unterfangungen sind kraftschlüssig an die Bestandsfundamente/ -bodenplatten anzubinden. Der Nachweis der Homogenität und der erforderlichen Abmessungen (= statisch erforderlicher Querschnitt) der Injektionskörper ist durch den AN zu erbringen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Vorhandene Fehlstellen sind vom AN auf eigene Kosten fachgerecht und in Abstimmung mit dem Tragwerksplaner nachzubessern.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Nach erfolgter Sanierung ist die Qualität der Düsenstrahlkörper erneut nachzuweisen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Vom AN zu vertretende Nacharbeiten und die zusätzlichen Nachweise werden nicht gesondert vergütet.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">14.</span>
                              <span style="background:#FFFFFF;"> Die Güteprüfung und Qualitätskontrolle erfolgen gemäß DIN 18321, Abs. 3.3, sowie DIN EN 12716, Abs. 9.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Im Übrigen sind die einschlägigen Forderungen der allgemeinen bauaufsichtlichen Zulassung zu beachten.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die werks- und baustelleneigenen Produktionskontrollen sind gemäß Zulassung vorzunehmen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">15. </span>
                              <span style="background:#FFFFFF;">Im Zuge der Ausführung der Düsenstrahlarbeiten sind sämtliche Düsparameter elektronisch aufzuzeichnen. Hierzu muss das Bohrgerät mit einem elektronischem Datenerfassungsgerät, einschließlich Display für den Geräteführer, mit Darstellung der wesentlichen Herstellparameter ausgerüstet sein.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Düsprotokolle der einzelnen Stiche bzw. Säulen sind arbeitstäglich der AG-Bauleitung zu übergeben.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die hieraus resultierenden Kosten sind in die Einheitspreise einzurechnen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Gemäß dem Stand der Technik</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">16.</span>
                              <span style="background:#FFFFFF;"> Die Düsenstrahlarbeiten dürfen seitens des AN nur von einem fachkundigen Ingenieur geleitet werden, der über ausreichend Kenntnis und Erfahrung in dieser Verfahrenstechnik verfügt.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">17.</span>
                              <span style="background:#FFFFFF;"> Durch ein geeignetes Überwachungsverfahren (z.B. elektronisches Hebungswächtersystem) ist sicherzustellen, dass während der Ausführung der Düsenstrahlarbeiten keine schädlichen Bewegungen an der vorhandenen Bausubstanz entstehen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die entsprechenden Leistungen sind im nachfolgenden LV beschrieben.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">18.</span>
                              <span style="background:#FFFFFF;"> Die vorab hergestellten Kernbohrungen in den Bestandsbauteilen sind im Zuge bzw. nach Fertigstellung der Düsenstrahlarbeiten mit Zementsuspension oder Beton kraftschlüssig aufzufüllen. Die Lage der Kernbohrungen ist vorab mit der Tragwerksplanung abzustimmen und freigeben zu lassen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">19.</span>
                              <span style="background:#FFFFFF;"> In die Einheitspreise einzurechnen ist auch das Aufnehmen und die laufende Beseitigung bzw. Entsorgung von Spül- und Bohrgut, sowie des überschüssigen Verpressmaterials (Rückfluss). Hierzu gehören auch das Anlegen und der Unterhalt eines Vorlauf- und Pumpgrabens im Bereich der Ansatzpunkte.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Der Rückfluss ist aufzunehmen, durch die Einbringöffnung in Absetzcontainer zu pumpen und laufend zu entsorgen. Die Absetzcontainer sind vom AN in ausreichender Größe und Anzahl zur Verfügung zu stellen und kontinuierlich auszutauschen. Die Lage kann der BE Planung entnommen werden.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die hierfür anfallen Kosten sind in die Positionen der DSV-Herstellung einzukalkulieren.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">20.</span>
                              <span style="background:#FFFFFF;"> Nach Abschluss der Düsenstrahlarbeiten sind im Baufeld alle Überschussmassen (verfestigte Zementsuspension, Bohrschlamm etc.) rückstandsfrei zu beseitigen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">21.</span>
                              <span style="background:#FFFFFF;"> Bodenschichten / Homogenbereich</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Gemäß dem für das Projekt angefertigten Baugrundgutachten stehen folgende Bodenschichten an:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Homogenbereich B1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Bodenschicht 1a: gemischtkörnige Auffüllungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Kornkennzahl A; B; C; D; E (untere/ obere): A (0/10); B (0/20);   </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  C (20/70); D (60/0); E (20/0)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Massenanteil Steine, Blöcke und große Blöcke nach DIN EN    </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  ISO 14 688-1 [%]: 0 - 20</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- undränierte Scherfestigkeit nach DIN 4094-4 oder DIN 18 136   </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  oder DIN 18 137-2 [kN/m²]: 0 - 5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Wassergehalt nach DIN EN ISO 17 892-1 [%]: 3 - 20</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Lagerungsdichte: Definition nach DIN EN ISO 14 688-2,         </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Bestimmung nach DIN 18 126:0,3 - 0,5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- organischer Anteil nach DIN 18 128 [%]: 0 - 4</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Bodengruppe nach DIN 18 196: [SU/ST/GU*/GT*/GU/GT] </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Kohäsion nach DIN 18 137-1, DIN 18 137-2 und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  DIN 18 137-3 [kN/m²]: 0 - 2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Abrasivität nach NFP 18-579 : abrasiv bis extrem abrasiv</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Homogenbereich B2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Bodenschicht 1b und 2: feinkörnige Auffüllungen und Auelehme</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Kornkennzahl A; B; C; D; E (untere/ obere): A (0/30);</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  B (40/70); C (30/0); D (27/0); E (3/0)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Massenanteil Steine, Blöcke und große Blöcke nach DIN EN  </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  ISO 14 688-1 [%]: 0 - 3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- undränierte Scherfestigkeit nach DIN 4094-4 oder DIN 18 136   </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  oder DIN 18 137-2 [kN/m²]: 0 - 60</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Wassergehalt nach DIN EN ISO 17 892-1 [%]: 10 - 35</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Plastizitätszahl nach DIN 18 122-1 [%]:  10 - 50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Konsistenzzahl nach DIN 18 122-1:  0,50 - 1,25 </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- organischer Anteil nach DIN 18 128 [%]: 3 - 8</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Bodengruppe nach DIN 18 196: [TL/TM], TL/TM/TA </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Kohäsion nach DIN 18 137-1, DIN 18 137-2 und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  DIN 18 137-3 [kN/m²]: 0 - 10</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Abrasivität nach NFP 18-579: schwach abrasiv bis abrasiv</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Konsistenz nach DIN EN ISO 14 688-1: weich bis steif,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  untergeordnet halbfest</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Homogenbereich B3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Bodenschicht 3: Talsohleschotter</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Kornkennzahl A; B; C; D; E (untere/ obere): A (0/10); B (0/20);   </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> C (20/70); D (75/0); E (5/0)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Massenanteil Steine, Blöcke und große Blöcke nach DIN EN   </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   ISO 14 688-1 [%]: 0 - 5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- undränierte Scherfestigkeit nach DIN 4094-4 oder DIN 18 136 </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  oder DIN 18 137-2 [kN/m²]: 0 - 5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Wassergehalt nach DIN EN ISO 17 892-1 [%]: 5 - 15</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Lagerungsdichte: Definition nach DIN EN ISO 14 688-2,     </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Bestimmung nach DIN 18 126: &gt;= 0,5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- organischer Anteil nach DIN 18 128 [%]: 0 - 4</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Bodengruppe nach DIN 18 196:  SU*/ST*/SU/ST/ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  GU*/GT*/GU/GT</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Kohäsion nach DIN 18 137-1, DIN 18 137-2 und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  DIN 18 137-3 [kN/m²]: 0</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Abrasivität nach NFP 18-579: abrasiv bis extrem abrasiv</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die genaue Bodenschichtung und -beschreibung ist dem beiliegenden Gutachten zum Baugrund zu entnehmen und bei der Angebotserstellung zu beachten.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Der Aufwand für das Herstellen der Unterfangungen in den vorgenannten Bodenschichten ist in die entsprechenden Positionen einzukalkulieren.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">22.</span>
                              <span style="background:#FFFFFF;"> Grundwasserverhältnisse</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Gemäß dem für das Projekt angefertigten Baugrundgutachten stehen folgende Grundwasserstände an:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Festgelegter Bemessungswasserstand 387,0m  HQ100</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Für die Baumaßnahme wurde festgelegt von einem Bauwasserstand von 385,25müNN auszugehen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Da die DSV- Unterfangungskörper und -dichtsohlen bis ins Grundwasser reichen, sind eventuelle Erschwernisse bei der Ausführung der Düsenstrahlarbeiten einzukalkulieren.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">23.</span>
                              <span style="background:#FFFFFF;"> Die Abrechnung der Düsenstrahl-Unterfangungskörper und DSV-Dichtsohlen erfolgt nach der in der statischen Berechnung und Entwurfsplanung des Tragwerksplaners festgelegten Kubatur der Injektionskörper. System- oder </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">herstellungsbedingte Überprofile sind einzukalkulieren.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Zusätzliche Technische Vertragsbedingungen für Düsenstrahlarbeiten</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Remark>
                  <Remark ID="GW_3094991">
                    <Description ID="09b6d81d-d75d-4be1-a66d-48963f3b1434">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="text-decoration:underline;background:#FFFFFF;">Allgemein</span>
                              <span style="background:#FFFFFF;">:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die nachfolgende Beschreibung gilt für alle entsprechenden Positionen zur Ausführung der Düsenstrahlarbeiten:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Unterfangungen im Düsenstrahlverfahren (DSV) mit allgemeiner bauaufsichtlicher Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach DIN EN 12716 und DIN 18321,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">sowie statischen und konstruktiven Erfordernissen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in allen anstehenden Böden gemäß Baugrundgutachten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne künstliche Bohrhindernisse,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auf der Grundlage der Ergebnisse der Probesäulen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">In die Einheitspreise der DSV-Herstellung sind einzukalkulieren:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- Einmessung der Bohransatzpunkte</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Abteufen der Bohrungen in der erforderlichen Anzahl,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Länge und Neigung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  in allen Bodenschichten gemäß Baugrundgutachten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Liefern, Anmachen, und Verpressen der erforderlichen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Injektionssuspension</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Halten des erforderlichen Suspensionsspiegels bis</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  zum Erhärten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- erforderliche Leerbohrungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Auffangen und Abpumpen der Rücklaufsuspension,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  mit Anlegen von Vorlaufgräben und Herstellung von</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Abschalungen im jeweiligen Arbeitsbereich</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Sammeln und Abfuhr der Rücklaufsuspension über</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Absetzcontainer</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Entsorgung der Rücklaufsuspension bzw. des</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Überschussmaterials einschl. Transport- und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Kippgebühren</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Umsetzen des Bohrgeräts von Bohrpunkt zu Bohrpunkt</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Das Sammeln der Rücklaufsuspension erfolgt nach Wahl AN. Sofern im Baufeld kein ausreichend großes Erdbecken verfügbar ist, muss dies über Absetzcontainer erfolgen. Entsprechend dem Baufortschritt des AN ist hierfür eine ausreichende Anzahl an Absetzcontainern bereitzustellen und vorzuhalten. Nach dem Aushärten/Ansteifen der Suspension sind die Container umgehend abzufahren, zu leeren und wieder anzuliefern. Das Rücklaufmaterial zu fachgerecht zu entsorgen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Standorte der Absetzcontainer im Baufeld sind mit der AG-Bauleitung abzustimmen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Das Durchkernen der Bodenplatte und Fundamente des Bestandsgebäudes als Vorleistung zu den Düsenstrahlarbeiten in allen Arbeitsbereichen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Kernbohrung D=250 mm bzw. nach Wahl AN,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschließlich vollständigem Ausbau und Entsorgung der Bohrkerne sowie sämtlicher Umsetzvorgänge, ist in einer eigenen LV-Position beschrieben und wird separat vergütet.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Anordnung der Kernbohrungen und die Bohrlängen richten sich nach der Verbauplanung bzw. dem Stichplan der ausführenden Firma und sind vorab durch den Targwerksplaner freigeben zu lassen..</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einzukalkulieren ist das Durchtrennen bzw. Schneiden von Bewehrungseinlagen bis Durchmesser 12 mm und eine angenommene Betonfestigkeit bis ca. C20/25.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Für die Verpresssuspension sind Chromat reduzierte Bindemittel (z.B. Zemente mit besonderen Eigenschaften nach DIN 1164-10 oder Normalzemente nach DIN EN 197-1) zu verwenden.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Alternativ ist auch die Zugabe von Eisen-II-Sulfat zur Verminderung der Chrom-VI-Gehalte über eine Dosieranlage möglich.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die im Düsenstrahlverfahren herzustellenden Unterfangungskörper müssen eine Festigkeit fm,k von mindestens 3,5 MN/m2 (= charakteristische Zylinderdruckfestigkeit) aufweisen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Im Bereich der Maßnahme Pumpensumpf ist es aufgrund statischer Belange notwendig während der DSV-Arbeiten erforderlich die Kellerdecke durch Baustützen zu stützen. Die Planung und Lage der Bausützen sind planerisch dargestellt.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sämtliche hieraus resultierende Zusatzaufwendungen bzw. Erschwernisse der DSV-Arbeiten sind einzukalkulieren.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Hinweis: Die Planung der Baustützenpositionierung, sowie deren Einsatz/Aufbau/Unterhalt und Rückbau werden durch den AG koordiniert und sind nicht Bestandteil dieses Leistungsumfangs.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ungünstigst ist davon auszugehen, dass die DSV-Unterfangungskörper und die DSV-Dichtsohle im Untergeschoss des Bestandsgebäudes auszuführen sind. Hier steht nur eine begrenzte Raumhöhe von ca. 2,5 m zur Verfügung.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dies ist bei der Wahl des Bohrgerätes und der Ausführung der DSV-Arbeiten zu beachten. Sämtliche hieraus resultierende Zusatzaufwendungen bzw. Erschwernisse sind in die Einheitspreise einzukalkulieren.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die DSV-Körper müssen homogen und druckwasserdicht ausgebildet sein. Für die einzelnen Säulen ist hierfür ein entsprechendes Überschneidungsmaß vorzusehen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ggf. vorhandene Fehlstellen sind vom AN auf eigene Kosten nachzubessern.</span>
                            </p>
                            <p />
                            <p />
                            <p>
                              <span style="text-decoration:underline;background:#FFFFFF;">Abrechnung</span>
                              <span style="background:#FFFFFF;">:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abweichend von den Angaben der DIN 18321 erfolgt die Abrechnung der DSV-Unterfangungen nach der statisch erforderlichen Kubatur der Unterfangungskörper in Kubikmeter gemäß der Entwurfsplanung des Tragwerksplaners (Verbaupläne).</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Herstellungsbedingte Mehrmengen sind in die Einheitspreise einzukalkulieren.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">DSV-Unterfangungen - Leitbeschreibung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Remark>
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                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Erstellen der Ausführungsplanung in prüffähiger Form,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für die Düsenstrahlarbeiten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für alle Schnittbereiche</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Anfertigen der Stichpläne für die DSV-Unterfangungen und die DSV-Dichtsohlen, ggf. mit Berechnungen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auf der Grundlage der bauseitigen Vorgaben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auf Grundlage der Genehmigungsplanung und in Abstimmung mit den Fachplanern des AG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">unter Berücksichtigung der erforderlichen Positionierungen der bauzeitlichen Deckenabstützugen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschließlich der erforderlichen Planpausen und Kopien.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einreichen beim Prüfingenieur und Einholen der Prüffreigabe.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sämtliche Pläne sind dem AG in mind. 3-facher Ausfertigung als Lichtpause sowie zusätzlich als DWG- und PDF-Datei rechtzeitig vor Ausführungsbeginn zu übergeben.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Prüfgebühren gehen zu Lasten des AG.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ausführungsplanung DSV-Unterfangungen und DSV-Dichtsohle</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
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                    <QU>St</QU>
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                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Herstellen einer Probesäule gemäß Zulassung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">zur Überprüfung bzw. Festlegung der Ausführungsparameter</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für die Herstellung der Unterfangungskörper und Dichtsohlen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Düsenstrahlverfahren in den maßgeblichen Bodenschichten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschl. sämtlicher hierzu erforderlicher Leistungen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Freilegen und Vermessen der Säule,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Entnahme von Proben aus der Rückflusssuspension</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">sowie Entnahme von Probekörpern (Bohrkerne) aus der ausgehärteten Säule zur Prüfung der Druckfestigkeit (Anzahl gem. Zulassung).</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Alternative Durchführung mittels Stangenpegelmessung (=Elektrode) zur Überprüfung bzw. Festlegung der Ausführungsparameter</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbrechen der Säule und Abfahren des Materials</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschl. Kippgebühren.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Aus den Ergebnissen der Probesäule sind vom AN die Anordnung und die Anzahl der Stiche zur Erzielung homogener Düsenstrahlkörper festzulegen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die hieraus resultierende Baustellenunterbrechung ist einzurechnen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Herstellung der Probesäule und die festgestellten Ergebnisse sind in einem Bericht zu dokumentieren und dem AG zu übergeben.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach Stück hergestellter Probesäulen</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Herstellung Probesäule</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
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                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellung einer Unterfangung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Düsenstrahlverfahren im Bereich des späteren Aufzugsschachts,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Leitbeschreibung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">unter der Bodenplatte und den Außenwänden des Bestandsgbäudes KGD</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Bereich statische Position DSV-01, DSV-W01. DSV-W02 und DSV-02</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Verbauplanung.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführung im Gebäudeinneren unter begrenzter Raumhöhe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Festigkeit fm,k &gt;= 3,5 MN/m²</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Länge im Grundriss ca. 17,5 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe Unterfangungskörper ca. 1,45 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach statisch erforderlicher Kubatur</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Herstellen Düsenstrahlunterfangung DSV-01, DSV-W01. DSV-W02 und DSV-02</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
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                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Herstellung einer Unterfangung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Düsenstrahlverfahren,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Leitbeschreibung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">unter der Bodenplatte des Bestandsgbäudes</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Bereich statische Position DSV-15 u. DSV-03 u. DSV-16b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Verbauplanung.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführung im Gebäudeinneren unter begrenzter Raumhöhe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Festigkeit fm,k &gt;= 3,5 MN/m²</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Länge im Grundriss ca. 25 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe Unterfangungskörper ca. 1,75 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach statisch erforderlicher Kubatur</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Herstellen Düsenstrahlunterfangung DSV-15 u. DSV-03 u. DSV-16b</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
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                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Herstellung einer wasserdichten Sohle</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Düsenstrahlverfahren,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Leitbeschreibung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">unter der Bodenplatte des Bestandsgbäudes</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Bereich der Maßnahme Aufzugsunterfahrt (zwischen den Achsen D.B und D.A sowie D.1 und D.2)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Verbauplanung.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführung im Gebäudeinneren unter begrenzter Raumhöhe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Festigkeit fm,k &gt;= 3,5 MN/m²</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Fläche im Grundriss ca. 12 m²</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe DSV-Körper ca. 0,7 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach statisch erforderlicher Kubatur</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Herstellen DSV-Sohle Schnitt D1.1 u. D1.2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
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                    <Qty>8.000</Qty>
                    <QU>m3</QU>
                    <Description ID="13851e72-85ce-4213-9335-e4c8716035c9">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Herstellung einer wasserdichten Sohle</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Düsenstrahlverfahren,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Leitbeschreibung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">unter der Bodenplatte des Bestandsgbäudes</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Bereich der Maßnahme Pumpensumpf (zwischen den Achsen D.C und D.E sowie D.5 und D.6)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Verbauplanung.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführung im Gebäudeinneren unter begrenzter Raumhöhe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Kellerdecke ist während der Arbeiten durch Baustützen abgestützt. Erschwernisse der DSV-Arbeiten dadurch, wie Auswirkungen auf das Bohrraster, sind einzurechnen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Festigkeit fm,k &gt;= 3,5 MN/m²</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Fläche im Grundriss ca. 12 m²</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe DSV-Körper ca. 0,7 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach statisch erforderlicher Kubatur</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Herstellen DSV-Sohle Schnitt D2.1 u. D2.2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094998" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.500</Qty>
                    <QU>m3</QU>
                    <Description ID="6f2fb300-e7c7-4e38-a4a8-c461f69c52f7">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von DSV-Säule</span>
                              <br />
                              <span style="background:#FFFFFF;">mit einem Solldurchmesser von 1,5 m </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Düsenstrahlverfahren in den maßgeblichen Bodenschichten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschl. sämtlicher hierzu erforderlicher Leistungen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">zur Gründung eines Lichtschachts außerhalb des Bestandsgebäudes</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Bereich Schnitt D3.1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Verbauplanung.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Festigkeit fm,k &gt;= 3,5 MN/m²</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Anzahl: 2 Säulen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe Unterfangungskörper ca. 1,75 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach statisch erforderlicher Kubatur</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Herstellung DSV-Säule</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3094999" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>50.000</Qty>
                    <QU>m</QU>
                    <Description ID="dd3dc9d8-a83c-4016-8a2a-b74a4c3bda21">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Ausführung von Kernbohrungen D=250 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bzw. nach Wahl AN,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Vertikal- oder Schrägbohrungen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in der Bodenplatte bzw. in den Fundamenten der bestehenden Bausubstanz</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Vorleistung zu den Düsenstrahlarbeiten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschließlich vollständigem Ausbau und Entsorgung der Bohrkerne sowie sämtlicher Umsetzvorgänge.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Anordnung der Kernbohrungen und die Bohrlängen richten sich nach dem Stichplan der ausführenden Firma.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Kernbohrungen sollen im Bereich der freigestralten Bodenplatte liegen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einzukalkulieren ist das Durchtrennen bzw. Schneiden von Bewehrungseinlagen bis Durchmesser 12 mm und eine angenommene Betonfestigkeit bis ca. C20/25.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bodenplattenstärke angenommen ca. 60 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Anzahl der Kernbohrungen abhängig von den geplanten Säulendurchmessern sowie der Stichplanung des AN.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach Meter Kernbohrung</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Bestand d= 250 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095000" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>65.000</Qty>
                    <QU>m2</QU>
                    <Description ID="8e022bd8-6ae5-4006-856e-c257af066c0f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Abtrag des herstellungsbedingten Vorwuchses</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Begradigen der Ansichtsflächen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der hergestellten DSV-Unterfangungskörper</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">sowie der Oberflächen der DSV-Dichtsohlen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">zur planmäßigen Herstellung der Bodenplatte und aufgehende Wände mittels Fräse oder gleichwertig,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auf eine Genauigkeit von +1 cm bzw. -3 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschl. Beseitigung des abgebrochenen Materials.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Kellerdecke ist während der Arbeiten durch Baustützen abgestützt.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">beengte Platzverhältnisse und Erschwernisse der Fräsarbeiten durch Baustützen sind mit einzurechnen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Das abgebrochende Material muss über den Einbringschacht aus dem Bestandsgebäude entsorgt werden.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhen an Unterfangungskörper ca. 1 m</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Fräsen Ansichtsfläche DSV- Unterfangung und DSV-Dichtsohle</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095001" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>12.000</Qty>
                    <QU>m</QU>
                    <Description ID="4750978e-48e8-4388-8240-7d3f9b95390d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Ausführung von Kernbohrungen, mind. D=150 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Vertikal-, Horizontal- oder Schrägbohrungen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">zum Nachweis der Homogenität der hergestellten Düsenstrahlkörper</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">sowie zur Überprüfung der Festigkeit und der tatsächlich vorhandenen Abmessungen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Es werden nur solche Kernbohrungen vergütet, die den statisch erforderlichen Querschnitt nachweisen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Anzahl und Lage der Kernbohrungen nach örtlicher Festlegung der AG-Bauleitung.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Bohrlöcher sind anschließend mit Beton kraftschlüssig zu verschließen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach Meter Kernbohrung.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Düsenstrahlkörper d= 150 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095002" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>8.000</Qty>
                    <QU>St</QU>
                    <Description ID="9b6e3730-218d-4f16-824e-79aca07098e9">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Prüfen der aus den hergestellten Düsenstrahlkörpern</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Vorposition entnommenen Bohrkerne</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auf die vorhandene Druckfestigkeit gemäß Zulassung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Vergleich mit den statisch erforderlichen Werten.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ermittlung der Zylinderdruckfestigkeit nach DIN EN 12504-1.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Anzahl der Proben gem. Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mindestens jedoch 2 Serien mit je 4 Einzelproben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschließlich Transport und Vorbereitung der Proben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">sowie schriftlichen Bericht mit Prüfzeugnis.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach Stück Einzelprobe</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Prüfen Druckfestigkeit Bohrkerne</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095003" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="27de9fed-a53f-43c4-963e-fef03d84719f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Elektronisches Hebungswächtersystem</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit akustischer und optischer Signaleinrichtung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">liefern und installieren,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">vorhalten der Anlage während der gesamten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsdauer der Düsenstrahlarbeiten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">sowie Rückbau nach Abschluss der Arbeiten.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Das System ist mit der Verpresspumpe zu koppeln,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">so dass bei evtl. auftretenden Hebungen oder Setzungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der Verpressvorgang sofort unterbrochen wird.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die über eine elektronische Datenerfassung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mitgeschriebenen Daten bzw. Messergebnisse</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">sind der AG-Bauleitung laufend zu übergeben.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung pauschal für die gesamte Ausführungsdauer</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Elektronisches Hebungswächtersystem</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095004" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>h</QU>
                    <Description ID="15bc8784-4a97-4f40-bd13-b4e5c6c974fb">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Zulage für das Durchfahren von künstlichen Bohrhindernissen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">wie Beton, Stahlbeton oder Mauerwerk,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">oder natürlichen Bohrhindernissen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">wie Bodenschichten der Bodenklasse 7</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gem. DIN 18300 alt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Zuge der Düsenstrahlarbeiten.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Das Durchbohren der Hindernisse muss erschütterungsfrei erfolgen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Der Verschleiß am Bohrwerkzeug und Gerät ist einzurechnen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Leistung versteht sich als Zulage zur Grundposition Düsenstrahlunterfangung für den zeitlichen Mehraufwand beim Bohren.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Abrechnung erfolgt nach Arbeitszeit der Bohrkolonne, jedoch nur nach vorheriger Anmeldung und Anerkennung der AG-Bauleitung.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Beseitigen Bohrhindernisse DSV-Bohrungen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095005" RNoPart="014">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>h</QU>
                    <Description ID="7d4b5a7b-3f5e-4266-84d0-a82b3c584d8f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stillstands- und Wartezeiten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">die nicht der AN zu vertreten hat,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der kompletten Geräteeinheit für die Düsenstrahlarbeiten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit sämtlichem Zubehör und Hilfsgeräten etc,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschließlich Bedienpersonal.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Eine Vergütung erfolgt nur, wenn die Stillstands- bzw. Wartezeiten sofort nach Eintritt der Behinderung der AG-Bauleitung schriftlich angezeigt werden.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach Kolonnenstunden</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Stillstand DSV-Anlage mit Personal</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095006" RNoPart="015">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>d</QU>
                    <Description ID="5f4151ba-d957-4658-a44d-8898b918cd3d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stillstands- und Wartezeiten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">die nicht der AN zu vertreten hat,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der kompletten Geräteeinheit für die Düsenstrahlarbeiten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit sämtlichem Zubehör und Hilfsgeräten etc.,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">jedoch ohne Bedienpersonal.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Eine Vergütung erfolgt nur, wenn die Stillstands- bzw. Wartezeiten sofort nach Eintritt der Behinderung der AG-Bauleitung schriftlich angezeigt werden.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach Arbeitstagen</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Stillstand DSV-Anlage ohne Personal</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095007" RNoPart="03">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Verbauarbeiten</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3095008" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>415.000</Qty>
                    <QU>kg</QU>
                    <Description ID="4cab6451-2a05-4267-b462-2778f59cdf01">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Liefern und Einbauen der statisch erforderlichen Stahlträger</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">HEB 160 S235 JR als Verbauträger an horizontaler Gurtung</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Doppel-T-160 (S235) an Fußplatte 200 mm x 200 mm  (S235 JR)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicke 25 mm geschweißt</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Statische Pos.		ST - 02</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Trägerabstand:		ca. 2,45 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Trägerlänge:		ca. 3,00 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Handelsgewicht:		ca.  43,7 kg / m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Stahlplatte 25 mm                             ca.  6,28 kg / St.</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]:    	bis ca. 3,50 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">durchlaufende Gurtung gemäß Tragwerksplanung herstellen und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in den Stoßpunkten mit vollem Querschnitt verschweißen</span>
                            </p>
                            <p />
                            <p />
                            <p>
                              <image width="260" 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</image>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	  KGD</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Untergeschoss</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;"> 	  Achse  D.7 / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_00_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_502_a</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Verbauträger HEB 160 S235 JR; Fußplatte 200 x 200 x 20 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095009" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>220.000</Qty>
                    <QU>kg</QU>
                    <Description ID="e8f5ebdf-fdd4-48eb-bca5-90d8f2f64203">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Liefern der erforderlichen Stahlträger HEB 160 S235 JR</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Gurtträger  für die horizontale Gurtung </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Doppel-T-160 (S235) in den Stoßpunkten mit vollem Querschnitt verschweißen bzw. stat. Erfordernis</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Statische Pos.		ST - 03</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Trägerabstand:		ca. 2,45 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">-  Gurtlänge:		            2 x	ca. 2,50 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Handelsgewicht:		ca.  43,7 kg / m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]:    	bis ca. 3,50 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	  KGD</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Untergeschoss</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;"> 	  Achse  D.7 / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_00_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_502_a</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Gurtträger HEB 160 S235 JR;</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095010" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>265.000</Qty>
                    <QU>kg</QU>
                    <Description ID="d4ec4166-0092-4cd4-ad52-4a286c84323a">
                      <CompleteText>
                        <DetailTxt>
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                            <p>
                              <span style="background:#FFFFFF;">Liefern der erforderlichen Stahlträger HEB 160 S235 JR</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Steife mit Anschluss an die horizontale Gurtung </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Doppel-T-160 (S235) in den Stoßpunkten entsprechend stat. Erfordernis</span>
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                            <p>
                              <span style="background:#FFFFFF;">verbinden.</span>
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                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Statische Pos.		ST - 05</span>
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                            <p style="text-align:center;tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Trägerabstand:		ca. 2,965 m</span>
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                            <p style="text-align:center;tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">-  Gurtlänge:		            2 x	ca. 3,000 m</span>
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                            <p style="text-align:center;tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Handelsgewicht:		ca.  43,7 kg / m</span>
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                            <p style="text-align:center;tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]:    	bis ca. 3,50 m</span>
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                              <image width="377" 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</image>
                            </p>
                            <p style="text-align:center;" />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	  KGD</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Untergeschoss</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;"> 	  Achse  D.7 / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_00_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_502_a</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Verbausteife HEB 160 S235 JR;</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095011" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>100.000</Qty>
                    <QU>kg</QU>
                    <Description ID="2a69c546-514d-49d6-8892-51d869d22a41">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Liefern der erforderlichen Stahlträger U 160 S235 JR</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Gurtträger  für die horizontale Gurtung </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stahlträger U160 (S235) in den Stoßpunkten mit vollem Querschnitt verschweißen bzw. stat. Erfordernis</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Statische Pos.		ST - 06</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Trägerabstand:		ca. 5,00 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">-  Gurtlänge:		            1 x	ca. 5,00 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Handelsgewicht:		ca.  19,3 kg / m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]:    	bis ca. 3,50 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	  KGD</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Untergeschoss</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;"> 	  Achse  D.7 / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_00_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_502_a</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Gurtträger U160 S235 JR</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095012" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>825.000</Qty>
                    <QU>kg</QU>
                    <Description ID="6e3e1054-f665-49cb-812a-99f41537e49f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausfachung für Verbau aus Stahlblech S235 JR  liefern </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und gemäß Verbauplanung einbauen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- Verbauhöhe bis 2,50 m ab GOK</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- zur Herstellung und Sicherung Einbringöffnung zum Bestandsbau</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- liefern und einbauen zwischen den vorbeschriebenen Verbauträgern</span>
                            </p>
                            <p />
                            <p style="text-align:center;tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Statische Pos.		ST - 01</span>
                            </p>
                            <p style="text-align:center;tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">-  Breite:			ca. 2.450 mm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">-  Höhe:			ca. 2.100 mm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">-  Dicke			           20 mm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Handelsgewicht:		ca.  160 kg / m²</span>
                            </p>
                            <p style="text-align:center;tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]:    	bis ca. 3,50 m</span>
                            </p>
                            <p style="text-align:center;" />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	  KGD</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Untergeschoss</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;"> 	  Achse  D.7 / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_00_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_502_a</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Verbauausfachung Stahlblech S235 JR; b/h/t:  2.450 mm x 2.100 mm x 20 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095013" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>825.000</Qty>
                    <QU>kg</QU>
                    <Description ID="cecad047-7a4b-4c05-830f-f57203cfa605">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausfachung für Verbau aus Stahlblech S235 JR  liefern </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und gemäß Verbauplanung einbauen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- Verbauhöhe bis 2,50 m ab GOK</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- zur Herstellung und Sicherung Einbringöffnung zum Bestandsbau</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- liefern und einbauen zwischen den vorbeschriebenen Verbauträgern</span>
                            </p>
                            <p />
                            <p style="text-align:center;tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Statische Pos.		ST - 04</span>
                            </p>
                            <p style="text-align:center;tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">-  Breite:			ca. 2.100 mm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">-  Höhe:			ca. 2.450 mm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">-  Dicke			           20 mm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">-  Handelsgewicht:		ca.  160 kg / m²</span>
                            </p>
                            <p style="text-align:center;tab-stops:20mm;">
                              <span style="background:#FFFFFF;">-  Arbeitshöhenbereich [m]:    	bis ca. 3,50 m</span>
                            </p>
                            <p style="text-align:center;" />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	  KGD</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Untergeschoss</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;"> 	  Achse  D.7 / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_00_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_502_a</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Verbauausfachung Stahlblech S235 JR; b/h/t:  2.100 mm x 2.450 mm x 20 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095014" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="3510f225-8d7a-40f8-a673-40ee08ff9331">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für die Zusammensetzung der Stahlkonstruktion außerhalb der </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Baugrube entsprechend der Tragwerksplanung und Montage aufgrund </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der örtlichen Gegebenheiten mittels Hebezeug in fertiger Leistung. </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bei der Montage ist zu beachten:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  kein Arbeitsraum außerhalb der Grube für die Einbringöffnung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  direkt neben bzw. in der Böschung liegen Leerrohre</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  ein Leerrohr führt ein Niederspannungskabel / Baustrom</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  der AN hat während der Schachtung und Montage das Kabel </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   abzusichern bzw. hoch zu hängen</span>
                            </p>
                            <p />
                            <p />
                            <p />
                            <p>
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</image>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	  KGD</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Untergeschoss</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;"> 	  Achse  D.7 / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_00_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_502_a</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für die Montage der Stahlkonstruktion</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095015" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>tMt</QU>
                    <Description ID="11d67e7e-4487-4b9f-9836-1db6985d95d7">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vorhalten der vorbeschriebenen Verbauträger</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Verbauträger werden nach den Hinterfüllarbeiten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">des AN  wieder gezogen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Das Vorhalten wird in gesonderter Position vergütet.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Vorhaltezeit beginnt mit dem Einbau des letzten Verbauträgers und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">endet mit der Freimeldung des AG zum Ziehen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Voraussichtlich angenommene Vorhaltezeit 8 Monate</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Vorhaltung der Ausfachungen aus Stahlblech und die Gurtung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ist in die Vorhalteposition der Verbauträger einzukalkulieren.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach Tonne x Monat</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Vorhalten Verbauträger</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095016" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>415.000</Qty>
                    <QU>kg</QU>
                    <Description ID="e36bb302-66bb-465b-bf3a-3e2a5178e83c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nach Verschluss der Einbringöffnung im Rahmen der Baumaßmahnen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Rückbau und Abtransport der Verbauträger HEB 160 S235 JR </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auf Anforderung durch die OÜ und Abtransport.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Rückbau Verbauträger HEB 160 S 235 JR</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095017" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>220.000</Qty>
                    <QU>kg</QU>
                    <Description ID="354dc699-3ac5-4a05-9d37-e521db4e23a6">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nach Verschluss der Einbringöffnung im Rahmen der Baumaßmahnen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Rückbau und Abtransport der Gurtträger HEB 160 S235 JR </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auf Anforderung durch die OÜ und Abtransport.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Rückbau Gurtträger HEB 160 S 235 JR</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095018" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>265.000</Qty>
                    <QU>kg</QU>
                    <Description ID="6eeffd56-a4b2-42d6-acc0-e4032af5deb5">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nach Verschluss der Einbringöffnung im Rahmen der Baumaßmahnen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Rückbau und Abtransport der Verbausteife HEB 160 S235 JR </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auf Anforderung durch die OÜ und Abtransport.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Rückbau Verbausteife  HEB 160 S 235 JR</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095019" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>100.000</Qty>
                    <QU>kg</QU>
                    <Description ID="2c72302d-aa54-4001-8433-ce4971807ec9">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nach Verschluss der Einbringöffnung im Rahmen der Baumaßmahnen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Rückbau und Abtransport der Gurtträger U 160 S235 JR </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auf Anforderung durch die OÜ und Abtransport.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Rückbau Verbausteife  U 160 S 235 JR</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095020" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1650.000</Qty>
                    <QU>kg</QU>
                    <Description ID="e48199a5-3431-487a-8dfe-d6de8e0b34bd">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nach Verschluss der Einbringöffnung im Rahmen der Baumaßmahnen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Rückbau und Abtransport der Verbauausfachung Stahlblech S235 JR </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auf Anforderung durch die OÜ und Abtransport.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Rückbau  Verbauausfachung Stahlblech S235 JR</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095021" RNoPart="014">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>m</QU>
                    <Description ID="81d58b00-1d66-4d05-927b-64fca961025d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Provisorische Bautreppen als Zugang ins Gebäude</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">über Einbringöffnung liefern und aufbauen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Breite:      ca. 1,00 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Höhe: bis ca.  3,00  m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   beidseitig mit Geländer, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   mit Höhenausgleich am Austritt, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Material:  Stahltreppe / Gitterrosttreppe</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach zu überbrückendem Höhenunterschied.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Provisorische Bautreppen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095022" RNoPart="015">
                    <UPBkdn>No</UPBkdn>
                    <Qty>60.000</Qty>
                    <QU>mWo</QU>
                    <Description ID="5b68ca26-92ae-4251-aa63-07711894961b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vorhalten, Unterhalten und Warten der Bautreppen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschl. täglicher Kontrollgänge und Wiederherstellung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der Sicherungen, bis Ende der Bauzeit.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Vorhalten, Unterhalten und Warten der Bautreppen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095023" RNoPart="016">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>m</QU>
                    <Description ID="f26309e4-35f5-4502-8936-f651a6ff8be4">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vorbeschriebene Bautreppen nach Baufortschritt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auf Anweisung der Objektüberwachung abbauen und abfahren </span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Abbauen und Abfahren der vorbeschriebenen Bautreppen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095024" RNoPart="017">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>St</QU>
                    <Description ID="e63bd88f-18fa-44b7-84a1-d7210e8472a4">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vor Rückbau des Verbaus ist eine Dränage der Betonfläche mittels </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Kernbohrungen ca. 1x KB200 je 1m² auszuführen</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Fläche:		ca. 20 m²</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Plattenstärke:         15 cm</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Kernbohrung:	  Ø  20 cm</span>
                            </p>
                            <p />
                            <p />
                            <p>
                              <image width="207" 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</image>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	  KGD</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Untergeschoss</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;"> 	  Achse  D.7 / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_00_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_502_a</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Drainage in Bodenplatte</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
          </BoQBody>
        </BoQCtgy>
        <BoQCtgy ID="GW_3095070" RNoPart="05">
          <LblTx>
            <p>
              <span style="font-size:12pt;text-decoration:underline;background:#FFFFFF;">TITEL:  ERDARBEITEN</span>
            </p>
          </LblTx>
          <NotApplBoQ>No</NotApplBoQ>
          <BoQBody>
            <Remark ID="GW_3095071">
              <Description ID="8a2e8ac4-f2bb-4b6b-8902-2e4da077bb82">
                <CompleteText>
                  <DetailTxt>
                    <Text>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Hinweis:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Die vorliegenden Baugrunduntersuchungen vom 31.Oktober 2019 wurden auf der Grundlage der DIN 18300  erstellt. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die für die einzelnen Bauteile dokumentierten Ergebnisse der </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Baugrunderkundung im geotechnischen Bericht nach DIN 4020 sind zwingend zu beachten.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die nachfolgenden Leistungspositionen für Erdarbeiten bauen auf dieser </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Grundlage auf.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Nach dem Grundwasserhöhenplan kann für das Baufeld nach</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Stichtagsmessung ein mittlerer Grundwasserstand von</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">ca. 383 bis 386 m ü. NN abgeleitet werden.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Vorliegend wird als mittlerer Grundwasserstand ca. MW = 385,0 m ü. NN </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">abgeschätzt.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Der Bemessungswasserstand ist im Bereich Geländeoberkante,</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">also oberhalb ca. 387,0 m ü. NN abzunehmen.</span>
                      </p>
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">ZTV Erdarbeiten</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
                  </OutlineText>
                </CompleteText>
              </Description>
            </Remark>
            <Remark ID="GW_3095072">
              <Description ID="fc7d3af8-69dc-4524-8584-4ad769d0a446">
                <CompleteText>
                  <DetailTxt>
                    <Text>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Gegenstand dieses Leistungsverzeichnisses sind  Erdarbeiten</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">für die "Generalsanierung Kollegiengebäude Katholische Universität Eichstätt" </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Bauteil D - Neubau Liftanlage</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Bauteil B - Aufstockung; Neubau Treppe</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">-  Erdarbeiten gem. DIN 18300 : 2019 - 09</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die mittlere vorhandene Geländehöhe liegt bei 387,23 m ü. NHN</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">(= Gebäude-Null der Planung) liegt bei 387,68 m NHN.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">In der aufgeschlossenen Auffüllung wurden gem. Bodengutachten vom</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">31. Oktober 2019  keine relevanten Schadstoffgehalte nachgewiesen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="font-weight:bold;background:#FFFFFF;">Kollegiengebäude D</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Mit den bei Bauteil D durchgeführten Aufschlüssen konnte unterhalb eines ca. 10 cm dicken Pflaster die gemischtkörnigen Auffüllungen bis max. 2,40 m u. GOK (BS D1) in Form von schwach schluffigen, stark tonigen, sandigen Kiesen mit gelbgrauer Färbung aufgeschlossen werden. Nach den durchgeführten Rammsondierungen können den gemischtkörnigen Auffüllungsböden lockere</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Lagerungsverhältnissen zugeordnet werden.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Nach DIN 18 196 können diese Böden überwiegend mit den Gruppensymbolen [GU*/GT*/GU/GT] gekennzeichnet werden. Nach DIN 18 300 (2012-09) handelt es sich um Böden der Bodenklasse 3 und 4.</span>
                      </p>
                      <p />
                      <p>
                        <span style="font-weight:bold;background:#FFFFFF;">Kollegiengebäude B</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Die Bodenschicht wurde bis max. 4,20 m u. GOK bei BS B3 unter einer 10 cm mächtigen, ebenfalls aufgefüllten Mutterbodenauflage (Homogenbereich O), in Form von überwiegend braungelb gefärbten, schwach bis stark tonigen, schwach schluffigen, sandigen Kiesen mit Wurzel- und Ziegelresten, sowie bei BS B5 mit Asphaltresten aufgeschlossen. Nach den durchgeführten </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Rammsondierungen können den gemischtkörnigen Auffüllungsböden lockere bis mitteldichte Lagerungsverhältnisse zugeordnet werden.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Sollte im Zuge der Baumaßnahme Bodenmaterial angetroffen werden, das nach Geruch, Farbe oder Konsistenz nicht natürlichem Material entspricht, </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">so ist der Aushub unverzüglich einzustellen und die Objektüberwachung zur Einleitung weiterer Maßnahmen zu verständigen.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">zu verständigen. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Bemessungswasserstände können wie folgt abgeschätzt werden:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Nach dem Grundwasserhöhenplan kann für das Baufeld nach </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Stichtagsmessung ein mittlerer Grundwasserstand von ca. 383 bis </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">386 m ü. NN abgeleitet werden.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Vorliegend wird als mittlerer Grundwasserstand ca. MW = 385,0 m ü. NN </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">abgeschätzt. Der Bemessungswasserstand ist im Bereich Geländeoberkante, also oberhalb ca. 387,0 m ü. NN anzunehmen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Hinweise zur Abrechnung:</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Vor Beginn und nach Beendigung der Erdarbeiten hat der AN in Abstimmung</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">mit dem AG ein Höhennivellement über die gesamte Baugrubenfläche zu</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">erstellen, das Grundlage für die Abrechnung ist.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Aufmaße sind in Abrechnungsplänen mindestens M = 1:100</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">zusammenzufassen mit Rechnungsstellung vorzulegen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Alle Bereiche, die nachträglich nicht mehr überprüft werden können,</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">sind mit der örtlichen Bauleitung aufzumessen und bestätigen zu lassen. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Bei Versäumnis gilt die Festlegung der Bauleitung.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Umrechnungsfaktor Kubatur - Masse</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Für die Umrechnung Kubatur-Masse für Aushubmaterial wird </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">der Faktor "1,8" festgelegt, d.h.:   1 Kubikmeter = 1,8 Tonnen.</span>
                      </p>
                    </Text>
                  </DetailTxt>
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                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">2.1. Leistungsumfang, Hinweise zur Abrechnung</span>
                        </p>
                      </TextOutlTxt>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Für den Abtransport von der Baustelle sind die Hinweise zur Straßennutzung im beiliegenden Baustelleneinrichtungsplan zu berücksichtigen.</span>
                      </p>
                      <p style="text-indent:-42pt;margin-left:43pt;" />
                      <p>
                        <span style="background:#FFFFFF;">Aushubmaterial ist umgehend aus dem Gebäude zu transportieren und zur Beprobung auf das Zwischenlager abzufahren. </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Das Zwischenlager befindet sich auf einer Wiese südlich der Baustelle (hinter den WC-Containern). Der Transport dorthin verläuft über eine teilöffentliche Straße, die auch von Studenten fußläufig hoch frequentiert wird.</span>
                      </p>
                      <p>
                        <span style="font-weight:bold;background:#FFFFFF;">Der Transportweg aus den Gebäuden bis zum Zwischenlager beträgt von ca. 200m (Gebäude E) bis 250m (Gebäude B+D)</span>
                        <span style="background:#FFFFFF;">.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Der Transport hat vorzugsweise mit Radlader oder Kleindumper zu erfolgen.</span>
                        <br />
                        <span style="background:#FFFFFF;">Nach der Beprobung der Haufwerke ist das Material erneut zu laden und abzufahren.</span>
                      </p>
                      <p style="text-indent:-42pt;margin-left:43pt;" />
                      <p>
                        <span style="background:#FFFFFF;">Sämtliche Baufahrzeuge dürfen die Baustelle grundsätzlich nur mit gereinigten Rädern verlassen. Unabhängig davon ist bei großen Verunreinigungen der Straßen und Wege diese durch den AN zu beseitigen.</span>
                      </p>
                      <p />
                    </Text>
                  </DetailTxt>
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                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">2.2  Transporte</span>
                        </p>
                      </TextOutlTxt>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Arbeitsunterbrechungen infolge Freihaltung der Baustellenzufahrten:</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Wählt der AN ein Aushubkonzept, nach welchem die Baustellenzufahrten</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">zeitweise gesperrt bzw. blockiert sind, gehen die hieraus </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">entstehenden Kosten zu seinen Lasten.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Arbeitsunterbrechungen aufgrund der zwischenzeitlichen Freiräumung </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">der Baustellenzufahrt für die am Bau Beteiligten werden nicht gesondert</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">vergütet.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Arbeitsunterbrechungen infolge Versorgungsausfall:</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Arbeitsunterbrechungen aufgrund von Ausfällen der Strom- und / oder </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Wasserversorgung werden nicht vergütet.</span>
                      </p>
                      <p />
                    </Text>
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                        <p>
                          <span style="background:#FFFFFF;">2.3  Arbeitsunterbrechungen</span>
                        </p>
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                      <p />
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Deklaration </span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Grundsätzlich führt nur der durch den AG beauftragte Gutachter die Probeentnahme und die erforderliche Analytik durch. Die Einstufung der Ergebnisse ist für die Entsorgung maßgebend.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Zwischenlagerung / Beprobung erfolgt vor Ort bzw. auf dem vom Auftragnehmer zur Verfügung gestellten Grundstück .</span>
                      </p>
                      <p style="margin-right:42pt;" />
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Management Haufwerke</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Die Größenordnung der Haufwerke von 150 m3 - 300 m3 auf dem Zwischenlager ist zu berücksichtigen.</span>
                      </p>
                      <p style="margin-right:42pt;" />
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Sind nach der Analyse mehrere Haufwerke zu entsorgen, so müssen diese nacheinander verladen und abtransportiert werden. Erst nach vollständigem Verladen eines Haufwerks, darf mit der Verladung des nächsten begonnen werden. Ein gleichzeitiges Verladen darf nur mit ausdrücklicher Zustimmung der OÜ erfolgen.</span>
                      </p>
                      <p style="margin-right:42pt;" />
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Lagern mehrere Haufwerke nebeneinander, so hat der AN dafür Sorge zu tragen, dass es zu keinem Zeitpunkt zu einer Vermischung der Haufwerke kommt. Die Haufwerke sind durch den AN so zu kennzeichnen, dass eine einwandfreie Identifizierung möglich ist.</span>
                      </p>
                      <p style="margin-right:42pt;" />
                      <p style="text-indent:-43pt;margin-left:44pt;">
                        <span style="background:#FFFFFF;">Eine Durchmischung der Haufwerke mit dem Boden der Lagerfläche</span>
                      </p>
                      <p style="text-indent:-43pt;margin-left:44pt;">
                        <span style="background:#FFFFFF;">ist zu vermeiden. </span>
                      </p>
                    </Text>
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                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">2.4  Deklarationsanalytik</span>
                        </p>
                      </TextOutlTxt>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Der AN muss auf Anforderung der Vergabestelle, im Zuge der Aufklärung, innerhalb von 6 Werktagen ein schlüssiges Entsorgungskonzept für den von ihm zu entsorgenden Aushub, Bauschutt und sonstigen Abfälle vorlegen. Das Entsorgungskonzept kann vom AN auch bereits mit dem Angebot abgegeben werden.</span>
                      </p>
                      <p style="margin-right:42pt;" />
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Spätestens 5 Tage vor Beginn der Arbeiten muss der AN das aktuelle Entsorgungskonzept in schriftlicher Form beim AG einreichen.</span>
                      </p>
                      <p />
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Die Verwertung bzw. Entsorgung des Aushubmaterials erfolgt </span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">vorrangig auf Basis der Einbau-/Zuordnungsklassen gemäß</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Ersatzbaustoffverordnung § 10 EBV  bzw. Deponieklassen nach DepV/AbfAbv. </span>
                      </p>
                      <p style="margin-right:42pt;" />
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Die Verwertung/Entsorgung bzw. Behandlung des Materials darf vom AN nur in Abstimmung mit den vor Ort zuständigen </span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Genehmigungsbehörden und dem AG durchgeführt werden. </span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Die jeweils vom AN vorgeschlagene Verwertung bzw. Entsorgung kann erst nach Zustimmung des AG und der für ihn zuständige </span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Genehmigungsbehörde erfolgen. </span>
                      </p>
                      <p style="margin-right:42pt;" />
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Mit der Entsorgung darf erst begonnen werden, wenn dem AG alle</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">erforderlichen Genehmigungen vorliegen:</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">-  für Material &lt;=Z2 ist dem AG mind. 2 Werktage vor Beginn des</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">   Abtransports eine von der Entsorgungs-/Verwertungsstelle</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">   unterschriebene Annahmeerklärung (vereinfachter</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">   Entsorgungsnachweis) zu übergeben,</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">-  für Material &gt;Z2 ist dem AG mind. 3 Werktage vor Beginn des</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">   Abtransports eine von der Überwachungsbehörde der Entsor-</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">   gungsstelle genehmigter Entsorgungsnachweis mit unterschrie-</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">   bener Annahmeerklärung der Entsorgungsstelle zu übergeben.</span>
                      </p>
                      <p style="margin-right:42pt;" />
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Die Verwertung gilt bei Aushubmaterial &lt;= Z2 als vollzogen, wenn die Übernahme- und Wiegescheine, inkl. tabellarischer Zusammenstellung der verwerteten Mengen, beim AG vorliegen.</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Höher belastetes Material (&gt; Z 2 bzw. DK gem. Analytik) ist zur Entsorgung entsprechend den geltenden gesetzlichen Bestimmungen und Vorschriften aufzuarbeiten bzw. zu behandeln.</span>
                      </p>
                      <p style="margin-right:42pt;" />
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Bei Material mit dieser höheren Belastung gilt die Entsorgung als </span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">vollzogen, wenn sämtliche Übernahme- und Wiegescheine, inkl. einer tabellarischen Zusammenstellung der angelieferten Mengen inkl. Nachweis des Behandlungserfolges (= Deklarationsanalytik einzelner Fraktionen nach der Behandlung) sowie die weiteren </span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Verwertungswege des behandelten Materials (Mengenbilanz, Kopien von Übernahme- und Wiegescheinen) beim AG vorliegen. </span>
                      </p>
                      <p style="margin-right:42pt;" />
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Diese Unterlagen sind der Dokumentation beizufügen.</span>
                      </p>
                      <p />
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Es wird explizit darauf hingewiesen, dass bei der Verwertung bzw. Entsorgung des Aushubmaterials die einschlägigen Vorschriften des Kreislaufwirtschaftsgesetzes sowie der entsprechenden Verordnungen (Nachweisverordnung etc.) zwingend zu beachten und einzuhalten sind.</span>
                      </p>
                      <p />
                      <p style="margin-right:42pt;">
                        <span style="text-decoration:underline;background:#FFFFFF;">Kalkulationshinweise </span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">In den Entsorgungs-Positionen sind alle Kosten, wie Gebühren für die Beantragung der Entsorgungsnachweise, Lieferung der Begleit- und Übernahmescheine, Deponie- und/oder Verwertungskosten, </span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Transportkosten auch für Gefahrgutzuschläge zur Deponie/Verwerter einschl. sonstiger Kosten für Container und Containerbereitstellung auf öffentlichen Flächen, sonstiger Abfallbehälter einzurechnen.</span>
                      </p>
                      <p style="margin-right:42pt;" />
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Jeder Abfalltransport der das Zwischenlager verlässt, muss vom AG oder dessen Vertreter vorher einen vollständig ausgefüllten Übernahme- oder Begleitschein (Tag, Uhrzeit, LKW-Kennzeichen etc.) </span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">unterzeichnen lassen, aus dem eindeutig hervorgeht, um welches </span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">Material es sich handelt und aus welcher Maßnahme es stammt.</span>
                      </p>
                      <p style="margin-right:42pt;" />
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">In die Einheitspreise sind einzukalkulieren:</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">- Erbringen aller für die Entsorgung erforderlicher Nachweise einschl.</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">  behördlicher Genehmigungen</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">  (Entsorgungsnachweise, Genehmigungen für Aufbereitungsanlagen     usw.)</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">- Erstellen aller erforderlichen Begleit- und Übernahmescheine</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">- Erbringen von Nachweisen für die ordnungsgemäße Eichung von</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">  eingesetzten Waagen</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">- Säubern der freigelegten Lagerflächen einschl. deren Randbereiche</span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">  (maschinell oder händisch), </span>
                      </p>
                      <p style="margin-right:42pt;">
                        <span style="background:#FFFFFF;">- interne Materialtransporte</span>
                      </p>
                      <p style="margin-right:42pt;" />
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                        <p>
                          <span style="background:#FFFFFF;">2.5  Entsorgung</span>
                        </p>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">14 Tage vor Beginn der Erdarbeiten hat sich der AN zu vergewissern, </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">dass alle bekannten Sparten im Baugrubenbereich außer Betrieb sind, </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">hierfür ist eine Abstimmung mit den Fachplanern im Vorfeld erforderlich.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Diese Vorleistungen sind in die EP einzukalkulieren - eine gesonderte</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Vergütung hierfür erfolgt nicht.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Werden beim Aushub dennoch Sparten angetroffen, die nicht bekannt </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">und stillgelegt sind, müssen die Arbeiten in diesem Bereich sofort </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">eingestellt werden und die Objektüberwachung verständigt werden. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Hierbei sind notwendige Schutzmaßnahmen für vorhandene Ver- und</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Entsorgungseinrichtungen und -leitungen durchzuführen. Der</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">ununterbrochene Betrieb sämtlicher Leitungen muss gewährleistet sein.</span>
                      </p>
                      <p />
                      <p />
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                        <p>
                          <span style="background:#FFFFFF;">2.6  Sparten</span>
                        </p>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Es ist zu beachten, dass nach DIN 4123:2013-04 die neuen Fundamente des geplanten Gebäudes unmittelbar neben den bestehenden in der Regel ebenso tief wie diese zu gründen sind.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Sofern die neue Gründungsebene tiefer als die bestehende liegt, ist das vorhandene Fundament entsprechend Abschnitt 9 nach DIN 4123:2013-04 zu </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">unterfangen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Falls die Gründungsebene des neuen Gebäudes höher als die Gründungsebene des bestehenden Gebäudes zum Liegen kommt, muss nachgewiesen werden, dass die sich aus der neuen Gründung ergebenden Lasten von dem bestehenden Gebäude aufgenommen werden können. Für die Ausschachtungen sind die Bodenaushubgrenzen nach DIN 4123:2013-04, Kapitel 7.2 sowie die</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Aushubabschnitte nach Kap. 7.3 zu beachten.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Bei unterschiedlicher Gründungstiefe und starrem Verbund der verschieden </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">gegründeten Bauteile ist ein langsamer Übergang von einer Gründungstiefe auf die andere ( ~ 30°) auszuführen. Bei Ausschachtungen sind zusätzlich die </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Hinweise der DIN 4124 zu beachten. Die Vorgaben der DIN 4123:2013-04 „Ausschachtungen, Gründungen und Unterfangungen im Bereich bestehender</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Gebäude“ sind in jedem Fall einzuhalten.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Aushubgrenzen sind bei der Erstellung des Bodenaustauschs / Gründungspolsters entsprechend zu berücksichtigen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Gründungssohlen dürfen nicht mit schwerem Gerät befahren  werden.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Das verdichtete Feinplanum der Baugruben und Fundamentsohlen </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">wird vom AN erstellt. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Es  ist es Sache des AN, das Planum rechtzeitig mit geeigneten </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Mitteln zu schützen. Dies ist in die EP einzukalkulieren.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Spätere Arbeiten zur Wiederherstellung des Feinplanums aufgrund </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">fehlender Schutzmaßnahmen/ Versäumnissen des AN werden nicht vergütet.</span>
                      </p>
                      <p />
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">2.7  Gründung</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
                  </OutlineText>
                </CompleteText>
              </Description>
            </Remark>
            <Remark ID="GW_3095079">
              <Description ID="cefb0d14-d464-46d6-88fc-745fae33eedd">
                <CompleteText>
                  <DetailTxt>
                    <Text>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die im Zuge des Aushubs überwiegend gewonnenen Böden der Bodenschicht 1 und 2 sind aufgrund der Fremdbestandteile und ihrer hohen Feinanteile und der damit einhergehenden sehr schlechten Verdichtbarkeit nicht für den</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Wiedereinbau in Hinterfüllbereiche, wo spätere Setzungen vermieden</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">werden sollen, geeignet.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Der AN hat den Nachweis der gem. Leistungsverzeichnis</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">geforderten Verdichtungsgrade durch einen anerkannten, vom</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">AG freigegebenen externen Bodengutachter nachzuweisen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Verdichtungsnachweise für Hinterfüllungen in Bereichen, die</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">später überbaut werden (Bodenplatten) sind  mit statischen und dynamischen</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Lastplattendruckversuch im Beisein der örtlichen Bauüberwachung zu führen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Hinterfüllung ist lagenweise (höchstens 30 cm Dicke) mit einem Verdichtungsgrad DPr ≥ 100 % einzubauen. Beim Verdichten in engeren Arbeitsräumen sowie die unmittelbar an die Wände grenzenden Hinterfüllbereiche und Böschungskegel etc. sind mit leichten Verdichtungsgeräten zu verdichten.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Messprotokolle der Lastplattendruckversuche, in Lagen von 30 cm</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">im Abstand von 15 m, sind unverzüglich in Kopie der Bauleitung zu übergeben.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Diese Leistungen sind in die EP einzukalkulieren.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Auf der Baustelle hat fortwährend ein kalibriertes Leichtes Fallgewichtsgerät für dynamische Plattendruckversuche zur Verfügung zu stehen.</span>
                      </p>
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">2.8  Verdichtung</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
                  </OutlineText>
                </CompleteText>
              </Description>
            </Remark>
            <Remark ID="GW_3095080">
              <Description ID="dbc1dd80-09a8-4d45-936f-c4b36e8f9e90">
                <CompleteText>
                  <DetailTxt>
                    <Text>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Alle erforderlichen Vermessungen sind Sache des AN und in</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">die jeweiligen Einheitspreise einzukalkulieren. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Einmessung der Gebäudeachsen wurden vom Auftraggeber </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">hergestellt, sie sind vom AN zu sichern und zu verwahren, ebenso</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">obliegt dem AN die Sicherung von Nachbargrenzen, Maßpunkten,</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Grenzsteinen, Zäunen, Bauteilen u.ä. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Nachvermessungen gehen zu Lasten des AN.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Vermessungspunkte, die im Zuge der Erdarbeiten beschädigt oder </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">entfernt wurden, sind wieder herzustellen.</span>
                      </p>
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">2.9  Vermessungen</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
                  </OutlineText>
                </CompleteText>
              </Description>
            </Remark>
            <BoQCtgy ID="GW_3095081" RNoPart="01">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Erdarbeiten innerhalb der Gebäude</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3095083" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>12.000</Qty>
                    <QU>m3</QU>
                    <Description ID="41ce8ada-3922-4950-b009-7fc8e6f3b4d3">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Boden für Baugruben Bodenklasse 3 bis 4  DIN 18300,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sand, kiesig, tonig SU* / ST* / GU / GT DIN 18196</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ab Unterkante Fundamente</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">profilgerecht lösen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Gebäude 20 - 30  Meter fördern,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">aus dem Gebäude über Lichtschacht fördern </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und zum Zwischenlager transportieren.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Erdreich durchsetzt mit Rückfluss Zementsuspension aus DSV</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">Arbeiten von Hand oder mit Kleingeräten unter Berücksichtigung </span>
                            </p>
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">der Gebäudegeometrie, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Aushubtiefe bis  ca. 150 cm, bis zu den endgültigen Aushubtiefen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aufgenommene Stoffe gem. ZTV Abbrucharbeiten zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich:        Untergeschoss KGD</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Aufzug / Pumpenschacht</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_503-KGD I Grundriss UG - Abbruch Baumeister </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_UG_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_502_a</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bodenaushub Bkl. 3 - 4 Baugrube, laden, trandsportieren - KGD</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095084" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>32.000</Qty>
                    <QU>m2</QU>
                    <Description ID="cdbd8b93-099e-49cb-8831-0cc2d94436a8">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">"Planum" in Baugrube herstellen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">zulässige Abweichung von der Sollgeometrie +/- 2 cm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Durch Abtrag der DSV-Körper am Boden und den Seitenwänden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der Schächte zur Erstellung einer Negativkontur.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich:        Untergeschoss KGD</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Aufzug / Pumpenschacht</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_503-KGD I Grundriss UG - Abbruch Baumeister </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_502_a</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Planum Sohle und Seitenwände in DSV-Körper, +/-2cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095092" RNoPart="02">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Erdarbeiten außerhalb der Gebäude</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Remark ID="GW_3095093">
                    <Description ID="7029a4d1-5efd-4eda-a855-457ad58c0ba7">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bohr - und Rammsondierung lt. Baugrundgutachten</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- nachfolgende Leistungspositionen auf der Grundlage BS D2</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">KGD</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Remark>
                  <Item ID="GW_3095094" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>35.000</Qty>
                    <QU>m</QU>
                    <Description ID="04f16a5d-46f5-48a2-a608-8f981491994d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Einfassung aus Betonkantenstein abbrechen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">B/H/L 6-12/20-30/50-100cm, einschl. Betonbettung Dicke</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ca. 20cm inkl. Betonrückenstützen Dicke bis 15cm.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Anfallende Stoffe trennen und bauseits zum Abtransport im Zwischenlager lagern. Entsorgung über gesonderte Positionen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Einfassung aus Beton und Betonstein abbrechen und lagern</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095095" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="4ddcb1c5-7dcd-484c-aa35-901bcbcaadce">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Zur Erkundung bzw. Feststellung von vorhandenen Leitungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">herstellen von Schürfgruben</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Tiefen bis ca. 2,50 m,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Längen bis 1,5 m,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Breiten bis 1,0 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bodenklassen 3-5 gem. DIN 18300,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schachtarbeiten mit Kleingerät bzw. im Spartenbereich</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">von Hand, als komplette Leistung mit Aushub,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Wiederverfüllung und Verdichtung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschl. aller erforderlicher Genehmigungen und Gebühren.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Aufgrabungsvorschriften der Spartenträger sind zu beachten.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Angetroffene Ver- u. Entsorgungsleitungen sind zu</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">sichern und beim Verfüllen wieder fachgerecht zu betten und abzudecken.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Herstellen von Schürfgruben</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095096" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>77.000</Qty>
                    <QU>m3</QU>
                    <Description ID="7739c04a-bcff-4a51-9851-ab932773c03d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung Baugrube zur Herstellung Einbringöffnung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Vorbereitung Einbau Stahlkonstruktion</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bodenschichten gem. Bodengutachten nach Abtrag Oberboden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bzw. Abbruchmaßnahmen für Baugrube profilgerecht lösen,  </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ausbauen und zum Zwischenlager transportieren,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- Ausführung Baugrube mit geböschten Wänden gem. Planung  </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Profilierung Baugrube entsprechend nachfolgendem Einbau</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  der Verbaukonstruktion</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Gesamtbreite x Gesamtlänge  ca. 5,50 m x  3,50 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Homogenbereich entsprechend Baugrundgutachten </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bohrung BS D2</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bodengruppe 1:  Auffüllung [GU* / GT*, GU / GT] DIN 18196</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">( gemischtkörnige Auffüllung, stark tonige, sandige Kiese, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> Steinanteil  0 - 20 % )</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- leicht lösbarer Boden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Lagerungsdichte: locker,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Konsistenz DIN EN ISO 14688-1: weich bis steif,</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">- alte Bodenklasse gem. DIN 18300:		4</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bodengruppe 2 : schwach kiesige, sandige, schwach organische Tone [TL/ TM] DIN 18196</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- mittelschwer lösbarer Boden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Lagerungsdichte:  locker und mitteldicht</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Konsistenz DIN EN ISO 14688-1: steif,</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">- alte Bodenklasse gem. DIN 18300:		4</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Mittlere vorhandene Geländehöhe  		    387,45 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">geplante Baugrundsohle (BGS): 		    384,85 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Aushubtiefe gesamt    			    ca.  2,60  m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aufgenommene Stoffe gem. ZTV Abbrucharbeiten zum Zwischenlager transportieren und Haufwerke bilden.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: Ostfassade</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Achse  D.7 / Achse D.E - D.F</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">sowie Südseite für Lichtschacht</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr.     </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_00_003_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Boden für Baugrube lösen, profilgerecht ausbauen, Transportieren</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095097" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>m3</QU>
                    <Description ID="664825ee-6970-419a-89a1-b78c763ef406">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bodenaushub, wie oben beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">jedoch Zwischenlagerung ca. 20 m neben der Ausbaustelle</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Boden für Böschung lösen, profilgerecht ausbauen, aufhalden</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095098" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>m2</QU>
                    <Description ID="a8e93bcb-521c-46ce-980d-844c9011a41a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Planum in Baugrube herstellen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">zulässige Abweichung von der Sollhöhe +/- 2 cm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nachverdichten mit kleiner Rüttelplatte</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Planum Sohle +/-2cm </span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095099" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>37.000</Qty>
                    <QU>m2</QU>
                    <Description ID="dee447db-f26d-46b7-a9cf-9e013bb3337f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die  Böschung  ist mit Planen dauerhaft gegen Witterungseinflüsse zu schützen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Plane nach Wahl des AN liefern und  lage- und sturmsicher verlegen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und verankern.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">In die Kalkulation ist die tägliche Kontrolle der Abdeckung und evtl. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausbesserungen mit einzubeziehen. Dies wird nicht gesondert vergütet.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsort  Baugrubenböschung bis zur Verfüllung</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Böschungssicherung mit Plane</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095100" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>m3</QU>
                    <Description ID="47a71620-9dee-42df-9027-0988b6b41c94">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vorbeschriebene Böschung im Bereich der Verbaukonstruktion </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">hinterfüllen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- Gesamttiefe: bis ca. 2,60 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Einbau lagenweise</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Schichtdicke einer Lage max. 30 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- verdichten mit Verdichtungsgrad DPr. 1,0</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> - Mehraufwendungen für den schonenden Einbau im</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Bereich der Verbaukonstruktion</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Hinterfüllmaterial bauseits gelagert, Transportweg 20m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	  KGD</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Untergeschoss</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;"> 	  Achse  D.7 / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr.     </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_00_003_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Hinterfüllung Verbaukonstruktion mit zwischengelagertem Boden</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095101" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>12.000</Qty>
                    <QU>m3</QU>
                    <Description ID="27e863fe-f86c-48bb-a2bd-a7f9ab1a9b79">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nach Verschluss der Einbringöffnung im Rahmen der Baumaßmahnen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Vorbereitung des Rückbau und Abtransport Verbau auf Anforderung durch die OÜ Boden entlang Verbau lösen, ausbauen und bis zum Wiedereinbau</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">seitlich lagern.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Aushub bis auf ca. 1/2  der Tiefe der Verbaukonstruktion (ca. 1,25 m) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   inkl. Böschung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Die Lagerung des Füllbodens hat so zu erfolgen, dass der Ausbau </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   der Verbaukonstruktion nicht behindert wird.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: Ostfassade</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Achse  D.7 / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Boden seitlich lagern zum Wiedereinbau.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr.     </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_00_003_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Boden für Rückbau Verbau lösen, ausbauen und aufhalden</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095102" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>77.000</Qty>
                    <QU>m3</QU>
                    <Description ID="a0e0dd77-5b79-4d0c-906b-8716632d8e15">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nach Verschluss der Einbringöffnung im Rahmen der Baumaßmahnen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und erfolgtem Rückbau und Abtransport Verbau auf Anforderung durch die OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">verbleibende Baugrube vor Bauwerk hinterfüllen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- Gesamttiefe: bis ca. 3,00  m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Einbau lagenweise</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Schichtdicke einer Lage max. 30 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- verdichten mit Verdichtungsgrad DPr. 1,0</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  in Abstimmung mit Objektüberwachung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  schonender Einbau im   Bereich der bauseitigen Wandabdichtung </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Hinterfüllmaterial bauseits gelagert in Zwischenlager,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: Ostfassade</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Achse  D.7 / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr.     </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_00_003_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Verfüllung Baugrube der Einbringöffnung mit gelagertem Boden</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095103" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="355386f7-7b90-4187-b435-01552d552fd5">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Lastplattendruckversuch zur Prüfung des Verdichtungsgrades</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Kontrollprüfung für die Baugrubensohle,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">incl. aller erforderlichen Gerätschaften.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nachfolgende Parameter sind erforderlich und nachzuweisen:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">statischer Lastplattendruckversuch Ev2 &gt;/= 120 MN / m²</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verdichtungsverhältnis  Ev2 / Ev1 &gt; / = 2,2</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Lastplattendruckversuch</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095121" RNoPart="03">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Bodenverwertung</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Remark ID="GW_3096272">
                    <Description ID="6e58bda4-b6d4-45ff-bea2-7ce2aac79363">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Bei den unten aufgeführten Mengen handelt es sich zusätzlich zu den Mengen aus eigenem Abbruch auch um Entsorgung von bauseits noch auf dem Zwischenlager lagernden Erdmaterials.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Aus diesem Grund sind die aufgeführten Mengen höher als die aus eigenem Aushub.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Hinweis zur Kalkulation und Ausführung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Remark>
                  <Item ID="GW_3096273" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>80.000</Qty>
                    <QU>t</QU>
                    <Description ID="96402316-ab0c-45c5-8f5a-7fff4697d65e">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Auffüllmaterial und Erdreich laden und entsorgen Z1.1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Boden voranalysiert</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einstufung nach Haufwerksbeprobung &lt;= Z1.1 nach LVGBT</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Boden wird Eigentum des AN,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Vorliegen der Einstufungsergebnisse</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">am Zwischenlager lagernd, laden, zu entsprechender</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Entsorgungs-/Verwertungsstelle transportieren und entsorgen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Nachweise sind vorzulegen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einschließlich Bereitstellen und Erstellen der Begleit- / Übernahmescheine</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Abrechnung erfolgt auf Basis der gegengezeichneten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Übernahme- / Begleitscheine mit Wiegescheinen</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Auffüllmaterial und Erdreich Z1.1</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096291" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>80.000</Qty>
                    <QU>t</QU>
                    <Description ID="8b989ebf-46d4-4120-adae-ef60ca430ed7">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Auffüllmaterial und Erdreich laden und entsorgen Z1.2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Boden voranalysiert</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einstufung nach Haufwerksbeprobung &lt;= Z1.2 nach LVGBT</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Boden wird Eigentum des AN,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Vorliegen der Einstufungsergebnisse</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">am Zwischenlager lagernd, laden, zu entsprechender</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Entsorgungs-/Verwertungsstelle transportieren und entsorgen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Nachweise sind vorzulegen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einschließlich Bereitstellen und Erstellen der Begleit- / Übernahmescheine</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Abrechnung erfolgt auf Basis der gegengezeichneten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Übernahme- / Begleitscheine mit Wiegescheinen</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Auffüllmaterial und Erdreich Z1.2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096274" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>110.000</Qty>
                    <QU>t</QU>
                    <Description ID="3f6d8d0c-3b15-4aed-b062-a925e0b64e3a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Auffüllmaterial und Erdreich laden und entsorgen Z2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Boden voranalysiert</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einstufung nach Haufwerksbeprobung &lt;= Z2 nach LVGBT</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Boden wird Eigentum des AN,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Vorliegen der Einstufungsergebnisse</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">am Zwischenlager lagernd, laden, zu entsprechender</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Entsorgungs-/Verwertungsstelle transportieren und entsorgen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Nachweise sind vorzulegen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einschließlich Bereitstellen und Erstellen der Begleit- / Übernahmescheine</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Abrechnung erfolgt auf Basis der gegengezeichneten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Übernahme- / Begleitscheine mit Wiegescheinen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ohne Gegenzeichnung der Entsorgungsstelle und der</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">eindeutigen Zuordnung zu einer bestimmten Fuhre erfolgt keine Vergütung</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Auffüllmaterial und Erdreich Z2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
          </BoQBody>
        </BoQCtgy>
        <BoQCtgy ID="GW_3095136" RNoPart="06">
          <LblTx>
            <p>
              <span style="font-size:12pt;text-decoration:underline;background:#FFFFFF;">TITEL:  BETON- UND STAHLBETONARBEITEN  KGD</span>
            </p>
          </LblTx>
          <NotApplBoQ>No</NotApplBoQ>
          <BoQBody>
            <Remark ID="GW_3095137">
              <Description ID="38527051-4ee2-4f33-b3a9-54aa304cb0fd">
                <CompleteText>
                  <DetailTxt>
                    <Text>
                      <p />
                      <p />
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">ZTV Beton- und Stahlbetonarbeiten</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
                  </OutlineText>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Ergänzend zu DIN 18 331 - Beton- und Stahlbetonarbeiten </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">sind alle maßgebenden DBV-Merkblätter sowie die Forderungen </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">der Baubehörden und der  Branddirektion,  Gewerbeaufsichtsamt, </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Berufsgenossenschaft etc. zu beachten und einzuhalten.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Baumaßnahme wird u.a. auf Grundlage der zum 1.07.2012 bauaufsichtlich eingeführten europäischen Normen mit den zugehörigen nationalen </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Anwendungsdokumenten geplant.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Es werden die folgenden Abkürzungen verwendet:</span>
                      </p>
                      <ul style="list-style:disc;">
                        <li>
                          <p style="text-indent:-18pt;margin-left:36pt;">
                            <span style="background:#FFFFFF;">Eurocode 2 (EC 2) – Betonbau</span>
                            <br />
                            <span style="background:#FFFFFF;">DIN EN 1992 und DIN EN 1992/NA – Bemessung und Konstruktion von Stahlbeton- und Spannbetontragwerken</span>
                          </p>
                        </li>
                        <li>
                          <p style="text-indent:-18pt;margin-left:36pt;">
                            <span style="background:#FFFFFF;">Eurocode 3 (EC 3) – Stahlbau</span>
                            <br />
                            <span style="background:#FFFFFF;">DIN EN 1993 und DIN EN 1993/NA – Bemessung und Konstruktion von Stahlbauten und Stahlbauteilen</span>
                          </p>
                        </li>
                        <li>
                          <p style="text-indent:-18pt;margin-left:36pt;">
                            <span style="background:#FFFFFF;">Eurocode 7 (EC 7) – Grundbau</span>
                            <br />
                            <span style="background:#FFFFFF;">DIN EN 1997 und DIN EN 1997/NA – Entwurf, Berechnung und Bemessung in der Geotechnik</span>
                          </p>
                        </li>
                      </ul>
                      <p />
                      <p />
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                        <p>
                          <span style="background:#FFFFFF;">3.1 Normen und Vorschriften</span>
                        </p>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Sämtliche Festlegungen für die Bauausführung, z.B. Wahl der </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Betoneigenschaften, der Herstellverfahren, der Betonierfolge, der Anordnung und Ausführung von Arbeitsfugen, Art der Nachbehandlung sind im Zuge der </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Arbeitsvorbereitung mit der Bauüberwachung und dem Tragwerksplaner </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">abzustimmen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Mit den Einheitspreisen abgegolten sind:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-  Einmessen von allen Aussparungen, Öffnungen, Schlitzen, etc. sowie von</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">   allen Stahleinbauteilen, wie Ankerschienen, Maueranschlussschienen, </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">   etc. in den zu erstellenden Bauteilen.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-  Ausbildung aller notwendigen Arbeitsfugen in allen Bauteilen.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-  Mehraufwendungen, die aus den Grundleitungsarbeiten und </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">   Elektroeinlegearbeiten, entstehen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Randabschalungen zur Herstellung von Öffnungen sind in die jeweilige</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Positionen "Herstellen von Öffnungen" einzurechnen, es erfolgt keine </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">gesonderte Vergütung hierfür.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">In die Einheitspreise für das Schließen von HLS, Wand, und Deckenöffnungen ist die Ausführung bis zum Ende der vertraglich vereinbarten Ausführungsdauer mit diversen zeitlichen Unterbrechungen einzukalkulieren.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Sondervorschläge des AN sind rechtzeitig vor Bauausführung beim Architekten/ Tragwerksplaner vorzulegen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Beabsichtigt der Auftragnehmer, Ortbetonteile als Fertigteile zu erstellen oder Fertigteile in Ortbeton umzuplanen, so bedarf es auch der Zustimmung des Tragwerksplaners, ebenso wie die des Prüfstatikers. Alle hieraus entstehenden Mehraufwendungen seitens des Auftragnehmers werden nicht gesondert </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">vergütet.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Sämtliche daraus resultierenden Umplanungen und notwendigen Berechnungen sind vom Auftragnehmer zu liefern.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Abrechnung des Betonstahls erfolgt nach den Stahllisten des </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Tragwerkplaners.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Notwendige Montagebewehrungen für Stahlbetonfertigteile und dergleichen werden nicht gesondert vergütet.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Notwendiges Herstellen und  Verschließen von Anschlüssen zwischen Betonierabschnitten und Betonfertigteilen mittels Einlagen von Bewehrung und Fugenverguss sind in die EP mit einzurechnen und werden nicht gesondert vergütet</span>
                      </p>
                    </Text>
                  </DetailTxt>
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                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">3.2 Ausführungshinweise, Leistungsempfang</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Betonierabschnitte und Arbeitsfugen sind durch den Tragwerksplaner </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">planerisch vorgegeben. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Alle von der Planung in den beiliegenden Werk, und Schalplänen vorgegebenen vertikalen und horizontalen Arbeitsfugen (Fugenbilder) sind unbedingt </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">einzuhalten. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Zusätzliche Arbeitsfugen und solche, die sich nicht zwangsläufig ergeben sind grundsätzlich mit Tragwerksplaner und Architekt abzustimmen, nur nach Freigabe zulässig und in die Einheitspreise einzurechnen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Grundsätzlich gilt für Wände, Stützen etc., dass die in den</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">einzelnen Positionen angegebenen Höhen in einem Betonierabschnitt ohne</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">horizontale Fugen auszuführen sind, sofern von Tragwerksplaner/ Architekt nicht anders vorgegeben.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Alle nicht verzahnten Arbeits- und Betonierfugen sind als raue Arbeitsfugen im Sinne von Eurocode 2, Abschnitt 6.2 auszubilden und in die Einheitspreise einzukalkulieren</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">In allen Betonierfugen, unabhängig ob es sich um Sichtbeton oder normale Betonflächen handelt, sind kleinstmögliche Dreiecksleisten (max. 10 mm) </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">einzulegen. Die Dreiecksleisten sind lotrecht einzulegen. Das Material ist so zu wählen, das Verziehen oder Unregelmäßigkeit der Ansicht  der Betonierfuge ausgeschlossen werden.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Dreiecksleisten sind sofort nach dem Ausschalen zu entfernen.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Dieser Aufwand ist ebenfalls in die Einheitspreise Betonpositionen </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">einzukalkulieren.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Abstellungen von Wand, und Deckenflächen bei Arbeitsfugen sind profiliert </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">in Abstimmung und nach Freigabe durch den Tragwerksplaner herzustellen </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">und werden nicht gesondert vergütet. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Bei Bodenplatten, Unterzügen u.a. sind Arbeitsfugen nach DIN 1045,1 /</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Abschnitt 10.3.6 verzahnt auszuführen. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Verzahnte Arbeitsfugen werden gesondert vergütet.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Für die Ausführung von Anschlussfugen ist in die EP mit einzukalkulieren: </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Spätestens nach dem Ausschalen ist an der Anschlussbewehrung anhaftender Beton zu beseitigen. An den Betonflächen ist der Zementleim zu entfernen, die Fuge ist aufzurauen </span>
                      </p>
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                        <p>
                          <span style="background:#FFFFFF;">3.3 Betonierabschnitte , Arbeitsfugen</span>
                        </p>
                      </TextOutlTxt>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Anforderungen des Eurocode 2, Abschnitt 4.2 und Anhang hinsichtlich Mindestbetonfestigkeitsklassen sind unbedingt einzuhalten.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Für die Stahlbetonbauteile kommen gem. Positionsplänen verschiedene Expositionsklassen zur Ausführung, </span>
                      </p>
                      <p />
                      <p>
                        <span style="text-decoration:underline;background:#FFFFFF;">Betongüten nach EC 2 und DIN EN 206 </span>
                        <br />
                        <br />
                        <span style="background:#FFFFFF;">- Sauberkeitsschicht unter Fundamenten und Bodenplatte: C 8/10 X0</span>
                        <br />
                        <span style="background:#FFFFFF;">- Magerbeton (-Tiefergründung): C 25/30 XC2 WF</span>
                        <br />
                        <span style="background:#FFFFFF;">- WU-Bodenplatten im Gebäudeinnern u.Kelleraußenwände:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;"> C 30/37 XC2 WF, mit hohem Wassereindringwiderstand</span>
                        <br />
                        <span style="background:#FFFFFF;">- Innenwände, -stützen, Innendecken und Unterzüge: C 25/30 XC1 W0</span>
                        <br />
                        <span style="background:#FFFFFF;">- Außenwände, -stützen und Dachdecke: C 25/30 XC3 WF</span>
                        <br />
                        <span style="background:#FFFFFF;">- Sichtbetonfassade: C 35/45 XC3, XD1, XF2 WA</span>
                        <br />
                        <br />
                      </p>
                      <p>
                        <span style="text-decoration:underline;background:#FFFFFF;">WU-Planung</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Der WU-Planung liegt die DIN EN 1992-1-1 in Kombination mit dem nationalen Anwendungsdokument für Deutschland sowie die WU-Richtlinie vom Dezember 2017 des deutschen Ausschuss für Stahlbeton zugrunde. Die zugehörigen Erläuterungen sowie zusätzlichen Merkblätter des deutschen Beton- und Bautechnik Vereins e. V. sind außerdem zu beachten. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Zur dauerhaften Abdichtung werden folgende Bauteile als WU-Konstruktion ausgeführt: </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">1.  Aufzugsunterfahrt</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">2.  Hebeanlage / Hausanschluss</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Als Abdichtungsgrenze der WU-Konstruktion wird +/- 0,00 festgelegt bzw. die Fuge Wand – Wand. In die Fuge wird ein Fugenband eingebaut. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Oberhalb der Abdichtungsgrenze ist das Bauwerk nicht mehr druckwasserdicht, sondern kann nur noch gegen ablaufendes Sickerwasser abgedichtet werden. </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Für den Übergang von WU-Konstruktion auf eine außenliegende Flächenabdichtung sind die Vorgaben der DIN 18533 „Abdichtung von erdberührten Bauteilen“ zu beachten. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Eine Mindestbauteilstärke für Bodenplatten von d = 40 cm und für Wände </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">von d = 25cm ist in der Regel einzuhalten </span>
                      </p>
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                        <p>
                          <span style="background:#FFFFFF;">3.4 Betonfestigkeitsklassen, -eigenschaften und Expositionsklassen</span>
                        </p>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Betonrezeptur:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Die zur Verwendung vorgesehenen Betonrezepturen sind, soweit durch den AG noch nicht vorgegeben, vor Beginn der Arbeiten vorzulegen, Eignungsprüfungen für die exakte Festlegung der Frischbetonzusammensetzung sind durchzuführen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Güteüberwachung:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Der Einbau des Betons ist nach Überwachungsklasse 2 gemäß </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">DIN EN 13670 und DIN 1045,7, Abschnitt 11 auszuführen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Es  ist  Sache des AN nachzuweisen, dass der von ihm </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">verwendete  Beton mit den Anforderungen des Leistungsverzeichnisses übereinstimmt. Dies bedingt einen Nachweis der Betongüten</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">nach den Erfordernissen der DIN EN 206,1, DIN 1045 - 2 für den Beton</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">der Überwachungsklasse 2</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Anzahl der Probewürfel für diese Gruppe ist einvernehmlich</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">mit der Objektüberwachung festzulegen. Ein Delegieren dieser Aufgabe an das Betonlieferwerk wird nicht  akzeptiert.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Ausführung des Betons</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Zur Begrenzung der Rissbreiten wird eine Mindestbewehrung nach DIN 1045,1 eingelegt.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Mindestbewehrung zur Begrenzung der Rissweiten besteht überwiegend aus einem feinen Bewehrungsnetz mit kleinen Stabdurchmessern. Es ist daher zu beachten, dass infolge dichter Bewehrung die Körnung des Betons anzupassen ist , in Bereichen mit erhöhter Bewehrung bzw. in bei schlanken Bauteilen kann gem. DIN EN 12620 eine Begrenzung des Größtkorns auf </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">D:8 mm erforderlich werden.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Hierfür ist eine Mehrpreisposition vorgesehen. Diese Mehrposition ist bei dem Tragwerksplaner und der Objektüberwachung anzuzeigen und so nicht bereits in der Planung festgelegt, bestätigen zu lassen</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Zur Sicherstellung einer ausreichenden Gebrauchstauglichkeit wird die </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">rechnerische Rissbreite infolge Lasten und / oder Zwang </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">gemäß den Vorgaben der EC2, Kapitel 7.3 für Stahlbeton </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">mindestens unter der Annahme einer zentrischen Zwangsbeanspruchung</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">aus abfließender Hydratationswärme und Zwang in spätem Betonalter </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">in der statischen Berechnung nachgewiesen. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Dabei wurden folgende Rissbreiten zugrunde gelegt: </span>
                      </p>
                      <p />
                      <p style="tab-stops:20mm 40mm 60mm;">
                        <span style="background:#FFFFFF;">Innenbauteile Expositionsklasse XC1             			w</span>
                        <span style="font-size:6pt;background:#FFFFFF;">K </span>
                        <span style="background:#FFFFFF;">= 0,40 mm </span>
                      </p>
                      <p />
                      <p style="tab-stops:20mm 40mm 60mm 80mm;">
                        <span style="background:#FFFFFF;">Innenbauteile in Sichtbetonqualität 				w</span>
                        <span style="font-size:6pt;background:#FFFFFF;">K</span>
                        <span style="background:#FFFFFF;"> = 0,20 mm </span>
                      </p>
                      <p />
                      <p style="tab-stops:20mm 40mm 60mm 80mm;">
                        <span style="background:#FFFFFF;">Außenbauteile und erdberührte Bauteile 				w</span>
                        <span style="font-size:6pt;background:#FFFFFF;">K</span>
                        <span style="background:#FFFFFF;"> = 0,30 mm </span>
                      </p>
                      <p />
                      <p style="tab-stops:20mm 40mm 60mm;">
                        <span style="background:#FFFFFF;">Erdberührte Bauteile mit WU-Anforderung 			w</span>
                        <span style="font-size:6pt;background:#FFFFFF;">K</span>
                        <span style="background:#FFFFFF;"> = 0,20 mm </span>
                      </p>
                      <p />
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Eine Abminderung der rechnerisch erforderlichen Bewehrung zur Erreichung dieser Rissbreitenbeschränkung ist nicht zulässig. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die wirtschaftliche Bemessung der rissverteilenden Bewehrung führt u.U. zu einer aus kleinen Durchmessern in geringen Abständen verlegten Bewehrung. Es ist daher zu beachten, dass infolge dichter Bewehrung die Körnung des Betons anzupassen ist (siehe EC 2, Abschnitte 8.2 und 4). Das DBV-Merkblatt</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;"> „Begrenzung der Rissbildung im Stahlbeton- und Spannbetonbau“ ist zu</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;"> beachten. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Das Herstellen bzw. die Ausbildung von Betoneinbringöffnungen, abgestimmt auf die statischen Erfordernisse, sind bei der Kalkulation zu berücksichtigen. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Bei einzelnen Bauteilen kann der gemäß EC 2 maximal zulässige Bewehrungsgrad ausgenutzt sein. Die Betonrezeptur ist darauf abzustimmen. Es können sich hieraus Erschwernisse beim Einbau der Bewehrung bzw. beim Einbringen des Betons ergeben </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Zur Einhaltung dieser Rissbreiten sind die Herstellung, Verarbeitung und </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Nachbehandlung des Betons von wesentlicher Bedeutung. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Wandanfänger sind bis auf 50 cm Höhe mit 0/8 bzw. 0/16 Größtkorn</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">auszuführen</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Es sind entsprechende Maßnahmen, wie Wahl der Betonrezeptur, Frischbetontemperatur, Verarbeitung und Nachbehandlung durch den AN festzulegen und vor Beginn der Betonierarbeiten mit dem AG / Tragwerksplaner abzustimmen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Dies ist in die entsprechenden Einheitspreise einzukalkulieren.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Treten undichte Stellen, Fehlstellen bzw. Rissbreiten auf, welche die oben </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">genannten Rechenwerte überschreiten, müssen diese nachträglich fachgerecht</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">verpresst werden.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Diese Maßnahmen gehen zu Lasten des AN, sofern Risse nicht explizit durch Vorgaben des Tragwerkplaners ("Zulassen und planmäßiges Abdichten von Trennrissen"= Entwurfsgrundsatz c) WU,Beton "geplant" sind oder auf nicht durch den AN verursachte Umstände zurückzuführen sind.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Unterzüge dürfen nicht vorbetoniert werden, sie sind zusammen</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">mit den Decken in einem Arbeitsgang zu betonieren.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Ausschalfristen:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Unbeschadet der Fristen der DIN EN 206-1 und DIN 1045-2</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">ist der frühestmögliche Ausschalzeitpunkt der Decken in Abstimmung mit dem Tragwerksplaner in Abhängigkeit von den Frühfestigkeitswerten der verwendeten Betonrezeptur vor Aufnahme der Arbeiten festzulegen. </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Hierbei sind Sonderfestlegungen/ verlängerte Ausschalfristen gem. Vorgaben des Tragwerkplaners zu berücksichtigen , diese sind in entsprechenden</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">LV- Positionen beschrieben und zu kalkulieren (z.B. Abstützung</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Beton-Zusatzmittel:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Betonzusatzmittel dürfen nur nach Zustimmung durch den Tragwerksplaner, unter Beachtung der DBV und DIN," Vorschriften und der Verarbeitungsrichtlinien des Herstellers, verwendet werden.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Abstandshalter und Unterstützungen:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Abstandshalter und Unterstützungen sind nach den Merkblättern des DBV „Unterstützungen nach EC2“ und „Abstandshalter nach EC2“ auszuführen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">In sämtlichen Betonbauteilen dürfen keine im Beton verbleibende </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Abstandshalter aus Kunststoff verwendet werden.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Für die Gewährleistung der unteren Betondeckung der Bewehrung sind für die Bodenplatte zementgebundene Abstandshalter mit vergrößerter </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Aufstandsfläche zu verwenden um ein Eindrücken in die Wärmedämmplatten zu vermeiden.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Für die Sichtbetondecken und Sichtbetonwänden sind für die Gewährleistung der unteren bzw. seitlichen Betondeckung der Bewehrung sowie aus Brandschutzgründen zementgebundene Abstandshalter zu verwenden.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Sämtliche Abstandshalter sind vom AN zu planen und in die Einheitspreise</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">einzurechnen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Nachbehandlung:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Für die Nachbehandlung des Betons sind die Regelungen der </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">DIN EN 13670 und der DIN 1045,7, Abschnitt 8.7 maßgebend.</span>
                      </p>
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
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                        <p>
                          <span style="background:#FFFFFF;">3.5 Betongüte / Maßnahmen zur Qualitätssicherung</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Grundsätzlich gelten für Rohbautoleranzen, sofern nicht anders vorgegeben, die Angaben aus der DIN 18202.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Nachfolgende Bauteile sind über DIN 18 202 hinaus </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">mit folgenden erhöhten Anforderung herzustellen:</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Aufzugsschachtwände:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Für die Wände im Aufzugschacht darf die geforderte maximal zulässige Abweichung von der Lotrechten ± 10 mm auf die </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">gesamte Schachthöhe betragen und schließt auch die Ebenheitstoleranz mit ein.</span>
                      </p>
                      <p />
                      <p>
                        <span style="font-weight:bold;background:#FFFFFF;">Die Einhaltung ist durch ein von einem Vermessungsingenieur erstelltes </span>
                      </p>
                      <p>
                        <span style="font-weight:bold;background:#FFFFFF;">Aufmaß in lotrechter Einhaltung und Winkligkeit nachzuweisen</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Treppenhauswände:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Für Treppenhauswände wird, unabhängig von der geforderten Sichtbetonklasse eine maximal zulässige Abweichung der Lotrechten von ± 10 mm auf die </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">gesamte Treppenhaushöhe gefordert und schließt auch die Ebenheitstoleranz mit ein.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Türöffnungen</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Türöffnungen im Rohbau sind grundsätzlich mit einer max. Abweichung </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">von +/, 8 mm herzustellen</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Stützenreihen: </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Für die zulässige Abweichung von Stützenreihen von der Flucht </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">gilt DIN 18 202, Tabelle 3, Zeile 7 mit einem maximalen Messpunktabstand von zwei Stützenentfernungen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Diese Toleranzanforderungen sind in die jeweiligen Einheitspreise </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">einzukalkulieren, auch wenn dies in den Leistungspositionen nicht noch </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">einmal gesondert erwähnt wird.</span>
                      </p>
                      <p />
                    </Text>
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                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">3.6 Rohbautoleranzen / Vermessungsarbeiten</span>
                        </p>
                      </TextOutlTxt>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Grundsätzlich sind die Anker gleichmäßig in der Fläche anzuordnen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Eine Anordnung an Schalungsstößen und in Randbereichen ist nicht zulässig.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Desweiteren muss die Anordnung von Schalungsankern  auf Wandöffnungen (Türen, Fenster etc.) abgestimmt werden. Dies ist in die EP einzukalkulieren.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Sofern im Leistungsverzeichnis nichts anderes erwähnt wird, sind alle </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Spannstellen wie folgt auszuführen:</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Einbauteile</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Rohr aus Faserbeton, Durchmesser nach Ankerwahl des AN, Konus aus Kunststoff, passend jeweils zur Wandstärke.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Ankerverschluss:</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">-  Bei WU- Beton nach WU- Richtlinie:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-  Verwendung von wassersperrenden Schalungsankern und geeigneten </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">   Abstandhaltern (z.B. aus Faserzement)</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-  bei Betonflächen SB 2:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-  Rohrverschluß beidseitig mit je 2 Stück Faserbetonstopfen,</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-  bei allen Sichtbetonflächen SB3 + SB2:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-  Ankerlöcher sauber, flächenbündig und mit farblich angepasstem </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">   Reparaturmörtel verspachtelt,</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-  Brandwände F90  gem. Brandschutzanforderung,</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-  zusätzlich Ankerverschluss gem. Brandschutzanforderung verbleibenden     </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">   Hohlraum ist vollständig mit Spezialquellmörtel 3/25 zu verfüllen.</span>
                      </p>
                    </Text>
                  </DetailTxt>
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                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">3.7 Spannanker / Ankerverschluss</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Grundlage für die Ausführung des Sichtbeton bildet das Merkblatt</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">"Bauausführung Sichtbeton" in der Fassung Juni 2015 herausgegeben von Deutscher Beton, und Bautechnik, Verein E.V.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Grundsätzlich sind alle Wandflächen, Decken, Stützen und Brüstungen, die in den Werkplänen mit SB2 und SB3 gekennzeichnet sind, in die jeweilige </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Sichtbetonklasse einzustufen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die zur Ausführung gelangenden Betonoberflächen werden in den jeweiligen Positionen benannt. Für die jeweilige Ausführung gelten die Anforderungen der Sichtbetonklassen gemäß DBV- Merkblatt, sofern nichts anderes beschrieben wird.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Diese geforderten Sichtbetonklassifizierungen sind unbedingt einzuhalten und sind ein wichtiges Kriterium für die ordnungsgemäße Abnahme der Leistungen des AN.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Grundsätzlich gilt, dass sichtbar bleibende Wand, und Deckenstirnseiten, Wandkronen, freie Wandenden, Tür, und Fensterlaibungen, Aussparungen, Durchbrüche, Nischen etc. in der gleichen Oberflächenqualität wie die</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">sichtbaren Flächen des jeweiligen Bauteils herzustellen sind.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Bei verschiedenen Oberflächenanforderungen an den Vorder- und Rückseiten von Wänden gelten die Festlegungen für Lage und Anordnung der Spannstellen der jeweils höherwertigen Oberfläche für beide Seiten.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Schalungssystem</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Schalungssystem:    Rahmenschalung</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Sichtbeton mit Brettschalung:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Schalelemente horizontal aufgedoppelt mit gehobelten Brettern aus Nadelholz, ungefast, press gestoßen, Brettbreiten ca. 8-12 cm an Bestand angepasst.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Keine Mehrfachnutzung der Bretter für erneuten Schalungsvorgang.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Großformatige Schalelemente als geschosshohe Schalung</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Arbeitsfugen</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Arbeitsfugen sind durch Tragwerksplaner  vorgegeben und einzuhalten, </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Ausführung entsprechend ZTV Betonarbeiten</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Ankerlöcher</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Der Mindestabstand der Spannstellen zu Öffnungen hat 50 cm zu betragen</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;"> Ankerverschluss flächenbündig.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Sichtbetonkanten</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Alle sichtbaren Kanten mit Dreikantleisten mit kleiner Fase (max. 3 mm)</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Erhöhte Maßtoleranzen bei Sichtbetonwänden</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Die zulässigen Maßabweichungen nach DIN sind gem. Vorgabe Architekt auf die Hälfte der gemäß DIN 18202, Tabelle 3, Zeile 1, 3, 5 und 6 zulässigen </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Toleranzen zurückzuführen. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Ziel dieser Maßnahme ist es, Anschluss, und Passfugen zu verringern, die technische Qualität der Ausführung zu verbessern und Folgekosten zu vermeiden.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Hierfür ist eine gesonderte LV-Position vorgesehen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Erhöhte Maßtoleranzen bei Türöffnungen</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Einige Türöffnungen gibt es gem. Planung mit erhöhten Anforderungen , </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">diese Türöffnungen sind mit maximalen Abweichung von +/, 8 mm z.B. mit Stahlrahmenschalungen herzustellen. Hierfür sind gesonderte Positionen </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">vorgesehen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Schalungsmusterpläne</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Nach Vorgabe des Architekten sind vom AN Schalungsmusterpläne im M 1:50 / M 1:20 für alle Abwicklungen/ Ansichten zu erstellen und zur Freigabe dem AG/ Architekten zur Prüfung digital vorzulegen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">In den Schalungsplänen sind die Aufteilung der Schaltafeln, der Schalungsanker und sonstige Verankerungen, Aussparungen und Einbauteile vermaßt </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">einzuzeichnen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Planung ist bis 6 Wochen nach Auftragserteilung abzustimmen und </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">vorzulegen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Korrekturen sind umfassend vorzunehmen und bei der weiteren Bearbeitung zu berücksichtigen. Die Prüfung der Schalpläne wie vor beschrieben, muss der AN terminlich berücksichtigen. Es ist von einem mehrfachen Planumlauf </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">auszugehen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="font-weight:bold;background:#FFFFFF;">Die Ausführung der Sichtbetonflächen darf erst nach genehmigten </span>
                      </p>
                      <p>
                        <span style="font-weight:bold;background:#FFFFFF;">Schalungsmusterplänen erfolgen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Bemusterung Sichtbeton</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Bemusterung anhand von Wand, und Deckenflächen, Fugen </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">und Kantenausbildungen, sowie Stützen im UG bzw. nach Vorgabe AG </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">mind. 10 qm.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Separate zusätzliche Musterflächen sind nicht vorgesehen.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Alternative Kantenausbildungen können im UG als Muster erprobt werden.</span>
                      </p>
                    </Text>
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                        <p>
                          <span style="background:#FFFFFF;">3.8 Sichtbeton</span>
                        </p>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Eigenschaften des Betonstahls sind in DIN 488 spezifiziert.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Bewehrungsabnahmen:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Die Bewehrungsabnahmen erfolgen durch den Tragwerksplaner. </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Die Anmeldung zur Abnahme der einzelnen Konstruktionsteile hat so rechtzeitig zu erfolgen,  dass eine Verzögerung der Ausführungsfristen ausgeschlossen ist.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Falsch  verlegte  Bewehrung ist auszubessern und eine erneute Abnahme auf Kosten des AN zu beantragen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Vorhalten von Bewehrung:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Der AN ist verpflichtet, auf der Baustelle Betonstahl mit</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Durchmesser 8 mm bis 40 mm der in den Positionen der </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Leistungsbeschreibung aufgeführten Sorten  vorzuhalten, um kurzfristig </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">eventuelle Zulagen, nach Angabe des Tragwerkplaners im Zuge der </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Bewehrungsabnahmen einbauen zu können. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Besondere Hinweise</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Die Mindestbewehrung zur Begrenzung der Rissbreiten auf</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">das zulässige Maß besteht aus einem feinen Bewehrungsnetz mit kleinen </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Stabdurchmessern,  mit den Durchmessern 8 bis 12 mm ausgeführt. Dies ist bei der Kalkulation der E.P. zu berücksichtigen und einzurechnen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Eventuell notwendige Hilfsabstützungen für freistehende Bewehrungsstäbe, auch über mehrere Geschosse bei Stützen, sind in die Einheitspreise </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">einzukalkulieren.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Es können bei Bedarf  Betonstahlmatten und Betonstabstahl in Sonderlängen bis 14 m und in Überbreiten (bis ca. 3,00 m), sowie Wendel, und </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Mäanderbewehrung für dm 8mm bis 12 mm zum Einsatz kommen. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Bei einzelnen Bauteilen kann der gemäß Eurocode 2 maximal zulässige </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Bewehrungsgrad ausgenutzt sein, wodurch sich Erschwernisse beim Einbau der Bewehrung wie auch beim Einbringen des Betons ergeben können.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Die Betonrezeptur ist darauf abzustimmen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Das Herstellen bzw. die Ausbildung von Betoneinbringöffnungen, abgestimmt auf die statischen Erfordernisse, ist bei der Kalkulation zu berücksichtigen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Das Schneiden und Biegen von Betonstahl auf der Baustelle , beispielsweise bei Zulagen im Zuge von Bewehrungsabnahmen, ist in die Einheitspreise  </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">einzurechnen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Für die Erbringung der Leistung erforderliche Abstandshalter sind in die Einheitspreise einzurechnen, wobei die Verwendung von Kunststoffprofilen auszuschließen ist.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Unterstützungskörbe aus Bewehrungsstahl werden über die Stahlmengen vergütet.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Schweißarbeiten:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Für das Schweißen von Betonstahl nach DIN 4099 bzw. DIN EN</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">ISO 17660 hat die ausführende Firma einen Schweißnachweis vorzulegen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Biegeformen Bewehrung:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Alle Angaben zu den Biegeformen sowie die Stahllisten sind direkt in den</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Bewehrungsplänen als Bewehrungsauszüge enthalten. Die Biegeformen sind als Stahlauszüge dargestellt. Es werden keine separaten Biegelisten übergeben.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Hinweis zur Kalkulation:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Die Bewehrung sämtlicher nachfolgend beschriebener Stahlbetonbauteile und Anschlüsse ist im Titel "Bewehrungen und Stahleinbauteile" beschrieben und gesondert zu kalkulieren, sofern im Positionstext nicht anders beschrieben.</span>
                      </p>
                      <p />
                      <p>
                        <span style="font-weight:bold;background:#FFFFFF;">Die Abrechnung erfolgt nach den Nettomengen aus der Ortbetonplanung in der Stahlliste des Tragwerksplaners. Der Verschnitt ist in die Einheitspreise einzukalkulieren.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Der Aufwand für die Transport, und Montagebewehrung wird nicht gesondert vergütet.</span>
                      </p>
                    </Text>
                  </DetailTxt>
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                    <OutlTxt>
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                        <p>
                          <span style="background:#FFFFFF;">3.9  Bewehrung von Ortbetonelementen</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
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                </CompleteText>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Für die Ausführung sämtlicher Stahlbauteile ist die DIN 18800-7 bzw. EN 1090 gültig.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Alle notwendigen Verbindungsmittel und einzuschweißenden Anschlussbleche sind in den Einheitspreis einzurechnen bzw. werden über die Stahlmengen vergütet. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Grundsätzlich sind sämtliche Stahlbauteile nach DIN EN ISO 12944-2 </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">gemäß der erforderlichen Korrosivitätskategorie zu beschichten. </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Bei unzugänglichen Bauteilen ist nicht rostender Stahl zu verwenden, der </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">gemäß bauaufsichtlicher Zulassung der erforderlichen Korrosionswiderstandsklasse zugeordnet werden kann. </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Alternativ ist für die betroffenen Bereiche die Korrosivitätskategorie C5-i </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">als Duplexbeschichtung auszuführen: </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Ausführungsklasse nach DIN EN 1090: EXC2 </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Werkstattzeichnungen sind dem Architekten, dem Tragwerksplaner und dem Prüfingenieur mit ausreichendem zeitlichen Vorlauf zur Prüfung und </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Freigabe vorzulegen. Die Fertigung darf erst nach der Freigabe erfolgen. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Bei Beanspruchung in Dickenrichtung von Blechen und Breitflachstählen (z.B. Kopfplatten) sind diese auf Dopplungen zu prüfen (SEL 072). </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Bei Beanspruchung in Dickenrichtung sind Stahlprodukte mit verbesserten </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Verformungseigenschaften erforderlich (Z-Güte DASt-Richtlinie 014). </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Der Stahlbauer hat die Z-Güte in eigener Verantwortung festzulegen. </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Bei Einbauplatten (Anschweißplatten) sind folgende Z-Güten einzuhalten: </span>
                      </p>
                      <p />
                      <p style="tab-stops:20mm 40mm;">
                        <span style="background:#FFFFFF;">	Blechdicke   &lt; 30 mm: 	   Z15 </span>
                      </p>
                      <p style="tab-stops:20mm;">
                        <span style="background:#FFFFFF;">             Blechdicke    &gt; 30 mm: 	 Z25 </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">             Blechdicke &gt;/=  50 mm:    Z35 </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Es kommen grundsätzlich feuerverzinkte Stahlteile zum Einbau, </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">sofern in den einzelnen Positionen nichts anderes erwähnt bzw. Edelstahl</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">gefordert wird.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Alle Einbauteile sind präzise und verschiebungssicher in der Schalung zu </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">befestigen. Die Lage ist vom Vermesser des AN abzunehmen, </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">die Vermessungsprotokolle sind der Objektüberwachung unverzüglich zu </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">übergeben.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Alle Stahleinbauteile müssen an den seitlichen Anschlussflächen zum Beton Schaumstoffstreifen von ca. 5 mm Dicke erhalten, sodass bei Schweißarbeiten entstehende Wärme keine Betonabplatzungen zur Folge haben kann.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Nach dem Ausschalen der Betonbauteile ist die Schaumfüllung in den Ankerschienen restlos zu beseitigen.</span>
                      </p>
                    </Text>
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                        <p>
                          <span style="background:#FFFFFF;">3.10 Stahleinbauteile</span>
                        </p>
                      </TextOutlTxt>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Sofern Befestigungsmittel für die Verankerung zur Ausführung</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">kommen, müssen diese aus korrosionsbeständigem Metall bestehen, </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">den auftretenden Belastungen entsprechend bemessen sein (sofern bei den einzelnen Positionen nicht andere Anforderungen gestellt werden) und nach den bauaufsichtlichen Zulassungsbestimmungen eingebaut werden.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Alle notwendigen Befestigungs-, Verbindungsmittel und einzuschweißenden </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Anschlussbleche sind in die Einheitspreis einzurechnen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Befestigungsmittel dürfen nicht zur Korrosion der Einbauteile beitragen.</span>
                      </p>
                    </Text>
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                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">3.11  Befestigungs- und Verbindungsmittel</span>
                        </p>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Der Auftragnehmer hat für das Herstellen von Tragwerken im bauaufsichtlichen Bereich die Bedingungen nach DIN EN 1090 (Teil 1,7) zu erfüllen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Für die Ausführung von tragenden Stahl-Bauteilen ist ein gültiges Zertifikat nach DIN EN 1090,1 über die werkseigene Produktionskontrolle, sowie das </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">dazugehörige, ergänzende und für die Ausführung notwendige Schweißzertifikat (Schweißverfahren) für die entsprechenden Ausführungsklassen (EXC 2) </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">vorzulegen. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Für Ausführung der Schweißarbeiten an den Stahlbauteilen wird vom AN verlangt, den Eignungsnachweis gem. Ausführungsklasse EXC2 </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">nach DIN EN 1090 vorzulegen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Schweißarbeiten dürfen nur von Schweißern ausgeführt werden, die über </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">eine gültige Prüfungsbescheinigung entsprechend EN 287,1 für die zum Einsatz kommenden  Werkstoffgruppen verfügen. Der Einsatzbereich des Schweißers in der Fertigung muss dem Geltungsbereich der vorliegenden Schweißerprüfung entsprechen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Zusätzlich ist der Schweißbetrieb verpflichtet, sich über Arbeitsproben zu </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">vergewissern, dass der Schweißer die an das Bauteil gestellten </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Qualitätsanforderungen erfüllen kann.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Unmittelbar nach Angebotsabgabe sind auf Verlangen des AG die vor, genannten Nachweise vorzulegen. Es ist dem Bieter freigestellt, diese bereits mit dem Angebot abzugeben. Die Nachweise sind nach Ablauf durch den AN zu erneuern.</span>
                      </p>
                    </Text>
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                        <p>
                          <span style="background:#FFFFFF;">3.12 Ausführung von Stahlbauarbeiten</span>
                        </p>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Rüsthöhen für Wände, Stützen, Unterzüge und Decken </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">aus Ortbeton werden in den jeweiligen Positionen beschrieben </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">und sind auch den beigefügten Plänen zu entnehmen.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Sie betragen mit Ausnahme von Treppenhäusern, Aufzugsschacht,</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">in der Regel h &lt; 5,00 m.</span>
                      </p>
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                        <p>
                          <span style="background:#FFFFFF;">3.13 Rüsthöhen</span>
                        </p>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Bei der Herstellung von (nachträglichen) Kernbohrungen </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Wänden und Decken sind folgende Leistungen in die Einheitspreise</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">einzurechnen:</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">-   Baustellen An, und Abfahrten</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-   das Heranführen von Strom und Wasser</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-   Einmessen der Bohr, bzw. Durchführungsachsen</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-   alle Stahlschnitte bei Bewehrungen Ausführung nach Abstimmung mit </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">    Tragwerksplaner und dessen Freigabe</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-   die erforderlichen Gerüste sowie die Rüst-, und Umsetzzeiten</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-   sämtliche Schutz, und Sicherungsmaßnahmen:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-   geeignete Schutzmaßnahmen für angrenzende Bauteile gegen </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">    Verschmutzung und Beschädigung durch Abbruchmaterial, Staub bzw. </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">    Bohrwasser und dgl. nach Wahl des AN,</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-   geeignete Schutz, und Sicherungsmaßnahmen bei Durchbrüchen und </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">    Kernbohrungen an Decken für die betreffenden, darunter,</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">    liegenden Bereiche/ Räume, z.B. Auffangen von abgebrochenen</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">    Deckenmaterialien bzw. Bohrkerne, nach Wahl des AN</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-  Ggf. nicht schützbare Bereiche sind nach Ende der Arbeiten</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">    unverzüglich gründlich mit klarem Wasser zu reinigen.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-  laden, Abfahren zum Zwischenlager von Abbruchmaterial</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-   Saugring und Wasserabsaugung, Beseitigung des Bohrwassers,</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-   Maßnahmen zum kompletten Auffangen des Bohrwasser , </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">    das Eindringen von Bohrwasser in Bestandsdecken bzw. -fußböden ist</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">    zu vermeiden.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-  Lösen des Bohrkerns aus dem Gefüge, Bohrkern gegen unkontrolliertes</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">   Durchfallen sichern</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-  Angeschnittene Bewehrung ist zum Schutz von Korrosion mit geeigneten</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">   Mitteln dauerhaft zu versiegeln.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Hinweis zum Verschließen der Bohrlöcher:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Die Abrechnung für das eventuelle Verschließen von </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Kernbohrungen nach Einbau von Installationen erfolgt mit den Positionen für das Verschließen von Wand, und Deckenöffnungen</span>
                      </p>
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                          <span style="background:#FFFFFF;">3.14 Kernbohrungen</span>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Herstellung von Wand, und Deckenöffnungen, etc. wird abhängig von der Größe nach Stück vergütet. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">In die Positionen "Herstellen von Öffnungen" nach Stück in Wänden und</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Decken sind die Abschalungen mit einzurechnen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Ebenso in die Angebotspreise der Positionen "Herstellen von Öffnungen" </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">einrechnen ist das passgenaue Anpassen der Bewehrungen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Das Verschließen aller Wand, und Deckenöffnungen nach Fertigstellung der Rohinstallationsarbeiten für HLS und ELT wird größtenteils durch den AN</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">ausgeführt, Ausnahme sind Öffnungen mit Brandschutzanforderungen. </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Leistungen für Herstellen und Verschließen werden in gesonderten </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Positionen beschrieben.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Die Fassadenöffnungen werden als Öffnungen gem. Öffnungsgröße inkl. Schalung ausgeschrieben.</span>
                      </p>
                      <p />
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                          <span style="background:#FFFFFF;">3.15 Öffnungen</span>
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                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Beanspruchungen bereits vorhandener Bauteile durch den Baubetrieb</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">über das übliche Maß (1,5 kN/m²) hinaus, bedürfen der Zustimmung </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">des Tragwerksplaners. Insbesondere betrifft dies:</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">-  Lasten aus Schalungen und Betonierlasten</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-  Lasten aus einhäuptigen Schalungen</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-  Lasten aus Materiallagerung</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">-  Lasten aus Maschinen und Geräten</span>
                      </p>
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                          <span style="background:#FFFFFF;">3.16 Beanspruchungen bereits vorhandener Bauteile</span>
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                      <p />
                      <p style="tab-stops:20mm 40mm;">
                        <span style="background:#FFFFFF;">-   Bauteildicken: 		Bodenplatte ca. 0,50 m – 1,00 m</span>
                      </p>
                      <p style="tab-stops:20mm 40mm 60mm;">
                        <span style="background:#FFFFFF;">			Umfassungswände 0,25 m</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">-   Betonfestigkeiten: Bodenplatte und Umfassungswände C30/37 XC2 WF</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">-   Nutzungsklasse A: Aufzugsunterfahrt, Pumpenschacht, Treppenhäuser</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">-   Entwurfsgrundsätze:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">    *  Bodenplatte: EGS c</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">    *  Umfassungswände EGS c + Zusatzmaßnahme schwarze Abdichtung</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">-   Beanspruchungsklasse 1 (Wassereinwirkungsklasse W2.1-E): </span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">-   WU-Wände erhalten zusätzlich eine schwarze Abdichtung und </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">    Perimeterdämmung</span>
                      </p>
                      <p />
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">3.17 Betontechnologisch relevante Angaben zur Weißen Wanne</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
                  </OutlineText>
                </CompleteText>
              </Description>
            </Remark>
            <BoQCtgy ID="GW_3095155" RNoPart="01">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Allgemeine Maßnahmen</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3095156" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="a0bc51a4-c6d1-4a80-b31f-aaf0e63293f7">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Sichtbetonwände SB 2 gem.. Planung Architekt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gem. Kennzeichnung,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalungsmusterplanung inkl. Ankerbild komplett</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für jede Sichtbetonwand SB2 als Ansicht / Abwicklung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Maßstab 1:50 (1:20 nach Bedarf), in Abstimmung mit AG / Architekt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">erstellen und zur Genehmigung vorlegen, .</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Pläne sind als pdf - und dwg - Dateien digital an den AG, Architekten und Tragwerksplaner zu versenden.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Der Planlauf erfolgt grundsätzlich in digitaler Form</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">In den Schalungsplänen sind die Aufteilung der Schaltafeln, der Fugen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der Schalungsanker und sonstigen Verankerungen, Aussparungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Einbauteile vermaßt einzuzeichnen,</span>
                            </p>
                            <p />
                            <p />
                            <p />
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalungsmusterplan für Sichtbetonwände SB 2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095157" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="5ac27228-2978-4bca-862d-f8cc25ac4de1">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Sichtbetonwände SB 3 gem.. Planung Architekt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gem. Kennzeichnung,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalungsmusterplanung inkl. Ankerbild komplett</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für jede Sichtbetonwand SB3 als Ansicht / Abwicklung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Maßstab 1:50 (1:20 nach Bedarf), in Abstimmung mit AG / Architekt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">erstellen und zur Genehmigung vorlegen, .</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Pläne sind als pdf - und dwg - Dateien digital an den AG, Architekten und Tragwerksplaner zu versenden.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Der Planlauf erfolgt grundsätzlich in digitaler Form</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">In den Schalungsplänen sind die Aufteilung der Schaltafeln, der Fugen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der Schalungsanker und sonstigen Verankerungen, Aussparungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Einbauteile vermaßt einzuzeichnen,</span>
                            </p>
                            <p />
                            <p />
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalungsmusterplan für Sichtbetonwände SB 3</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095158" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="a4b898e9-b4f1-45d5-ab5c-28db06c9846c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Anfertigung Werkstattplanung des AN  und statischer Nachweis </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für die Ausführung von Holz - Beton - Verbunddecke inkl. Anfertigung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">von Elementplänen und Anpassung der Ortbetonbewehrung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Planung,  sowie eines Montageplans und eines statischen Nachweis </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für die Transport und Montagezustände mit den erforderlichen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Hilfsabstützungen. zur Vorlage bei Architekten und Tragwerksplaner </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in fertiger Leistung</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung nur nach freigegebenen Konstruktionszeichnungen.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Werkstattplanung des AN für HBV - Decken</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095159" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="5f842c11-8f77-4979-9916-757e63c09c2f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Anfertigung Werkstattplanung und statischer Nachweis des AN </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für die Ausführung von </span>
                              <span style="color:#262626;background:#FFFFFF;">Cross-Laminated Timber (CLT) Dach</span>
                              <span style="background:#FFFFFF;">decke</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">inkl. Anfertigung von Elementplänen und Anpassung der Ortbetonbewehrung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">sowie eines Montageplans und eines statischen Nachweis </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für die Transport und Montagezustände mit den erforderlichen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Hilfsabstützungen. zur Vorlage bei Architekten und Tragwerksplaner </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in fertiger Leistung</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung nur nach freigegebenen Konstruktionszeichnungen.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Werkstattplanung des AN für CLT - Decken</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095160" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="ac9c4d67-6f87-43b6-ab00-08693f0f91c9">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Planung und statische Berechnung für die erforderlichen Montagegerüste</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Baubehelfsmittel für den Bauzustand mit Angabe der aufzunehmenden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Lasten und Abfanghöhen für die Erbringung der beauftragten Leistungen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vorlage 2 Wochen vor Beginn der Ausführung beim Tragwerksplaner. </span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Planung und Erstellung Standsicherheitsnachweis Montagegerüste</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095161" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="8661b325-01a8-4981-aac6-e4b3075ba291">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Für die WU-Bauteile wird der Entwurfsgrundsatz C der WU-Richtlinie</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">angewendet. Dieser sieht planmäßige Dichtmaßnahmen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">sowie das nachträgliche Abdichten auftretender Risse </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">(z.B. durch Nachverpressen) vor.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Erstellen Abdichtungsplanung des AN für alle WU-Bauteile, komplett für beide Entwurfsgrundsätze bestehend aus:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- Angaben/ Festlegungen aller Parameter, die über die Vorgaben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  der Tragwerksplanung hinausgehen ( z.B. Konsistenz, Größtkorn, w/z-Wert,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Zementleimgehalt, Zusätze für reduzierte Hydratationswärme,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  ggf. sonstige Zusätze wie Flugasche nach Wahl des AN, Verzögerungen, etc.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Hinweis: Diese vom AN gewählte Zusammensetzung ist in die  entsprechende    Betonpos. einzukalkulieren,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- Betonierplan des AN mit Wahl der Arbeitsfugen und Angaben zur </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Fugenausbildung auf der Grundlage der Vorgaben des Tragwerkplaners,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- Definition des Nachbehandlungskonzepts nach Art und Dauer mit</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  ggf. erforderlichen Winterbaumaßnahmen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- Festlegung der Überwachung und Güteprüfung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  (Frisch- und Festbetonprüfungen, etc.,)</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">inkl. aller erf.. Abstimmungen mit dem Tragwerksplaner.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Planung des WU-Abdichtungssystems samt Ausbildung der </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Arbeits- und Dehnfugen ist durch den AN zu planen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und 14 Tage nach Auftragserteilung dem AG/ Tragwerksplaner in prüffähiger Form zu übergeben.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Hinweis:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Ausführung darf erst nach Freigabe durch den Tragwerksplaner erfolgen.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Abdichtungsplanung AN für WU-Bauteile, Stahlbeton</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095162" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="be990112-ba6a-4b6a-866e-add4b4fcf880">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Herstellen eines Betonelementes zur Bemusterung und Freigabe durch den AG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Flächengröße ca. 5 m2.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Ausführung als freistehende Wandelement d=15 cm, konstruktiv bewehrt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  im Außenbereich</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- geeigente Fundamentierung zur dauerhaften Standsicherheit</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- mit Rahmenschlaung in Sichtbetonqualität SB3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- zwei Seiten (großes Fläche + Stirnseite) aufgedoppelt mit Brettschalung b=8-12cm, Bretter gehobelt, stumpf gestoßen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- mit Kantenausbildungen mit Dreikantleistne b=3mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Abbruch und Zerkleinerung nach Freigabe durch den AG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  jedoch erst nach Fertigstellung der Betonarbeiten</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bemusterung Sichtbeton SB3 / Brettschalung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095163" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="0aef18f3-f8eb-46c3-bcc1-022bf338a55a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Überwachung des Einbaus von Beton </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der Überwachungsklasse 2 DIN 1045-3 durch eine anerkannte Prüfstelle.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Für die gesamte Leistungsdauer und Leistungsinhalt gem. den LV-Positionen.</span>
                            </p>
                            <p />
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Überwachung Betoneinbau Überwachungsklasse 2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095164" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>290.000</Qty>
                    <QU>m3</QU>
                    <Description ID="3da09785-9191-4b9f-b822-9b7b1cfccabf">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stahlbetonbauteile mit schlanker Dimensionierung bzw.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gem. statischen Erfordernis/ Vorgabe Tragwerksplaner mit erhöhter </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bewehrung,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bauteile/ Ortbetonpositionen wie in nachfolgenden Kapiteln</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">beschrieben,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für Ortbeton mit Größtkornbegrenzung D max.: 8 mm </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für unterschiedliche Bauteile, Betongüte, Expositionsklassen</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Ortbeton mit Größtkornbegrenzung Dmax.: 8 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095165" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>110.000</Qty>
                    <QU>m3</QU>
                    <Description ID="eefaef1b-1fef-4eed-8a01-32f2e21ba7aa">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stahlbetonbauteile mit schlanker Dimensionierung bzw.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gem. statischen Erfordernis/ Vorgabe Tragwerksplaner</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit erhöhter Bewehrung,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bauteile/ Ortbetonpositionen wie in nachfolgenden Kapiteln beschrieben,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für Ortbeton mit Größtkornbegrenzung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">D max.:  16 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für unterschiedliche Bauteile, Betongüte, Expositionsklassen</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Ortbeton mit Größtkornbegrenzung Dmax.: 16 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095166" RNoPart="02">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Gründung / Bodenplatte Aufzugsschacht</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3095167" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>17.000</Qty>
                    <QU>m2</QU>
                    <Description ID="8164b7ff-7fa9-4017-8240-43f262175346">
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                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Sauberkeitsschicht, Untergrund waagerecht, obere Betonfläche </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">waagerecht, als unbewehrter Beton, Normalbeton C 8/10 DIN EN 206-1, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DIN 1045-2, Expositionsklasse kein Korrosions- oder Angriffsrisiko X0, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicke 5 cm - 7 cm</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	KGD </span>
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                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Aufzug </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Sauberkeitsschicht C8/10 X0; d: 5 cm - 7 cm</span>
                              </p>
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                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095168" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>7.000</Qty>
                    <QU>m3</QU>
                    <Description ID="bc180566-7d0c-4a04-93de-fdf5c84ccb26">
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                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Bodenplatte, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Untergrund Sauberkeitsschicht über DSV - Dichtsohle </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Untergrund waagerecht, obere Betonfläche waagerecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 30/37 DIN EN 206-1, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte  Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklasse:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung    	    XC2, </span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure	   WF,  mit hohem </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">				   Wassereindringwiderstand</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Länge:			 ca.     4,55 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Breite:			 ca.     3,60 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Dicke Bodenplatte:	                      ca.     0,40 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK - Bodenplatte		 ca. -  3,45  m   ca. 384,23 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">UK - Bodenplatte		 ca. -  3,85  m   ca. 383,83 m NHN</span>
                            </p>
                            <p />
                            <p />
                            <p>
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                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.A - D.B  / Achse D.1 - D.2</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Bodenplatte Stb. C30/37; d: 40 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095169" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>12.000</Qty>
                    <QU>m3</QU>
                    <Description ID="280424b9-e8fb-43a9-a5da-d0be901f9578">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Aufkantung als Stahlbeton, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Normalbeton C 30/37 DIN EN 206-1, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte  Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklasse:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung    	    XC2, </span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure	   WF,  mit hohem </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">				   Wassereindringwiderstand</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Länge:			 ca.     4,55 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Breite:			 ca.     3,60 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Dicke Aufkantung:	                      ca.     0,60 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK - Einbindung Bestand	 	     . -  2,55  m         385,13 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK - Bodenplatte		       -  3,45  m         384,23 m NHN</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Folgende Leistungen, (in gesonderten Positionen) sind mit auszuführen:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Umlaufender Abbruch Bestandsbodenplatte b= ca. 1,0m Breite mit HDW </span>
                            </p>
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">-   </span>
                              <span style="background:#FFFFFF;">Herstellung Bodenplatte und Aufkantung in WU-Bauweise mit </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    Sauberkeitsschicht ca. 5-7cm und Negativschalung für Schachtseiten </span>
                            </p>
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">-   </span>
                              <span style="background:#FFFFFF;">Arbeitsfugen neuer Bauteile Fugenblech Pentaflex KB 167 oder gleichwertig </span>
                            </p>
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">-   </span>
                              <span style="background:#FFFFFF;">Anschluss an Bestandsbodenplatte mit Einbinden vorh. Bewehrung und </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    umlaufender verzahnter Fuge (HDW) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   umlaufender Einbau mehrfach verpressbarer Schläuche zur nachträglichen    </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">     Abdichtung der Arbeitsfugen </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.A - D.B  / Achse D.1 - D.2</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Aufkantung Aufzugsunterfahrt  Stb. C30/37; d: 60 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095170" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>19.000</Qty>
                    <QU>m3</QU>
                    <Description ID="5ebb906d-ddb2-42f8-87f8-ba988ed6d995">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für die Ausführung als WU - Beton entsprechend</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsplanung, Tragwerksplanung und WU-Konzept</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Nutzungsklasse A  der WU - Richtlinien.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Neben den Anforderungen, die sich aus den für das</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bauteil zutreffenden Expositionsklassen nach DIN EN</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">1992-1-1/NA ergeben, sind die Anforderungen an Beton</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit hohem Wassereindringwiderstand (WU-Beton) nach DIN</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">EN 206-1 und DIN 1045-2 einzuhalten (siehe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">WU-Richtlinie Absatz 7.1 (1)).</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.A - D.B  / Achse D.1 - D.2</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Zulage WU - Beton</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095171" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>m2</QU>
                    <Description ID="aab1c4a6-5713-40ff-ac8c-d138f8a5efd1">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Einhäuptige Randschalung für vorbeschriebene Aufkantung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalungshöhe:  60 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">inkl. ausschalen und abtransportieren.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.A - D.B  / Achse D.1 - D.2</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Randabschalung für Aufkantung Aufzugsunterfahrt;   h: 60 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095172" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>m2</QU>
                    <Description ID="ccb66d0b-dafd-4dc3-8bcf-dddcfd2c5d04">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bodenplatte mit abgezogenen Betonoberflächen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach ausreichendem Ansteifen des Betons</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">erforderlicher Abbinde-/ Bearbeitungszustand:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- Beton ist begehbar aber plastisch noch formbar,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  auf eine Glättfähigkeit des Beton, günstig Konsistenzklasse F3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  ist zu achten,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Flügelglätten der Betonoberfläche</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> zur Erzielung flächenfertige Oberfläche gem. DIN 18 20</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">1. Arbeitsgang</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  - Untergrundvorbereitung durch maschinelles Abscheiben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">     bis  zur Erzielung einer rauen Sandpapierstruktur.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">2. Arbeitsgang:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  - maschinelles Flügelglätten, bis  entstehende Oberfläche</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    nach mehreren Übergängen kellenglatt ist,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- inkl. Schutz vor zu schneller Austrocknung und Wärmeverlust des</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  Betons durch geeignete Nachbehandlung nach Erfordernis/ Wahl des</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  AN, z.B. Aufbringen einer Abdeckfolie o.ä.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Flügelglätten Betonoberflächen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095173" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>33.000</Qty>
                    <QU>m</QU>
                    <Description ID="2736b23c-16cc-4d0f-8ff4-7e7b0359e4e1">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellung verzahnte Arbeitsfugen im Sinne von Eurocode 2, Abschnitt 6.2.5,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">vertikal und horizontal,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit eingelegten Streckmetall an den Arbeitsfugen,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.A - D.B  / Achse D.1 - D.2</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Herstellung verzahnte Arbeitsfugen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095174" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>33.000</Qty>
                    <QU>m</QU>
                    <Description ID="5577bd46-ea1c-4758-93e4-b5f446134177">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Fugenbleche, Arbeitsfugenband,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Arbeitsfugen in Bodenplatten und Wänden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit durchlaufender Bewehrung, Stöße überlappt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Überlappungslänge mind. 50 mm, Fugen verzahnt abgeschalt, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Beanspruchung durch drückendes,  von außen und aufsteigendes Wasser,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Fuge der Beanspruchung zugewandt.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Fugenblech aus verzinktem Stahlblech, beidseitig beschichtet,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einbindetiefe 30 mm, inkl. allen erforderlichen  Eck-, T- und Kreuzungsstücken,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.A - D.B  / Achse D.1 - D.2</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Fugenbleche, Arbeitsfugenband</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095175" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>m</QU>
                    <Description ID="26231b57-6533-4619-9170-01f11e540891">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">in der Bodenplatte Aufzugsunterfahrt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bei Ausführung der HDW-Strahlarbeiten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">durch geeignete Holzeinhausung.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Incl. Rückbau und Entsorgung der Schutzbauteile </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Besonderer Schutz Fugenbleche</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095176" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>33.000</Qty>
                    <QU>m</QU>
                    <Description ID="9caf2da8-e9ee-4f84-8a23-f614f1abefe2">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bodenplatten, Deckenplatte, Wände aus Stahlbeton</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">wie beschrieben mit Arbeitsfugen gem. Vorgabe Tragwerksplaner,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Arbeitsfugen abdichten mit Injektionsschlauch,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mehrfach verpressbar.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.A - D.B  / Achse D.1 - D.2</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Arbeitsfuge abdichten mit Injektionsschlauch</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095177" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>9.000</Qty>
                    <QU>St</QU>
                    <Description ID="8cb81bc4-8c28-4725-850b-c5762ca4faa4">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Verpressen der vorgenannten Injektionsschläuche mit geeignetem</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verpressharz, nach Fertigstellung der Rohbauarbeiten.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">-  Verpresskreisläufe:			 bis 10 m Länge.</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">- Menge Verpressharz:			 20 kg</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Injektionsschläuche verpressen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095178" RNoPart="03">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Gründung / Bodenplatte  Pumpenschacht</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3095179" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>28.000</Qty>
                    <QU>m2</QU>
                    <Description ID="460eaf7b-741c-4290-b967-93dd5d919baa">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Sauberkeitsschicht, Untergrund waagerecht, obere Betonfläche </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">waagerecht, als unbewehrter Beton, Normalbeton C 8/10 DIN EN 206-1, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DIN 1045-2, Expositionsklasse kein Korrosions- oder Angriffsrisiko X0, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicke 5 cm, - 7 cm</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	KGD </span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Pumpenschacht</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D2_501-KGD I Schnitt D2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Sauberkeitsschicht C8/10 X0; d: 5 cm - 7 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095180" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>12.000</Qty>
                    <QU>m3</QU>
                    <Description ID="88481cd3-7bcc-41ba-a1d3-6217633e1a4b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Bodenplatte, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Untergrund Sauberkeitsschicht über DSV - Dichtsohle </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Untergrund waagerecht, obere Betonfläche waagerecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 30/37 DIN EN 206-1, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte  Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklasse:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung    	    XC2, </span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure	   WF,  mit hohem </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">				   Wassereindringwiderstand</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Länge:			 ca.     5,40 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Breite:			 ca.     5,10 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Dicke Bodenplatte:	                      ca.     0,40 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK - Bodenplatte		 ca. -  3,75  m   ca. 383,93 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">UK - Bodenplatte		 ca. -  4,15  m   ca. 383,53 m NHN</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Hebeanlage</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.C - D.D  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p />
                            <p>
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</image>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D2_501-KGD I Schnitt D2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Bodenplatte Stb. C30/37; d: 40 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095181" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>28.000</Qty>
                    <QU>m3</QU>
                    <Description ID="aaa7cefd-7e61-4434-a45f-04a1b3dcf42f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Aufkantung als Stahlbeton, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Normalbeton C 30/37 DIN EN 206-1, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte  Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklasse:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung    	    XC2, </span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure	   WF,  mit hohem </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">				   Wassereindringwiderstand</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Länge:			 ca.     5,40 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Breite:			 ca.     5,10 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Dicke Aufkantung:	                      ca.     0,60 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK - Einbindung Bestand	 	     . -  2,55  m         385,13 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK - Bodenplatte		       -  3,75  m         383,93 m NHN</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Folgende Leistungen, (in gesonderten Positionen) sind mit auszuführen:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Umlaufender Abbruch Bestandsbodenplatte b= ca. 1,0m Breite mit HDW </span>
                            </p>
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">-   </span>
                              <span style="background:#FFFFFF;">Herstellung Bodenplatte und Aufkantung in WU-Bauweise mit </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    Sauberkeitsschicht ca. 5-7cm und Negativschalung für Schachtseiten </span>
                            </p>
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">-   </span>
                              <span style="background:#FFFFFF;">Arbeitsfugen neuer Bauteile Fugenblech Pentaflex KB 167 oder gleichwertig </span>
                            </p>
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">-   </span>
                              <span style="background:#FFFFFF;">Anschluss an Bestandsbodenplatte mit Einbinden vorh. Bewehrung und </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    umlaufender verzahnter Fuge (HDW) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   umlaufender Einbau mehrfach verpressbarer Schläuche zur nachträglichen    </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">     Abdichtung der Arbeitsfugen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Umlaufende Anordnung Baustützen (Kl. B25) unter Bestandsunterzügen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    mit ggfs. Umsetzten während des Baufortschritts; </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Hebeanlage</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.C - D.D  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D2_501-KGD I Schnitt D2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Aufkantung Pumpenschacht Stb. C30/37; d: 60 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095182" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>26.000</Qty>
                    <QU>m2</QU>
                    <Description ID="c53ff26b-02ec-4ded-9228-71ddb6f5f9fc">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Einhäuptige Randschalung für vorbeschriebene Aufkantung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalungshöhe:  120 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">inkl. ausschalen und abtransportieren.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Hebeanlage</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		           Achse D.C - D.D  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D2_501-KGD I Schnitt D2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Randabschalung für Aufkantung Pumpenschacht,; h: 120 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095183" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>42.000</Qty>
                    <QU>m</QU>
                    <Description ID="85fbdd16-290f-40a8-89c8-f5399ae39659">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellung verzahnte Arbeitsfugen im Sinne von Eurocode 2, Abschnitt 6.2.5,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">vertikal und horizontal,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit eingelegten Streckmetall an den Arbeitsfugen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Abdichtung der Arbeitsfugen der Bodenplatte</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Betonierabschnitten ist durch den Tragwerksplaner </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ggf. Prüfingenieur genehmigen zu lassen.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Hebeanlage</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.C - D.D  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D2_501-KGD I Schnitt D2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnungseinheit:  Längenmaß  (m)</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Lieferung und Herstellung nach erfolgter Planung in fertiger Leistung</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Herstellung verzahnte Arbeitsfugen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095184" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>42.000</Qty>
                    <QU>m</QU>
                    <Description ID="d3a31fb5-fc61-45ac-ae7b-24849bc84f8f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Fugenbleche, Arbeitsfugenband,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Arbeitsfugen in Bodenplatten und Wänden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit durchlaufender Bewehrung, Stöße überlappt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Überlappungslänge mind. 50 mm, Fugen verzahnt abgeschalt, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Beanspruchung durch drückendes,  von außen und aufsteigendes Wasser,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Fuge der Beanspruchung zugewandt.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Fugenblech aus verzinktem Stahlblech, beidseitig beschichtet,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einbindetiefe 30 mm, inkl. allen erforderlichen  Eck-, T- und Kreuzungsstücken,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Hebeanlage</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.C - D.D  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D2_501-KGD I Schnitt D2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnungseinheit:  Längenmaß  (m)</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Lieferung und Herstellung nach erfolgter Planung in fertiger Leistung</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Fugenbleche, Arbeitsfugenband</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095185" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>42.000</Qty>
                    <QU>m</QU>
                    <Description ID="09f2431b-84fd-4bad-b011-b3e8a066d884">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bodenplatten, Deckenplatte, Wände aus Stahlbeton</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">wie beschrieben mit Arbeitsfugen gem. Vorgabe Tragwerksplaner,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Arbeitsfugen abdichten mit Injektionsschlauch,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mehrfach verpressbar.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Hebeanlage</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.C - D.D  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D2_501-KGD I Schnitt D2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnungseinheit:  Längenmaß  (m)</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Lieferung und Herstellung nach erfolgter Planung in fertiger Leistung</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Arbeitsfuge abdichten mit Injektionsschlauch</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095186" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>11.000</Qty>
                    <QU>St</QU>
                    <Description ID="7babaf85-6269-4ec5-9725-a03bc5adc1df">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Verpressen der vorgenannten Injektionsschläuche mit geeignetem</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verpressharz, nach Fertigstellung der Rohbauarbeiten.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">-  Verpresskreisläufe:			 bis 10 m Länge.</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">- Menge Verpressharz:			 20 kg</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Injektionsschläuche verpressen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095187" RNoPart="04">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Lüftungsschacht</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3095188" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>m3</QU>
                    <Description ID="8944114b-f902-456c-8442-9c06aaf2abe5">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Zu Vorbereitung Herstellung Lüftungsschacht abfräsen des </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DSV-Injektionsvorwuchs planeben für Bodenplatte, mit erhöhter Genauigkeit, Toleranz +/- 3 cm auf 5 m,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschl. Abtransport und fachgerechter Entsorgung des Abbruchmaterials.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Länge:			 ca.     3,15 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Breite:			 ca.     1,45 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK -  DSV Dichtsohle		 ca. -  1,37  m   ca. 386,31 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK - Schachtsohle		 ca. -  1,12  m   ca. 386,56 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">OK - Bodenplatte Bestand	 ca. -  2,55  m   ca. 385,13 m NHN</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Lüftungsschacht</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D1_501-KGD I Schnitt D1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Abfräsen DSV-Säule, Lüftungsschacht</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095189" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m2</QU>
                    <Description ID="1f3744ba-b09c-484e-9f52-3b4da07eaa86">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Sauberkeitsschicht, Untergrund waagerecht, obere Betonfläche </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">waagerecht, als unbewehrter Beton, Normalbeton C 8/10 DIN EN 206-1, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DIN 1045-2, Expositionsklasse kein Korrosions- oder Angriffsrisiko X0, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicke 5 cm, - 7 cm</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	KGD </span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Lüftungsschacht</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D1_501-KGD I Schnitt D1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Sauberkeitsschicht C8/10 X0; d: 5 cm - 7 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095190" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m2</QU>
                    <Description ID="7187caf5-8ddd-4a13-9a0e-34902da7b4e6">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Bodenplatte über HDI - Säule</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Untergrund waagerecht, obere Betonfläche waagerecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 30/37 DIN EN 206-1, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte  Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklasse:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung    	    XC2, </span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure	   WF,  mit hohem </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">				   Wassereindringwiderstand</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Oberfläche nach dem aushärten überschliffen, geeignet für das Aufbringen einer Beschichtung.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Länge:			 ca.     3,15 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Breite:			 ca.     1,45 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Dicke Bodenplatte:	                      ca.     0,25 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK - Bodenplatte		 ca. -  1,12  m   ca. 386,56 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">UK - Bodenplatte		 ca. -  1,37  m   ca. 386,31 m NHN</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Lüftungsschacht</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p />
                            <p>
                              <image width="213" 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</image>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D1_501-KGD I Schnitt D1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Bodenplatte Stb. C30/37; d: 25 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095191" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m2</QU>
                    <Description ID="6e83ae17-ee5c-4407-9a38-4604b8eed213">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Schachtwände des vorbeschriebenen Lüftungsschachtes</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 30/37 DIN EN 206-1, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte  Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklasse:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung    	    XC2, </span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure	   WF,  mit hohem </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">				   Wassereindringwiderstand</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Innenseitige Oberfläche nach dem aushärten überschliffen, geeignet für das Aufbringen einer Beschichtung.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Länge:			 ca.     3,15 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Breite:			 ca.     1,45 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Dicke Bodenplatte + Wände:	 ca.     0,25 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Dicke Schachtdecke:		 ca.     0,18 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK - Schachtdecke		 ca. -  0,27  m   ca. 387,41 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK - Schachtwand		 ca. -  0,45  m   ca. 387,23 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK - Bodenplatte		 ca. -  1,12  m   ca. 386,56 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">UK - Bodenplatte		 ca. -  1,37  m   ca. 386,31 m NHN</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Lüftungsschacht</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <image width="188" 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</image>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D1_501-KGD I Schnitt D1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Schachtwände Lüftungsschacht Stb. C30/37; d: 25 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095192" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>7.000</Qty>
                    <QU>m2</QU>
                    <Description ID="9f22bc78-9992-4dd7-bfe9-d793493500db">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung Schachtwände inkl. Randschalung Bodenplatte und Decke</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Außenwand, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalungshaut geeignet für sichtbar bleibende Betonflächen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit normalen Anforderungen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Klasse SB 2 gemäß DBV-Merkblatt "Sichtbeton", Ausgabe August 2004,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Rahmenschalung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalhautstöße stumpf mit zusätzlichem Dichtungsband,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Stöße geordnet,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Hüllrohr aus Faserzement,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verschluss der Ankerstellen durch Verspachtelung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ankerstellen zurück gesetzt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bauteilhöhe über 1 bis 2 m,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Länge:			 ca.     3,15 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Breite:			 ca.     1,45 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Dicke Bodenplatte + Wände:	 ca.     0,25 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Dicke Schachtdecke:		 ca.     0,18 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK - Schachtdecke		 ca. -  0,27  m   ca. 387,41 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK - Schachtwand		 ca. -  0,45  m   ca. 387,23 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK - Bodenplatte		 ca. -  1,12  m   ca. 386,56 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">UK - Bodenplatte		 ca. -  1,37  m   ca. 386,31 m NHN</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Lüftungsschacht</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D1_501-KGD I Schnitt D1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Schachtwände als Außenwand SB2; h: 2 m</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095193" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m2</QU>
                    <Description ID="0a3fe370-f80f-4143-84bc-b01352e8f2c4">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Schachtdecke des vorbeschriebenen Lüftungsschachtes</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit verlorener Schalung nach Wahl des AN, als Stahlbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Normalbeton C 30/37 DIN EN 206-1, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte  Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklasse:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung    	    XC2, </span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure	   WF,  mit hohem </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">				   Wassereindringwiderstand</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Unterseitige Oberfläche nach dem aushärten überschliffen, geeignet für das Aufbringen einer Beschichtung.</span>
                            </p>
                            <p />
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Länge:			 ca.     3,15 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Breite:			 ca.     1,45 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Dicke Bodenplatte + Wände:	 ca.     0,25 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Dicke Schachtdecke:		 ca.     0,18 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK - Schachtdecke		 ca. -  0,27  m   ca. 387,41 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK - Schachtwand		 ca. -  0,45  m   ca. 387,23 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK - Bodenplatte		 ca. -  1,12  m   ca. 386,56 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">UK - Bodenplatte		 ca. -  1,37  m   ca. 386,31 m NHN</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Lüftungsschacht</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D1_501-KGD I Schnitt D1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Schachtdecke Lüftungsschacht Stb. C30/37; d: 18 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095194" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.500</Qty>
                    <QU>m2</QU>
                    <Description ID="ddec194e-fe16-43f7-8fd0-20531762dfb5">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung Schachtdecke </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalungshaut geeignet für sichtbar bleibende Betonflächen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit normalen Anforderungen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Klasse SB 2 gemäß DBV-Merkblatt "Sichtbeton", Ausgabe August 2004,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Holzschalung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bauteilhöhe 0,7 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abmessung zwischen den Schachtwänden: 1,20 x 2,65 m.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Erschwerter Ausbau der Schalung durch die Kernbohröffnungen und durch die Wandöffnungen in der Bestandsaußenwand.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Lüftungsschacht</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D1_501-KGD I Schnitt D1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Schachtdecke als Außendecke SB2; h:  0,7 m</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095195" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>8.000</Qty>
                    <QU>m</QU>
                    <Description ID="137a27e8-d737-4b06-9952-c07bb7fa868f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Aufrauhen der Anschlußflächen der Bestandswand.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Bereich der neu anzuschließenden Betonbauteile,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Herstellung verzahnte Arbeitsfugen im Sinne von Eurocode 2, Abschnitt 6.2.5,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">vertikal, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Breite 18 - 25 cm.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Lüftungsschacht</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D1_501-KGD I Schnitt D1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Aufrauen von Anschlußfugen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095196" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>13.000</Qty>
                    <QU>m</QU>
                    <Description ID="dc5b583a-9db3-4031-ae25-a707bbf49295">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Fugenbleche, Arbeitsfugenband,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Arbeitsfugen in Bodenplatten, Wänden, Decken, auf</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">durchlaufender Bewehrung, Stöße überlappt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Überlappungslänge mind. 50 mm, Fugen verzahnt abgeschalt, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Beanspruchung durch drückendes,  von außen und aufsteigendes Wasser,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Fuge der Beanspruchung zugewandt.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Fugenblech aus verzinktem Stahlblech, beidseitig beschichtet,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einbindetiefe 30 mm, inkl. allen erforderlichen  Eck-, T- und Kreuzungsstücken,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Lüftungsschacht</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D1_501-KGD I Schnitt D1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Fugenbleche, Arbeitsfugenband</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095197" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>8.000</Qty>
                    <QU>m</QU>
                    <Description ID="a0c189d3-9ac0-472b-88ac-8d440a1b3737">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bodenplatten, Deckenplatte,. Wände aus Stahlbeton</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">wie beschrieben mit Arbeitsfugen gem. Vorgabe Tragwerksplaner,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Arbeitsfugen abdichten mit Injektionsschlauch,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mehrfach verpressbar.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Lüftungsschacht</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D1_501-KGD I Schnitt D1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Arbeitsfuge abdichten mit Injektionsschlauch</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095198" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>St</QU>
                    <Description ID="632c10c5-e1d4-49b4-a97c-068627938796">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Verpressen der vorgenannten Injektionsschläuche mit geeignetem</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verpressharz. </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">-  Verpresskreisläufe:			 bis 10 m Länge.</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">- Menge Verpressharz:			 20 kg</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">liefern und verpressen in fertiger Leistung</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Injektionsschläuche verpressen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095199" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>St</QU>
                    <Description ID="6ea21f9c-a77a-4e8b-8180-ab3606af5158">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von runden Deckendurchbrüchen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in neu zu betonierender Schachtdecke,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">d=600-700 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Deckenstärke 18 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">durch einlegen geeigneter Schalungskörper beim Betonieren.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Lüftungsschacht</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <image width="271" 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</image>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D1_501-KGD I Schnitt D1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnungseinheit: erforderliche Bohrlänge  (cm)</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung gemäß Planung / Statik Schal- und Positionspläne</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in fertiger Leistung </span>
                            </p>
                            <p />
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Aussparungen Ø  601 mm - 700 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095200" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>St</QU>
                    <Description ID="ccb154c6-5acd-4331-b993-c8de0f53f4c8">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Wanddurchbrüche für Lüftungsinstallation in Bestandswand herstellen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Größe 62 * 62 cm, Wanddicke 55 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">wie folgt:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Herstellen von Kernbohrungen, überlappend, Große nach Wahl des AN</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Nachstemmen der Leibungsflächen umlaufend, ca. 2 cm größer als Durchbruchsgröße</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Abtrennen der vorhandenen Wandbewehrung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Zementputz d=2cm in den Leibungsflächen umlaufend,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  mit Kantenausbildung innen und außen</span>
                            </p>
                            <p />
                            <p />
                            <p>
                              <image width="270" 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</image>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Lüftungsschacht</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D1_501-KGD I Schnitt D1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Wandöffnungen herstellen in Stb. - Wand; 62 cm x 62 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095201" RNoPart="05">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Gründung / Bodenplatte Einbringöffnung</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3095202" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>m3</QU>
                    <Description ID="3cf11da5-ecae-45e7-ba66-8f472fbab9de">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Magerbetonkeil zur Stabilisierung Erdreich als Ortbeton C 25/30</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">(Vorderkante = VK Lichtschacht/Öffnung) liefern und herstellen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Grundfläche über 1 bis 2 m2,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Untergrund waagerecht, als unbewehrter Beton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Normalbeton C 25 / 30 DIN EN 206, DIN 1045-2,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung  XC2,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure          WF,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Länge:			 ca.     1,00 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Breite:			 ca.      0,50 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Höhe:	                    		  ca.     0,55 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK - Bodenplatte		 ca. -  2,30  m   ca. 385,38 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">UK - Bodenplatte		 ca. -  2,45  m   ca. 385,23 m NHN</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Einbringöffnung</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.7  / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p />
                            <p>
                              <image width="236" 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</image>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	  KGD</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Untergeschoss</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;"> 	  Achse  D.7 / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr.     </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_502_a</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Magerbetonkeil C25/30</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095203" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>18.000</Qty>
                    <QU>m2</QU>
                    <Description ID="57c9a7cb-a8c1-4b29-ac8a-8921a8556d1e">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Sauberkeitsschicht, Untergrund waagerecht, obere Betonfläche </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">waagerecht, als unbewehrter Beton, Normalbeton C 8/10 DIN EN 206-1, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DIN 1045-2, Expositionsklasse kein Korrosions- oder Angriffsrisiko X0, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicke 5 cm, - 7 cm</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - Einbringöffnung</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.7  / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_UG_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_502_a</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Sauberkeitsschicht C8/10 X0; d: 5 cm - 7 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095204" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>18.000</Qty>
                    <QU>m2</QU>
                    <Description ID="16edacaf-875f-40a7-8ba5-39bc8b6f2cad">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Bodenplatte, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Untergrund Sauberkeitsschicht über DSV - Dichtsohle </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Untergrund waagerecht, obere Betonfläche waagerecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 25/30 DIN EN 206-1, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte  Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklasse:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung    	    XC2, </span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure	    WF,  </span>
                            </p>
                            <p />
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">Höhenangaben bezogen auf FFB EG  +/- 0,00 m = 387,68  m NHN</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Länge:			 ca.     5,40 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Breite:			 ca.     3,30 m</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Dicke Bodenplatte:	                      ca.     0,15 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK - Bodenplatte		 ca. -  2,30  m   ca. 385,38 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">UK - Bodenplatte		 ca. -  2,45  m   ca. 385,23 m NHN</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	  KGD</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Untergeschoss Einbringöffnung</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;"> 	  Achse  D.7 / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr.     </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_502_a</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Bodenplatte Stb. C25/30; d: 15 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095205" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>m2</QU>
                    <Description ID="81cdbf1e-6cd1-4d5a-b5d4-95846ceafd37">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Einhäuptige Randschalung für vorbeschriebene Aufkantung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalungshöhe:  15 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">inkl. ausschalen und abtransportieren.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	  KGD</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Untergeschoss Einbringöffnung</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;"> 	  Achse  D.7 / Achse D.E - D.F</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr.     </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_PO_XX_502_a</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Randschalung für Bodenplatte; h: 15 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095206" RNoPart="06">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Aufzugsschacht</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Remark ID="GW_3095207">
                    <Description ID="ce2dcca2-b51b-415f-b62e-d1d2fdfa623f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- Abbruch Bestandsdecken geschossweise entsprechend Baufortschritt </span>
                            </p>
                            <p style="margin-bottom:1pt;">
                              <span style="background:#FFFFFF;">  von unten nach oben; </span>
                            </p>
                            <p style="margin-bottom:1pt;">
                              <span style="background:#FFFFFF;">- Bauhilfsabstützung freier Deckenränder / Unterzüge in Folge Abbruch</span>
                            </p>
                            <p style="margin-bottom:1pt;">
                              <span style="background:#FFFFFF;">   Bestandsdecken </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Betonage Wände und Schachtdecke im 1.OG mittels Pumpe; </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  keine Betonieröffnungen in Dachdecke vorh.! </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die vorbeschriebenen Hinweise sind mit in die Einheitspreise </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einzukalkulieren. Es bestehen für ggf. entstehende Unterbrechungen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">aufgrund beschriebenen Gegebenheiten keine Ansprüche auf zusätzliche</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Vergütung.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Hinweis:</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Remark>
                  <Item ID="GW_3095208" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>m3</QU>
                    <Description ID="48cd75db-e131-4a5e-b618-bd10e6b5a035">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Schachtwände als Innenwand</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">obere Betonfläche waagerecht als Stahlbeton, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Normalbeton C 25/30 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Wanddicke:			  	20,0 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Wandoberfläche:			SB2 </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">				</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Aufzugsschacht mit lichter Innenabmessung</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Länge:			 	2,65 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Breite:				1,70 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">für Lüftungsschacht</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Länge:			 	2,65 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Breite:				0,65 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Rohbaumaß:</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Länge:				  ca.  2,75  m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Breite:				  ca.  3,05  m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK -  Schachtwände		 ca.+  7,20 m    ca. 394,88 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">UK -  Schachtwände     		 ca. -  2,55  m   ca. 385,13 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">OK - Bodenplatte = OK Unterfahrt  	 ca. -  3,45  m   ca. 384,23 m NHN</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Sichtbeton, mit geringen Anforderungen, Klasse SB 1 gemäß </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DBV -Merkblatt, Ausgabe Juni 2015</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aufzugsschachtwände sind mit erhöhter Rohbautoleranz mit maximal zulässiger Abweichung der Lotrechten +/- 10 mm und Einhaltung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">absoluter Winkligkeit auf die gesamte Schachthöhe herzustellen. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dies ist durch Protokoll eines Vermessers nachzuweisen. </span>
                            </p>
                            <p />
                            <p>
                              <image width="169" 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</image>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Alle Geschosse - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.A - D.B  / Achse D.1 - D.2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Schachtwand; Stb. C25/30; SB 1; d: 20 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095209" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>208.000</Qty>
                    <QU>m2</QU>
                    <Description ID="dd4209ea-fefb-45d4-a5d7-d8ce2930e1e6">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung Schachtwände,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalungshaut geeignet für sichtbar bleibende Betonflächen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit geringen Anforderungen, Klasse SB 1 gemäß DBV-Merkblatt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">"Sichtbeton", Ausgabe Juni 2015, als Rahmenschalung,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Rohbaumaß:</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Länge:				  ca.  2,75  m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Breite:				  ca.  3,05  m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Wanddicke:				         20,0  cm</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK -  Schachtwände		 ca.+  7,20 m    ca. 394,88 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">UK -  Schachtwände     		 ca. -  2,55  m   ca. 385,13 m NHN</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Alle Geschosse - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.A - D.B  / Achse D.1 - D.2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Aufzugsschachtwände</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095210" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>208.000</Qty>
                    <QU>m2</QU>
                    <Description ID="c6bc5e52-0353-424f-b935-84c948780718">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis Wände als Aufzugsschachtwände</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">zu vorbeschriebenen Wänden UG - 1.OG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für die Ausführung als Aufzugsschachtwände mit erhöhten Anforderungen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">für Aufzugsschacht mit lichter Innenabmessung</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Länge:			 	       2,65   m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Breite:				       1,70   m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Gesamt-Wandhöhe:			 ca. 9,75   m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aufzugsschachtwände sind mit erhöhter Rohbautoleranz mit maximal zulässiger Abweichung der Lotrechten +/- 10 mm und Einhaltung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">absoluter Winkligkeit auf die gesamte Schachthöhe herzustellen. Dies ist durch Protokoll eines Vermessers nachzuweisen. </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis Wände als Aufzugsschachtwände</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095211" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>208.000</Qty>
                    <QU>m2</QU>
                    <Description ID="c6bfb411-ff96-4c5f-983f-9580ec8f66b7">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Wände wie beschrieben, jedoch Mehrpreis für </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">die Ausführung als F 90 - / Brandwand; d: 20 cm;</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ankerausbildung und -verschluss der Spannstellen gemäß Planung</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- verbleibenden Hohlraum vollständig mit Spezialquellmörtel 3/25  verfüllen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Wanddicke d: 20 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Wandkennzeichnung  F90</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Ausführung als F90- / Brandwand; d: 20 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095212" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>St</QU>
                    <Description ID="83baf5bc-6f5f-49d5-b2f3-be6f2403e74d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen Türöffnung, dreiseitig,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Aufzugsschachtwände  mit SB 2 Oberfläche wie beschrieben,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Wanddicke:			20cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Breite:			1,18   m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Höhe:			2,16 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">inkl. Schalung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Leibungsflächen mit Sichtbetonanforderung SB 2</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Alle Geschosse - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.A - D.B  / Achse D.1 - D.2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Türöffnungen in Aufzugsschachtwände; d: 20 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095213" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>St</QU>
                    <Description ID="cfc33781-7ac5-42f6-b71b-5fbccd29b23e">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Türöffnungen der vorbeschriebenen Position.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für Schalung Türöffnung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit erhöhten Toleranzanforderungen gemäß Planung,</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis Türöffnungen mit erhöhten Toleranzen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095214" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>7.000</Qty>
                    <QU>m2</QU>
                    <Description ID="061132b0-7a33-4e98-ad62-fe6e86ea01c1">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Deckenplatte Aufzugsschacht</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">obere Betonfläche waagerecht entsprechend Planung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 25/30 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">für Aufzugsschacht mit lichter Innenabmessung</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Länge:			 	2,65 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Breite:				1,70 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Dicke:				0,20 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">OK -  Decke		 	ca.+  7,40 m    ca. 395,08 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">UK -  Decke    		ca.+  7,20  m   ca. 394,88 m NHN</span>
                            </p>
                            <p />
                            <p />
                            <p />
                            <p>
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</image>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Sichtbeton, mit geringen Anforderungen, Klasse SB 1 gemäß </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DBV -Merkblatt, Ausgabe Juni 2015</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aufzugsbauteile sind mit erhöhter Rohbautoleranz mit maximal zulässiger Abweichung der Lotrechten +/- 10 mm und Einhaltung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">absoluter Winkligkeit auf die gesamte Schachthöhe herzustellen. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dies ist durch Protokoll eines Vermessers nachzuweisen. </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		1. Obergeschoss - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.A - D.B  / Achse D.1 - D.2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Deckenplatte; Stb. C25/30; d: 20 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095215" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>7.000</Qty>
                    <QU>m2</QU>
                    <Description ID="ab977d7e-6245-47a6-ac63-92b018060c62">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung zu vorbeschriebener Deckenplatte,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sichtbetonklasse SB 1 entsprechend Planung gemäß </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DBV-Merkblatt " Sichtbeton" Ausgabe Juni 2015, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Höhe der Betonunterseite bis + 7,40 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Deckendicke ca  20 cm</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		1. Obergeschoss - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.A - D.B  / Achse D.1 - D.2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Deckenplatte</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095216" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>11.000</Qty>
                    <QU>m</QU>
                    <Description ID="de222b2c-2f34-4a03-a9ea-cd1061e5d337">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung Deckenplatte als Randschalung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalungshöhe über 10 cm bis 30 cm, mit geordneten Stößen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführung gemäß Zeichnung im EG</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Deckenplatte als Randschalung  h: 10 cm - 30 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095217" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>7.000</Qty>
                    <QU>m</QU>
                    <Description ID="312571c7-6a9d-4bac-a489-2f06b422da93">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vorbeschriebenen Aufzugsschacht geschossweise im Rahmen des</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bauablauf in vorhandene Bestandsdecke gemäß Tragwerksplanung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in fertiger Leistung einbinden</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">OK -  Einbindung EG Decke	 ca.+  3,45 m    ca. 388,13 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">UK -  Einbindung EG Decke	 ca.+  3,00 m    ca. 390,68 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">OK -  Einbindung UG Decke	 ca.+  0,19  m   ca. 387,87 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">UK -  Einbindung UG Decke	 ca. -  0,30  m   ca. 387,38 m NHN</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Folgende Leistungen, (in gesonderten Positionen) sind mit auszuführen:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Abbruch Bestandsdecken geschossweise entsprechend Baufortschritt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    von unten nach oben </span>
                            </p>
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;"> *  Decke über UG kann erst nach dem Betonieren der Bodenplatte</span>
                            </p>
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">        abgebrochen werden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Abbruch Decke über UG und Unterzug mit Hochdruckwasserstrahl</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    (HDW) in oberer Deckenhälfte; vorhandene Bewehrung in Decke und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    Unterzug erhalten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bauhilfsabstützung freier Deckenränder / Unterzüge infolge Abbruch </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    Bestandsdecken </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   obere Bewehrungslage wird in Wand und Unterzug eingespannt (übergeführt)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Anschluss an vorhandene Deckenplatte mit Einbinden vorh. Bewehrung</span>
                            </p>
                            <p>
                              <span style="font-family:Times New Roman;font-size:12pt;background:#FFFFFF;">-  </span>
                              <span style="background:#FFFFFF;">Betonage mit Betongüte &gt; / =  C20/25 </span>
                            </p>
                            <p />
                            <p />
                            <p>
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</image>
                            </p>
                            <p />
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Alle Geschosse - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.A - D.B  / Achse D.1 - D.2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Einbindung Aufzugsschacht in Bestandsdecke</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095218" RNoPart="07">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Decken / Unter- / Überzüge</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3095219" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>St</QU>
                    <Description ID="0b0ed609-f705-41f3-b990-6b345decabd2">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bestehende Durchbrüche in Stahlbetondecke d=15cm verkleinern</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nachfolgende Arbeiten sind in dieser Leistung mit auszuführen und in </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den EP einzurechnen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Fugenbereich mit rauer Oberfläche nach EC2 (Leibung) ausbilden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  konstruktiver, kreuzweiser Bewehrungsanschluss auf der Innen- und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Außenseite mit Injektionsmörtel nach Allgemein bauaufsichtlicher Zulassung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   (abZ) einkleben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonage mit C30/37 XC2 </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inklusive ein- und ausschalen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Lage und Geometrie nach Ausführungsplanung Architekt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   *  Abmessungen:   DD 45 cm / 45 cm verkleinern auf  45 cm / 15 cm</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">	             DD 40 cm / 50 cm  verkleinern auf  45 cm / 15 cm</span>
                            </p>
                            <p />
                            <p>
                              <image width="195" 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                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss - KGD</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
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                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Verkleinern von vorhandenen Durchbrüchen 45/45 und 40/50</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
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                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>St</QU>
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                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bestehende Durchbrüche in Stahlbetondachdecke d=11cm verkleinern</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nachfolgende Arbeiten sind in dieser Leistung mit auszuführen und in </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den EP einzurechnen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Fugenbereich mit rauer Oberfläche nach EC2 (Leibung) ausbilden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  konstruktiver, kreuzweiser Bewehrungsanschluss auf der Innen- und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Außenseite mit Injektionsmörtel nach Allgemein bauaufsichtlicher Zulassung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   (abZ) einkleben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonage mit C30/37 XC2 </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inklusive ein- und ausschalen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Lage und Geometrie nach Ausführungsplanung Architekt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   *  Abmessungen:   DD 82 cm / 145 cm verkleinern auf  82 cm / 80 cm</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">	             </span>
                            </p>
                            <p />
                            <p>
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</image>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: 2.OG - KGD</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss 2.OG - Baumeister I 1_50</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Verkleinern von vorhandenem Durchbruch 82/145 (Dachausstieg)</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095221" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>8.000</Qty>
                    <QU>St</QU>
                    <Description ID="759da9bc-9339-489b-8989-f1a9a4bda7d3">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bestehende Durchbrüche in Stahlbetondecke d=15cm schließen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nachfolgende Arbeiten sind in dieser Leistung mit auszuführen und in </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den EP einzurechnen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Fugenbereich mit rauer Oberfläche nach EC2 (Leibung) ausbilden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  konstruktiver, kreuzweiser Bewehrungsanschluss auf der Innen- und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Außenseite mit Injektionsmörtel nach Allgemein bauaufsichtlicher Zulassung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   (abZ) einkleben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonage mit C20/25  XC1 </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inklusive ein- und ausschalen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Lage und Geometrie nach Ausführungsplanung Architekt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   *  Abmessungen:   DD 45 cm / 45 cm verkleinern   auf  45 cm / 15 cm</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">	             DD 45 cm / 45 cm  verkleinern auf  30cm / 30 cm</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		    Erdgeschoss - KGD</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			1. Obergeschoss - KGD</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGD I Grundriss EG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_504-KGD I Grundriss 1.OG - Baumeister I 1_50</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Verkleinern von vorhandenen Durchbrüchen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095222" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>St</QU>
                    <Description ID="e0b32108-b9a8-433b-b10a-2d15dbc805e2">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bestehende Durchbrüche in Stahlbetondecke d=15cm schließen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nachfolgende Arbeiten sind in dieser Leistung mit auszuführen und in </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den EP einzurechnen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Fugenbereich mit rauer Oberfläche nach EC2 (Leibung) ausbilden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  konstruktiver, kreuzweiser Bewehrungsanschluss auf der Innen- und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Außenseite mit Injektionsmörtel nach Allgemein bauaufsichtlicher Zulassung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   (abZ) einkleben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonage mit C30/37 XC2 </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inklusive ein- und ausschalen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Lage und Geometrie nach Ausführungsplanung Architekt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   *  Abmessungen:   DD 45 cm / 45 cm </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		    Erdgeschoss - KGD</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			1. Obergeschoss - KGD</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGD I Grundriss EG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_504-KGD I Grundriss 1.OG - Baumeister I 1_50</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schließen von vorhandenen Durchbrüchen 45/45 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095223" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>St</QU>
                    <Description ID="fc404a04-18e6-4150-ac72-8470ae7ec919">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">wie vorher beschrieben, jedoch</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen:   DD 30 cm / 80 cm </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schließen von vorhandenen Durchbrüchen 30/80 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095224" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>30.000</Qty>
                    <QU>St</QU>
                    <Description ID="f1ed0161-36d6-49b0-bd7e-cbd8e4b2fb3a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">wie vorher beschrieben, jedoch</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen:   DD 20 cm / 20 cm </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schließen von vorhandenen Durchbrüchen 20/20 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095225" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="30e19f40-c800-42de-b23b-7679e0a7121e">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bestehende Durchbrüche in Stahlbetondecke d=15cm schließen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nachfolgende Arbeiten sind in dieser Leistung mit auszuführen und in </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den EP einzurechnen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Fugenbereich mit rauer Oberfläche nach EC2 (Leibung) ausbilden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  konstruktiver, kreuzweiser Bewehrungsanschluss auf der Innen- und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Außenseite mit Injektionsmörtel nach Allgemein bauaufsichtlicher Zulassung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   (abZ) einkleben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonage mit C30/37 XC2 </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inklusive ein- und ausschalen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Lage und Geometrie</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   *  Abmessungen:   Rund, Durchmesser 60 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: Untergeschoss - KGD</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schließen von vorhandenen Durchbrüchen, rund 600mm,  t=15cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095226" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="9fbb4567-c158-4340-843f-499919f061de">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bestehende Durchbrüche in Stahlbetondecke d=25cm schließen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nachfolgende Arbeiten sind in dieser Leistung mit auszuführen und in </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den EP einzurechnen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Fugenbereich mit rauer Oberfläche nach EC2 (Leibung) ausbilden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  konstruktiver, kreuzweiser Bewehrungsanschluss auf der Innen- und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Außenseite mit Injektionsmörtel nach Allgemein bauaufsichtlicher Zulassung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   (abZ) einkleben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonage mit C30/37 XC2 </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inklusive ein- und ausschalen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   in glatter Sichtbetonschalung gem. Bestand</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Lage und Geometrie</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   *  Abmessungen:   Rund, Durchmesser 60 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: Erdgeschoss - KGD</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGD I Grundriss EG - Baumeister I 1_50</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schließen von vorhandenen Durchbrüchen, rund 600mm,  d=25cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095227" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>0.500</Qty>
                    <QU>m3</QU>
                    <Description ID="9ba2b270-c435-46a3-9916-94a73cd7756c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Konsole, als Stahlbeton, Normalbeton C 25/30 DIN EN 206, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DIN 1045-2, Betonflächen eben als Stahlbeton, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Normalbeton C 25/30 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Oberfläche:  			SB2</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Querschnitt b/h:		                  20 cm / 80 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Einbauhöhe UK:		                 ca.   + 1,97  m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Einbaulänge:		                 ca.      1,50  m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Anzahl:				            2  St.</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Geschoss:                   			              EG </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm 160mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss						Achse D.F - D.G  / Achse D.2 - D.3</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.F - D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGD_Detail_Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Konsole, Stb. C25/30;  b/h: 20 cm / 80 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095228" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>m2</QU>
                    <Description ID="c3d9ade8-d61d-4366-9c88-325869288ae4">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung zu vorbeschriebener Konsole,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">b/h = 0,2/0,8 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einseitig an Bestandswand anbetoniert,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sichtbetonklasse SB 2 entsprechend Planung gemäß </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DBV-Merkblatt " Sichtbeton" Ausgabe Juni 2015, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalhautstöße stumpf mit zusätzlichem Dichtungsband, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit geordneten Stößen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalhöhe bis 5,5 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich: Erdgeschoss					Achse D.F - D.G  / Achse D.2 - D.3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Achse D.F - D.G  / Achse D.5 - D.6</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Konsole</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095229" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="aa9b5b51-e43e-46d4-8123-127a36d5c839">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Auflager für vorbeschriebene Positionen schaffen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Natursteinwand,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">b/h=0,2/0,8m, t=10 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Naturstein umlaufend auf tiefe 10 cm einschneiden und anschließend ausstemmen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Einbau Unterzüge schließen in fertiger Leistung</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Auflager für Unterzüge</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095230" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>m2</QU>
                    <Description ID="8db4cee6-eaf9-46af-b444-af945b011fde">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Geschoßdecken über UG nach Abbruch Treppenanlage analog Bestand</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">entsprechend Tragwerksplanung verkleinern in fertiger Leistung</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Deckenplatte im Treppenhaus</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">obere Betonfläche waagerecht,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 25/30 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Sichtbetonklasse SB2  entsprechend Planung gemäß DBV-Merkblatt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> " Sichtbeton"  Ausgabe Juni 2015, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Länge: 3,80 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Breite: 0,75 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicke: 0,15 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">UK -  Decke		 	ca.+  3,00 m    ca. 390,68 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">UK -  Decke    		ca.+  2,65  m   ca. 390,33 m NHN</span>
                            </p>
                            <p />
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nachfolgende Arbeiten sind in dieser Leistung mit auszuführen und in </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den EP einzurechnen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Fugenbereich mit rauer Oberfläche nach EC2 (Leibung) ausbilden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  konstruktiver, kreuzweiser Bewehrungsanschluss auf der Innen- und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Außenseite mit Injektionsmörtel nach Allgemein bauaufsichtlicher Zulassung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   (abZ) einkleben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ober- und Unterseite schräg analog Bestand</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Lage und Geometrie nach Ausführungsplanung Architekt</span>
                            </p>
                            <p />
                            <p>
                              <image width="315" 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</image>
                            </p>
                            <p />
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm 160mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss						Achse D.F - D.G  / Achse D.2 - D.3</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.F - D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGD I Grundriss EG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGD_Detail_Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Deckenplatte über UG verkleinern</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095231" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>7.000</Qty>
                    <QU>m2</QU>
                    <Description ID="3f81cb2c-2dda-416e-9bf3-0dae4d3ea87b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung zu vorbeschriebener Deckenplatte, incl. Randaufkantung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sichtbetonklasse SB 2 entsprechend Planung gemäß </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DBV-Merkblatt " Sichtbeton" Ausgabe Juni 2015, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalhautstöße stumpf mit zusätzlichem Dichtungsband, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit geordneten Stößen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalhöhe bis 3,0 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm 160mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss						Achse D.F - D.G  / Achse D.2 - D.3</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.F - D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGD I Grundriss EG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGD_Detail_Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Deckenplatte über UG</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095232" RNoPart="014">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>m2</QU>
                    <Description ID="84a46f0f-721a-458d-bfa2-8be7d6f53961">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Geschoßdecken über EG nach Abbruch Treppenanlage analog Bestand</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">entsprechend Tragwerksplanung verkleinern in fertiger Leistung</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Deckenplatte über Treppenhaus</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">obere und untere Betonfläche geneigt </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 25/30 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Sichtbetonklasse SB2  entsprechend Planung gemäß DBV-Merkblatt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> " Sichtbeton"  Ausgabe Juni 2015, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Lage und Geometrie nach Ausführungsplanung Architekt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   *  Abmessungen:   DD 380 cm / 225 cm verkleinern   auf  380 cm / 150 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nachfolgende Arbeiten sind in dieser Leistung mit auszuführen und in </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den EP einzurechnen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Fugenbereich mit rauer Oberfläche nach EC2 (Leibung) ausbilden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  konstruktiver, kreuzweiser Bewehrungsanschluss auf der Innen- und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Außenseite mit Injektionsmörtel nach Allgemein bauaufsichtlicher Zulassung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   (abZ) einkleben</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm 160mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss						Achse D.F - D.G  / Achse D.2 - D.3</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.F - D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGD I Grundriss EG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGD_Detail_Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Deckenplatte über EG verkleinern</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095233" RNoPart="015">
                    <UPBkdn>No</UPBkdn>
                    <Qty>7.000</Qty>
                    <QU>m2</QU>
                    <Description ID="8ab9d281-30e3-456b-a475-b8306771e31e">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung zu vorbeschriebener Deckenplatte incl. Randaufkantung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sichtbetonklasse SB 2 entsprechend Planung gemäß </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DBV-Merkblatt " Sichtbeton" Ausgabe Juni 2015, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalhautstöße stumpf mit zusätzlichem Dichtungsband, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit geordneten Stößen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalhöhe bis 3,0 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalung geneigt.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm 160mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss						Achse D.F - D.G  / Achse D.2 - D.3</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.F - D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGD I Grundriss EG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGD_Detail_Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Deckenplatte über EG</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095234" RNoPart="016">
                    <UPBkdn>No</UPBkdn>
                    <Qty>14.000</Qty>
                    <QU>m2</QU>
                    <Description ID="fac3e0ee-a81d-4669-8ffd-1630ab7d8981">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung der vorbeschriebenen Deckenplatten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">wie beschrieben, jedoch Mehrpreis für gestalterische</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Oberflächenanforderung/ Schalhaut Kl. SB3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß DBV-Merkblatt Sichtbeton und ZTV,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalhaut neu bis 3-malige Verwendbarkeit,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführung gem. Schalungsmusterplänen des AN auf</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Grundlage Schalpläne Tragwerksplaner,</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Schalhaut SB3 zu SB2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095235" RNoPart="08">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Wände / Stützen / Attika</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3095236" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m3</QU>
                    <Description ID="07ab9ff5-c183-47c1-b4f2-0ebda6a20ada">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bestehenden Durchbruch in der Außenwand mit WU - Anforderung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Rückbau des Verbau entsprechend Tragwerksplanung schließen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in fertiger Leistung</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Außenwand,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">obere freie Betonfläche waagerecht entsprechend Planung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 30/37 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC2,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	WF mit hohem</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">				Wassereindringwiderstand</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Brandschutzanforderung:			entsprechend Planung</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Wanddicke:			  	55,0 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Wandoberfläche:			SB 1</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">mit hohem Wassereindringwiderstand	</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Rohbaumaß:</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Länge:				  ca.  3,75  m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Höhe:				  ca.  2,25  m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">UK -  Rohdecke		 ca.-   0,05 m    ca. 387,63 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK -  Rohfußboden   		 ca. -  2,55  m   ca. 385,13 m NHN</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Sichtbeton, mit geringen Anforderungen, Klasse SB 1 gemäß </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DBV -Merkblatt, Ausgabe Juni 2015</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nachfolgende Arbeiten sind in dieser Leistung mit auszuführen und in </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den EP einzurechnen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Freistrahlen Anschlussbewehrung Seiten und Bodenplatte mit HDW </span>
                            </p>
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">-   </span>
                              <span style="background:#FFFFFF;">Anschluss vorh. Bewehrung Ø14 – Ø25 mit Bewehrungstechnik Muffenstoß  </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    (Halfen MBT oder gleichwertig) </span>
                            </p>
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">-   </span>
                              <span style="background:#FFFFFF;">Anschluss horizontaler und vertikaler Bewehrung Ø10 – Ø12 mittels </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    eingeklebter Bewehrung mit Injektionsmörtel </span>
                            </p>
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">-   </span>
                              <span style="background:#FFFFFF;">Flächige Wandbewehrung ergänzen und Betonage bis UK Decke ü. UG;</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">     (konstruktive Nachbildung Lichtschachtrand im GOK-Bereich) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonage mit C30/37 XC2 WF mit hohem Wassereindringwiderstand</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm 160mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss						Achse D.7  / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schließen Einbringöffnung in Außenwand Stb. C30/37; d: 55 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095237" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>17.000</Qty>
                    <QU>m2</QU>
                    <Description ID="219d181e-39e1-49d6-8b95-c852eedfe128">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung Außenwand, Schalungshaut geeignet für sichtbar</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bleibende Betonflächen, mit geringen Anforderungen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Klasse SB 1 gemäß DBV-Merkblatt "Sichtbeton", Ausgabe August 2004,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Rahmenschalung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Hüllrohr aus Faserzement,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verschluss der Ankerstellen durch Verspachtelung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ankerstellen zurück gesetzt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bauteilhöhe über 3 bis 4 m,</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Außenwand SB1, h: 3 - 4 m</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095238" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>m3</QU>
                    <Description ID="1bf017bd-ed88-4ade-a9d8-d73bcabcb9e7">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bestehenden Durchbruch in der Wand des Lichtschachtes mit </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">WU - Anforderung nach Rückbau des Verbau entsprechend Tragwerksplanung schließen in fertiger Leistung</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Außenwand,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">obere freie Betonfläche waagerecht entsprechend Planung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 30/37 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC2,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	WF mit hohem</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">				Wassereindringwiderstand</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Brandschutzanforderung:			entsprechend Planung</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Wanddicke:			  	25,0 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Wandoberfläche:			SB 2</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">mit hohem Wassereindringwiderstand	</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Rohbaumaß:</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Länge:				  ca.  3,75  m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Höhe:				  ca.  2,25  m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">UK -  Rohdecke		 ca.-   0,05 m    ca. 387,63 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK -  Rohfußboden   		 ca. -  2,55  m   ca. 385,13 m NHN</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Sichtbeton, mit normalen Anforderungen, Klasse SB 2 gemäß </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DBV -Merkblatt, Ausgabe Juni 2015</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nachfolgende Arbeiten sind in dieser Leistung mit auszuführen und in </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den EP einzurechnen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Freistrahlen Anschlussbewehrung Seiten und Bodenplatte mit HDW </span>
                            </p>
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">-   </span>
                              <span style="background:#FFFFFF;">Anschluss vorh. Bewehrung Ø14 – Ø25 mit Bewehrungstechnik Muffenstoß  </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    (Halfen MBT oder gleichwertig) </span>
                            </p>
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">-   </span>
                              <span style="background:#FFFFFF;">Anschluss horizontaler und vertikaler Bewehrung Ø10 – Ø12 mittels </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    eingeklebter Bewehrung mit Injektionsmörtel </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonage mit C30/37 XC2 WF mit hohem Wassereindringwiderstand</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm 160mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss						Achse D.7  / Achse D.E - D.F</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schließen Einbringöffnung in Außenwand Stb. C30/37; d: 25 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095239" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>17.000</Qty>
                    <QU>m2</QU>
                    <Description ID="7b650213-6891-4d9b-aab4-269318341e7c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung Außenwand Lichtschacht, Schalungshaut geeignet für sichtbar</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bleibende Betonflächen, mit normalen Anforderungen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Klasse SB 2 gemäß DBV-Merkblatt "Sichtbeton", Ausgabe August 2004,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Rahmenschalung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalhautstöße stumpf mit zusätzlichem Dichtungsband,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Stöße geordnet,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Hüllrohr aus Faserzement,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verschluss der Ankerstellen durch Verspachtelung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ankerstellen zurück gesetzt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bauteilhöhe über 3 bis 4 m,</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Außenwand SB2, h: 3 - 4 m</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095240" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="43491e0b-451a-41da-9415-2f8e6966e53a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Normalbeton C 25/30 DIN EN 206-1, DIN 1045-2,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung  	 XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	 W0,</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Brandschutzanforderung:  		  entsprechend Planung</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Oberfläche:  			SB2</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Stützenquerschnitt:   			50 cm / 20 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">inkl. Schalung Stütze, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalungshaut geeignet für sichtbar bleibende Betonflächen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit geringen Anforderungen, Klasse SB 2 gemäß DBV-Merkblatt </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">"Sichtbeton", Ausgabe August 2004, </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">UK -  Rohdecke		 ca.-   0,05 m    ca. 387,63 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK -  Rohfußboden   		 ca. -  2,55  m   ca. 385,13 m NHN</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm 160mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss						Achse D.7  / Achse D.E - D.F</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Stütze; Stb. 25/30; SB 2;  b/d: 50 cm / 20 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095241" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>m3</QU>
                    <Description ID="1fb77687-fa38-451e-b1ef-7ab47b72a073">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Innenwand </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">obere freie Betonfläche waagerecht entsprechend Planung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 25/30 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Brandschutzanforderung:			entsprechend Planung</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Wanddicke:			  	20,0 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Wandoberfläche:			SB 2</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">UK -  Rohdecke		 ca.-   0,05 m    ca. 387,63 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK -  Rohfußboden   		 ca. -  2,55  m   ca. 385,13 m NHN</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Sichtbeton, mit normalen Anforderungen, Klasse SB 2 gemäß </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DBV -Merkblatt, Ausgabe Juni 2015</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm 160mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss						Achse D.F - D.G  / Achse D.2 - D.3</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.F - D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGD I Grundriss EG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGD_Detail_Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Innenwand Stb. C25/30; d: 20 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095242" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>60.000</Qty>
                    <QU>m2</QU>
                    <Description ID="0bb5437f-293e-4db1-a0b0-db2748bc1dba">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung Innenwand, SB2, Schalungshaut geeignet für das Aufbringen von Dünnputz auf erhärtete Betonflächen, mit Dreikantleisten für gefaste </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Betonkanten, Stöße geordnet, Bauteilhöhe über 3 bis 5 m.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm 160mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Untergeschoss						Achse D.F - D.G  / Achse D.2 - D.3</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.F - D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGD I Grundriss EG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGD_Detail_Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Innenwand H 3-5m</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095243" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="8a469112-031f-4269-a4f5-892e2068b584">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bestehende Türöffnungen in Stahlbetonwänden mit Sichtbetonqualität SB 2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">entsprechend Tragwerksplanung schließen in fertiger Leistung</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nachfolgende Arbeiten sind in dieser Leistung mit auszuführen und in </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den EP einzurechnen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">-  </span>
                              <span style="background:#FFFFFF;">Bewehrungsanschluss an Bestandswand (Leibung) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   umlaufend konstruktiv eingeklebte Bewehrung auf Innen- und Außenseite </span>
                            </p>
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">-  </span>
                              <span style="background:#FFFFFF;">Fläche konstruktiv bewehrt </span>
                            </p>
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">-  </span>
                              <span style="background:#FFFFFF;">kleine Rissverteilung für Sichtbetonqualität SB 2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonage mit Betongüte &gt;/ =  C20/25 </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Lage und Geometrie nach Ausführungsplanung Architekt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   *  Abmessungen b / h: ca. 1,10 m x 2,15 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    *  Wandstärke:                  20 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Sichtbeton, mit normalen Anforderungen, Klasse SB 2 </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">     gemäß DBV -Merkblatt, Ausgabe Juni 2015</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss - KGD</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGD I Grundriss EG - Baumeister I 1_50</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schließen von Türöffnungen in Sichtbetonqualität SB2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096277" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>m2</QU>
                    <Description ID="045dd671-0be3-4e9a-b166-64284a04670c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Zulage zu den Schalungspositionen der oben beschrieben Türöffnung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für gestalterische Oberflächenanforderung Schalhaut:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aufdoppelung der Systemschalung einseitig mit gehobelten Brettern,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Nadelholz, Brettbreiten exakt nach neben liegendem Bestand, 14 bis 16 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Schalhaut Brettschalung </span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095244" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>96.000</Qty>
                    <QU>m</QU>
                    <Description ID="924c9798-d057-4a0d-9ba3-64fd3c2acd85">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Querschnittsaufdopplung der bestehenden Attika </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">entsprechend Tragwerksplanung zur waagerechten Fläche als Unterbau </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Kupferverblechung in fertiger Leistung</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nachfolgende Arbeiten sind in dieser Leistung mit auszuführen und in </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den EP einzurechnen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Bestandsfläche aufrauen (nach EC2)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonage mit C20/35 XC3 WF </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inklusive ein- und ausschalen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Lage und Geometrie nach Ausführungsplanung Architekt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   *  Abmessungen b / h: ca. 62,5 cm x 30 cm </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    *  Wandstärke:                  55  cm</span>
                            </p>
                            <p />
                            <p>
                              <image width="250" 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                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Dach - KGD</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm 160mm 180mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Dach							Achse D.A / Achse D.1 - D.7  </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.7 / Achse D.A - DG </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.G / Achse D.1 - D7</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse D.1 / Achse D.A - DG</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_DA_504-KGD I Dachaufsicht - Baumeister I 1_50</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Querschnittsaufdopplung Attika; Stb. C25/30</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095245" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>St</QU>
                    <Description ID="5ec4295e-3903-405e-92f6-825619f3ac49">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bestehenden Durchbruche in Stahlbetonwand d=55cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">entsprechend Tragwerksplanung schließen </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nachfolgende Arbeiten sind in dieser Leistung mit auszuführen und in </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den EP einzurechnen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Fugenbereich mit rauer Oberfläche nach EC2 (Leibung) ausbilden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  konstruktiver, kreuzweiser Bewehrungsanschluss auf der Innen- und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Außenseite mit Injektionsmörtel nach Allgemein bauaufsichtlicher Zulassung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   (abZ) einkleben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonage mit Quellvergussbeton</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   frost- und Tausalzbeständig, wasserundurchlässig</span>
                              <br />
                              <span style="background:#FFFFFF;">   Quellmaß &gt;= +0,5 Volumenprozent</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Korngröße 0-16</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inklusive ein- und ausschalen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Lage und Geometrie </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   *  Abmessungen:   WD 50 cm / 40 cm </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: Untergeschoss - KGD</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schließen von vorhandenem Durchbruch</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095246" RNoPart="09">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Geschosstreppen</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Remark ID="GW_3095247">
                    <Description ID="76091eb2-5385-4aa4-a846-4b48d1aec70d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Der Bauablauf der Geschosstreppen hat zwingend nach den Vorgaben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der Tragwerksplanung zu erfolgen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abbruch Bestandswände UG, EG und 1.OG einschließlich Treppenläufe nach     Angaben zum Bauablauf und Positionsplänen UG und Schnittplan. </span>
                            </p>
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">(2 Wände im UG Achse D.2 und D.6 bleiben bis Fertigstellung</span>
                            </p>
                            <p>
                              <span style="font-weight:bold;background:#FFFFFF;">der Maßnahme Treppen  Künstlerfoyer erhalten) </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung nach KGD - Treppen Künstlerfoyer Bauablauf:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Bauhilfsabstützung freier Deckenränder in Folge Abbruch Bestandswände </span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">-   Herstellung neuer Stb-Bauteile monolithisch an Bestand mit eingeklebter </span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">     Bewehrung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Herstellung Treppenläufe in Ortbeton, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    *   schallentkoppelter Lauf mit Neoprenlager auf Konsole und Unterzug  </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">        (Bestand) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    *   zusätzlich 2x Schubdorn am unteren Auflager; </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die vorbeschriebenen Hinweise sind mit in die Einheitspreise </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einzukalkulieren. Es bestehen für ggf. entstehende Unterbrechungen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">aufgrund beschriebenen Gegebenheiten keine Ansprüche auf zusätzliche</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Vergütung.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Hinweis:</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Remark>
                  <Item ID="GW_3095248" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m3</QU>
                    <Description ID="bf70a7e4-c215-4a6f-bd8a-9f807b0a2c97">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Treppenlaufplatte, gerader Lauf samt Stufen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">obere Betonfläche waagerecht entsprechend Planung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 25/30 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Betondeckung:			cnom= 30 mm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Treppenlaufunterseite und seitliche Betonflächen Sichtbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit geringen Anforderungen, Klasse SB 1 gemäß DBV -Merkblatt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausgabe Juni 2015 in SB 1</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Treppenlauf Steigungen 1 - 16 Stahlbeton</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Treppenlauf Steigungen 17 - 19 Stahl Unterkonstruktion (ges. Pos.)</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Treppenlauf </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Breite Treppenlauf:  ca.     150    cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicke Laufplatte:  ca.      20,0  cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Steigungsverhältnis:  ca.     18,40 / 26 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Länge:   ca.       4,59   m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Geschoss: EG  zum 1. OG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Oberer Anschluss: ca.    + 3,250 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Unterer Anschluss:  + 0,100 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: Erdgeschoss</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Achse D.F - D.G  / Achse D.2 - D.3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Achse D.F - D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGD I Grundriss EG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGD_Detail_Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KGD_Treppen Künstlerfoyer Bauablauf Konst_SST 2026-02-13</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Treppenlauf ; Stb. C25/30; Treppe 2 KGD.T02</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095249" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>18.000</Qty>
                    <QU>m2</QU>
                    <Description ID="5d24d20b-3559-46f2-aa6d-96ca33fb2fef">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung Treppenlaufplatte, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalungshaut geeignet für sichtbar bleibende Betonflächen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit geringen Anforderungen,  Klasse SB 1 gemäß DBV -Merkblatt, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausgabe Juni 2015</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Treppenlaufbreite: ca 150  cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  beidseitig begrenzt durch Wände</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Schalhöhe 2,60 m bis 5,40 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich: Erdgeschoss					Achse D.F - D.G  / Achse D.2 - D.3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Achse D.F - D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGD I Grundriss EG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGD_Detail_Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KGD_Treppen Künstlerfoyer Bauablauf Konst_SST 2026-02-13</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Treppenlaufplatte SB 1</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095250" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>32.000</Qty>
                    <QU>St</QU>
                    <Description ID="330cb2d9-c719-425b-aed0-049faa29c9d8">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen Ortbeton - Treppenstufen für vorbeschriebene</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Treppenlaufplatte</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">- Setzstufenhöhe:  		         18,40 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">- Trittstufenbreite:  		          26,00 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">- Länge:             		ca.    150,00 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">- Anzahl:  			          2x16,00 St.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- beidseitig begrenzt durch TH-Wand</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- obere Betonfläche waagerecht als Stahlbeton,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Normalbeton C 25/30 DIN EN 206, DIN 1045-2,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung  XC1,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure  W0,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stufen von Wand abgefugt, Fuge b: 2 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Geschoss: EG  zum 1. OG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Oberer Anschluss: ca.   + 3,250 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Unterer Anschluss: ca.  + 0,100 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm 160mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss						Achse D.F - D.G  / Achse D.2 - D.3</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGD I Grundriss EG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGD_Detail_Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KGD_Treppen Künstlerfoyer Bauablauf Konst_SST 2026-02-13</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Treppenstufen Stb. C25/30;  Stg. 18,40 cm / 26,0 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096292" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>m2</QU>
                    <Description ID="c248aa90-c036-4bd2-81e9-34431df648df">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Ausgleichsputz auf Natursteinwand,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Bereich Anschluß Treppenwange an Natursteinwand</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Höhe 20 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Im Bereich Treppenwange</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Putz: P II, Kalkzementputz</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Incl. Haftgrundierung auf Naturstein</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Putzdicke 20-30 mm, zweilagig</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Der Putzauftrag hat nach dem Einschalen der Treppe zu erfolgen damit nur exakt der Streifen zwischen der Treppenwange und der Natursteinwand verputzt wird.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gem. Skizze:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KGD_Anschluss_Brandschutzschnur</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ausgleichsputz Naturstein</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095255" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>50.000</Qty>
                    <QU>m</QU>
                    <Description ID="3bac800c-02b1-4878-a4e9-ab09028763f1">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Brandschutztechnischer Verschluss der seitlichen Fuge zwischen Treppenlauf</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und anschließender Wand (Mauerwerk / Stahlbetonwand) mittels einem</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nichtbrennbarem Fugenschnursystem herstellen in fertiger Leistung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Liefern und Einbau einer bauaufsichtlich zugelassenen Fugenfüllung aus mit Glasfasergarn umflochtener Steinfaserschnur der Baustoffklasse DIN 4102-1 bzw. DIN EN 13501-1</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Anforderungen</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Feuerwiderstandsklasse:  	F 90- A nach DIN 4102, Teil 4</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Fugenbreite:			bis 20 mm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Fugenverschluss:		dauerhaft kennzeichnen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Das Anbringen einer dauerelastischen Versiegelung oder eines elastischen Fugenprofils muss ohne Einschränkung der Feuerwiderstandsdauer möglich sein</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KGD_Anschluss_Brandschutzschnur</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm 160mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss						Achse D.F - D.G  / Achse D.5 - D.6</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Fugenverschluss mit Brandschutzschnur F 90</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095256" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>m</QU>
                    <Description ID="dbc3d3e8-bbf0-42c9-b991-50b2bd29690e">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">aus Steinwolle d=20 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">h = 350 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einseitig kaschiert,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">an Bestandswand angeklebt, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach dem Betonieren oberseitig dem Verlauf der Treppenstufen abgeschnitten</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Trennplatte Treppenlauf</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095257" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="42f1b95e-a0df-436b-8899-5cae0a520d0d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Trittschalldämmelement am Treppenfußpunkt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit allgemeiner bauaufsichtlicher Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Tronsole Typ B V2, mit Dorn D (2 Stück</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Elastomerlager Elodur, unten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Baustoffklasse DIN 4102-1 B2 (normalentflammbar),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bewertete Lauf-Trittschallpegeldifferenz Δ Lw </span>
                              <span style="text-decoration:underline;background:#FFFFFF;">&gt;</span>
                              <span style="background:#FFFFFF;">= 26 dB,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Breite 360 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Länge 1500 mm</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm 160mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss						Achse D.F - D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGD I Grundriss EG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGD_Detail_Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KGD_Treppen Künstlerfoyer Bauablauf Konst_SST 2026-02-13</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Trittschalldämmelement Treppenfuß</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095258" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="5fc9cdcc-e9b6-4680-ab08-fe455a0aae1a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Trittschalldämmelement am Treppenfußpunkt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit allgemeiner bauaufsichtlicher Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Tronsole Typ B V2, mit Dorn D (2 Stück</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Elastomerlager Elodur, unten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Baustoffklasse DIN 4102-1 B2 (normalentflammbar),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bewertete Lauf-Trittschallpegeldifferenz Δ Lw </span>
                              <span style="text-decoration:underline;background:#FFFFFF;">&gt;</span>
                              <span style="background:#FFFFFF;">= 26 dB,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Breite 200 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Länge 1500 mm</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm 160mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss						Achse D.F - D.G  / Achse D.5 - D.6</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGD I Grundriss EG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGD_Detail_Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KGD_Treppen Künstlerfoyer Bauablauf Konst_SST 2026-02-13</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Trittschalldämmelement Treppenkopf</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096271" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>18.000</Qty>
                    <QU>m2</QU>
                    <Description ID="c16f73c1-28b8-429b-87df-9f57beea59a8">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Zulage zu den Schalungspositionen der Treppenbauteile</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für gestalterische Oberflächenanforderung Schalhaut:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aufdoppelung der Systemschalung einseitig mit gehobelten Brettern,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Nadelholz, Brettbreiten nach Angaben der Architekten 14 bis 16 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Schalhaut Brettschalung </span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095259" RNoPart="10">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Bewehrungen und Stahleinbauteile</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3095260" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>19.000</Qty>
                    <QU>t</QU>
                    <Description ID="f96ef0b3-4dfe-42c3-8f48-a334306f277e">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bewehrung für sämtliche Stahlbetonbauteile aus Ortbeton wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">aus Betonstabstahl BST500B DIN EN 488, mit hoher Duktilität</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">alle Durchmesser 6 mm bis  28 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">alle Längen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">alle Formen, auch gebogen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit bauaufsichtlicher Zulassung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach Stahllisten</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Betonstabstahl BST500S für Ortbetonbauteile, alle Durchmesser</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095261" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>0.250</Qty>
                    <QU>t</QU>
                    <Description ID="ca8aaae5-9655-46d5-9085-997bc4802b9f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für vorbeschriebene Bewehrung korrosionsgeschützt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Edelstahlausführung, als Zulage</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aus Betonstabstahl BST500B  DIN EN 488, mit hoher Duktilität</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">alle Durchmesser 6 mm bis  25 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">alle Längen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">alle Formen, auch gebogen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit bauaufsichtlicher Zulassung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach Stahllisten</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Edelstahlausführung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095262" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>t</QU>
                    <Description ID="a3e1192e-e770-4659-8f3a-f56bc116e758">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonstahl wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">kurzfristige Lieferung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Betonstahl, unterschiedliche Durchmesser:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> Ø  6 mm -  Ø 25 mm </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach Stahllisten</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnungseinheit:  Tabellengewicht (t)</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abruf nach Bedarf gem. Abstimmung / Anweisung Tragwerksplaner</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kurzfristige Lieferung von Betonstahl</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095263" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>0.500</Qty>
                    <QU>t</QU>
                    <Description ID="388a96f0-a7f9-4344-b40d-e2a4430d2156">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vorhalten von Stabstahl B500B auf der Baustelle </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in den Durchmessern 8 bis 14mm für Zulagen bei den Bewehrungsabnahmen und kurzfristigen Änderungen </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Vorhalten von Betonstabstahl B500B</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095264" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>0.500</Qty>
                    <QU>t</QU>
                    <Description ID="f8740a7e-fd1d-4e48-91c9-678a3c1091ba">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonstahl wie beschrieben,</span>
                            </p>
                            <p style="margin-bottom:10pt;line-height:115%;">
                              <span style="background:#FFFFFF;">Schneiden, Biegen etc. der o.a. Bewehrung  auf der Baustelle</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Betonstahl, unterschiedliche Durchmesser:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> Ø  6 mm -  Ø 25 mm </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach Stahllisten</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schneiden, Biegen von Betonstabstahl</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095265" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>St</QU>
                    <Description ID="27c89802-2732-4b2b-a3ef-0b798c35381a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Rückbiege-Bewehrungsanschluss, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit allgemeiner bauaufsichtlicher Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Anschlüsse von Ortbetonbauteilen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Verwahrkasten, Stahlblech verzinkt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  einlagige Rückbiegebewehrung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Kastenbreite 122 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Kastenlänge 1250 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Stabdurchmesser 10 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Stababstand 15 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Typ: HBT 120-10/15-2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonstahl B 500B</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einbau nach Angabe des Tragwerkplaners und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gem. Montageanleitung des Herstellers.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Leistung einschl. Entfernen des Gehäusedeckels und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Rückbiegen der Anschlussbewehrung nach dem</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausschalen.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Rückbiege-Bewehrungsanschluß, HBT 120-10/15-2, einlagig</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095266" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>St</QU>
                    <Description ID="fdb1f9b1-6078-4af0-9446-1addbd0023b3">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Rückbiege-Bewehrungsanschluss, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit allgemeiner bauaufsichtlicher Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Anschlüsse von Ortbetonbauteilen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Verwahrkasten, Stahlblech verzinkt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  einlagige Rückbiegebewehrung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Kastenbreite 122 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Kastenlänge 1250 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Stabdurchmesser 12 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Stababstand 15 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Typ: HBT 120-12/15-2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonstahl B 500B</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einbau nach Angabe des Tragwerkplaners und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gem. Montageanleitung des Herstellers.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Leistung einschl. Entfernen des Gehäusedeckels und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Rückbiegen der Anschlussbewehrung nach dem</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausschalen.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Rückbiege-Bewehrungsanschluß, HBT 120-12/15-2, einlagig</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095267" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>St</QU>
                    <Description ID="8db7fc0b-890c-408e-8473-d4d6844c52df">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Rückbiege-Bewehrungsanschluss, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit allgemeiner bauaufsichtlicher Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Anschlüsse von Ortbetonbauteilen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Verwahrkasten, Stahlblech verzinkt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  zweilagige Rückbiegebewehrung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Kastenbreite 122 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Kastenlänge 1250 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Stabdurchmesser 10 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Stababstand 15 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Bügeltyp 5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonstahl B 500B</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Typ: HBT 120-10/15-5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einbau nach Angabe des Tragwerkplaners und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gem. Montageanleitung des Herstellers.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Leistung einschl. Entfernen des Gehäusedeckels und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Rückbiegen der Anschlussbewehrung nach dem</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausschalen.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Rückbiege-Bewehrungsanschluss, HBT 120-10/15-5, zweilagig</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095268" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>St</QU>
                    <Description ID="7e856465-4d9a-4692-9754-e3d5d3ad7756">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Rückbiege-Bewehrungsanschluss, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit allgemeiner bauaufsichtlicher Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Anschlüsse von Ortbetonbauteilen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Verwahrkasten, Stahlblech verzinkt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  zweilagige Rückbiegebewehrung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Kastenbreite 122 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Kastenlänge 1250 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Stabdurchmesser 12 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Stababstand 15 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Bügeltyp 5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonstahl B 500B</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Typ: HBT 120-12/15-5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einbau nach Angabe des Tragwerkplaners und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gem. Montageanleitung des Herstellers.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Leistung einschl. Entfernen des Gehäusedeckels und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Rückbiegen der Anschlussbewehrung nach dem</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausschalen.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Rückbiege-Bewehrungsanschluss, HBT 120-12/15-5, zweilagig</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095269" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="40e9f1db-8fe6-4450-8045-7621b4f2fc14">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">bei Passstücken &lt; 1,25m</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ablängen der Rückbiege-Bewehrungsanschlüsse</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095270" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>100.000</Qty>
                    <QU>St</QU>
                    <Description ID="08420752-9297-4760-b9e6-433a85aada23">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Bewehrungs-Schraubanschluss </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">zur Verbindung von Bewehrungsstäben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Zug- oder Druckstoß,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit allgemeiner bauaufsichtlicher Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Werkstoff Betonstahl B500B,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">bestehend aus</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Muffenstab, mit einseitiger Schraubmuffe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Gewindeverschlusskappe, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Typ HBS-05-S-12,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Durchmesser:  12 mm,</span>
                            </p>
                            <p style="margin-bottom:10pt;line-height:115%;">
                              <span style="background:#FFFFFF;">Stablängen:  &gt;= 800 mm bis 1200 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Anschlussstab, mit einseitigem konischem Gewinde,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">selbstjustierend, inkl. Gewindeschutzkappe, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Typ HBS-05-A-12,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Durchmesser:  12 mm,</span>
                            </p>
                            <p style="margin-bottom:10pt;line-height:115%;">
                              <span style="background:#FFFFFF;">Stablängen:  &gt;= 800 mm bis 1200 mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bewehrungsanschlüsse als Schraubmuffenverbindung, 12 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095271" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>St</QU>
                    <Description ID="e0eb8594-409b-4a73-80f8-a72bbb156e82">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Bewehrungs-Schraubanschluss </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">zur Verbindung von Bewehrungsstäben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Zug- oder Druckstoß,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit allgemeiner bauaufsichtlicher Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Werkstoff Betonstahl B500B,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">bestehend aus</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Muffenstab, mit einseitiger Schraubmuffe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Gewindeverschlusskappe, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Typ HBS-05-S-14,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Durchmesser:  14 mm,</span>
                            </p>
                            <p style="margin-bottom:10pt;line-height:115%;">
                              <span style="background:#FFFFFF;">Stablängen:  &gt;= 900 mm bis 1400 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Anschlussstab, mit einseitigem konischem Gewinde,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">selbstjustierend, inkl. Gewindeschutzkappe, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Typ HBS-05-A-14,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Durchmesser:  14 mm,</span>
                            </p>
                            <p style="margin-bottom:10pt;line-height:115%;">
                              <span style="background:#FFFFFF;">Stablängen:  &gt;= 900 mm bis 1400 mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bewehrungsanschlüsse als Schraubmuffenverbindung, 14 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095272" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1250.000</Qty>
                    <QU>St</QU>
                    <Description ID="3884c834-c487-4a72-b70c-dd51c3bcfe8c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Nachträglichen Bewehrungsanschluss herstellen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit schnellhärtendem Injektionsmörtel, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit bauaufsichtlicher Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Betonstabstahl DIN 488 in Bohrloch einmörteln, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bohrung herstellen für </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bewehrungseisen aus Betonstahl  D=  8 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verankerungslänge  lv=  20 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Bestandsbauteile aus Stahlbeton (Attikaergänzung)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung Bewehrungseisen über Stahlliste.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Klebebewehrung, 8 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095273" RNoPart="014">
                    <UPBkdn>No</UPBkdn>
                    <Qty>345.000</Qty>
                    <QU>St</QU>
                    <Description ID="e6ebd6fd-1c83-4ad9-957a-422cc2c3d3da">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Nachträglichen Bewehrungsanschluss herstellen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit schnellhärtendem Injektionsmörtel, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit bauaufsichtlicher Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Bauteile mit Brandschutzanforderung F90,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Betonstabstahl DIN 488 in Bohrloch einmörteln, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bohrung herstellen für </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bewehrungseisen aus Betonstahl  D=  10 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verankerungslänge  lv=  30 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Bestandsbauteile aus Stahlbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung Bewehrungseisen über Stahlliste.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Klebebewehrung, 10 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095274" RNoPart="015">
                    <UPBkdn>No</UPBkdn>
                    <Qty>410.000</Qty>
                    <QU>St</QU>
                    <Description ID="f52614ff-d329-44fb-9cfc-847987c61dee">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Nachträglichen Bewehrungsanschluss herstellen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">wie oben beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">jedoch Stabdurchmesser 12 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verankerungslänge  lv=  40 cm,</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Klebebewehrung, 12 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095275" RNoPart="016">
                    <UPBkdn>No</UPBkdn>
                    <Qty>125.000</Qty>
                    <QU>St</QU>
                    <Description ID="83f688bc-655d-406a-bb5c-ef8c2c6a506d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Nachträglichen Bewehrungsanschluss herstellen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">wie oben beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">jedoch Stabdurchmesser 12 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verankerungslänge  lv=  50 cm,</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Klebebewehrung, 14 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095276" RNoPart="017">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="d57b235a-16d0-4169-af49-1b7caa07f5e1">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Eingeklebte Gewindestangen nach Bauaufsichtlicher Zulassung in                Vollziegelmauerwerk, Edelstahl, M 16</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Einbohr- und Einklebetiefe 60 cm mit Injektionsmörtel nach                            Einbauanleitung des Herstellers und Bauaufsichtlicher Zulassung.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Gewindestangen eingeklebt, M16</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095277" RNoPart="018">
                    <UPBkdn>No</UPBkdn>
                    <Qty>35.000</Qty>
                    <QU>St</QU>
                    <Description ID="32aee4dc-43bf-4ad9-8d60-e5d953c7ca9b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Decken, Wänden, Stützen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Dübelleiste als Durchstanzbewehrung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit bauaufsichtlicher Zulassung nach Eurocode 2,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Betonstahl B500, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ankerdurchmesser: 12 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ankerlänge: 135 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ankeranzahl: 6,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schienenlänge: 360 mm,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">mit aufgestauchter Kopfausbildung und Leisten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">komplett inkl. allem Zubehör wie Abstandhalter und </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Befestigungen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Dübelleisten Ø12 mm als Durchstanzbewehrung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095278" RNoPart="019">
                    <UPBkdn>No</UPBkdn>
                    <Qty>35.000</Qty>
                    <QU>St</QU>
                    <Description ID="cdd3bc3f-9e09-484f-82e9-0867b99ec0ff">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Decken, Wänden, Stützen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Dübelleiste als Durchstanzbewehrung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit bauaufsichtlicher Zulassung nach Eurocode 2,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Betonstahl B500, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ankerdurchmesser: 14 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ankerlänge: 135 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Ankeranzahl: 6,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schienenlänge: 360 mm,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">mit aufgestauchter Kopfausbildung und Leisten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">komplett inkl. allem Zubehör wie Abstandhalter und </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Befestigungen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Dübelleisten Ø 14 mm als Durchstanzbewehrung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095279" RNoPart="020">
                    <UPBkdn>No</UPBkdn>
                    <Qty>80.000</Qty>
                    <QU>St</QU>
                    <Description ID="92e77896-8247-4fdf-b8b4-dcd054da1274">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="color:#373737;background:#FFFFFF;">Bewehrungsanschluss mit  Muffe zur Verbindung von </span>
                            </p>
                            <p>
                              <span style="color:#373737;background:#FFFFFF;">Bewehrungsstäben B500B Durchmesser 12 mm, mit allgemeiner</span>
                            </p>
                            <p>
                              <span style="color:#373737;background:#FFFFFF;">bauaufsichtlicher Zulassung liefern und gemäß abZ und der Montageanleitung des Herstellers montieren.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Standardmuffe Ø 12 mm</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="color:#373737;background:#FFFFFF;">Muffenlänge:	140 mm, </span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="color:#373737;background:#FFFFFF;">Muffendurchmesser 	 33,4 mm </span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="color:#373737;background:#FFFFFF;">Scherschrauben:	 2 x 3</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="color:#373737;background:#FFFFFF;">Bewehrung:		 Betonstahl B500B</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="color:#373737;background:#FFFFFF;">Durchmesser:  	 12 mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bewehrungsanschluss mit Muffe Ø 12 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095280" RNoPart="021">
                    <UPBkdn>No</UPBkdn>
                    <Qty>24.000</Qty>
                    <QU>St</QU>
                    <Description ID="b3d82c54-8e7c-4159-81c7-a76a4455085b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="color:#373737;background:#FFFFFF;">Bewehrungsanschluss mit  Muffe zur Verbindung von </span>
                            </p>
                            <p>
                              <span style="color:#373737;background:#FFFFFF;">Bewehrungsstäben B500B Durchmesser 16 mm, mit allgemeiner</span>
                            </p>
                            <p>
                              <span style="color:#373737;background:#FFFFFF;">bauaufsichtlicher Zulassung liefern und gemäß abZ und der Montageanleitung des Herstellers montieren.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Standardmuffe Ø 16 mm</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="color:#373737;background:#FFFFFF;">Muffenlänge:	160 mm, </span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="color:#373737;background:#FFFFFF;">Muffendurchmesser 	 42,2 mm </span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="color:#373737;background:#FFFFFF;">Scherschrauben:	 2 x 3</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="color:#373737;background:#FFFFFF;">Bewehrung:		 Betonstahl B500B</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="color:#373737;background:#FFFFFF;">Durchmesser:  	 14 mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bewehrungsanschluss mit Muffe Ø 16 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095281" RNoPart="022">
                    <UPBkdn>No</UPBkdn>
                    <Qty>8.000</Qty>
                    <QU>St</QU>
                    <Description ID="9ae7d095-89e5-4ba1-b12e-5235890b0563">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="color:#373737;background:#FFFFFF;">Bewehrungsanschluss mit  Muffe zur Verbindung von </span>
                            </p>
                            <p>
                              <span style="color:#373737;background:#FFFFFF;">Bewehrungsstäben B500B Durchmesser 25 mm, mit allgemeiner</span>
                            </p>
                            <p>
                              <span style="color:#373737;background:#FFFFFF;">bauaufsichtlicher Zulassung liefern und gemäß abZ und der Montageanleitung des Herstellers montieren.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Standardmuffe Ø 20 mm</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="color:#373737;background:#FFFFFF;">Muffenlänge:	 204 mm, </span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="color:#373737;background:#FFFFFF;">Muffendurchmesser 	 48,3 mm </span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="color:#373737;background:#FFFFFF;">Scherschrauben:	 2 x 4</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="color:#373737;background:#FFFFFF;">Bewehrung:		 Betonstahl B500B</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="color:#373737;background:#FFFFFF;">Durchmesser:  	 20 mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bewehrungsanschluss mit Muffe Ø 20  mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095282" RNoPart="023">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>h</QU>
                    <Description ID="4e06abf2-2a3c-411b-8518-2a771c6b26ab">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Diese Leistungen erfolgen auf ges. Anweisung der Objektüberwachung und sind auf Basis von Regieberichten auszuführen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bewehrungssondierung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095283" RNoPart="024">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>m</QU>
                    <Description ID="ba4136af-0c34-4d96-a6d4-91246c9c4a9c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Maueranschlussschiene samt Anschlussanker</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für stumpfen Anschlüsse von nichttragenden Ziegelwänden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">an Stahlbetonwände</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schiene Material: Stahl verzinkt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Profil 28/15</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  in Schalung eingelegt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Profil geschützt gegen Eindringen von Beton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   das Material ist nach dem Ausschalen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   restlos zu entfernen</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Maueranschlussschiene samt Anschlußanker</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
          </BoQBody>
        </BoQCtgy>
        <BoQCtgy ID="GW_3095284" RNoPart="07">
          <LblTx>
            <p>
              <span style="font-size:12pt;text-decoration:underline;background:#FFFFFF;">TITEL:  BETON- UND STAHLBETONARBEITEN  KGE</span>
            </p>
          </LblTx>
          <NotApplBoQ>No</NotApplBoQ>
          <BoQBody>
            <BoQCtgy ID="GW_3095285" RNoPart="01">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Aufzugsschacht</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Remark ID="GW_3095286">
                    <Description ID="443bfbab-ff89-4755-a83b-b831bf1b116a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- Abbruch Bestandsdecken geschossweise entsprechend Baufortschritt </span>
                            </p>
                            <p style="margin-bottom:1pt;">
                              <span style="background:#FFFFFF;">  von unten nach oben; </span>
                            </p>
                            <p style="margin-bottom:1pt;">
                              <span style="background:#FFFFFF;">- Bauhilfsabstützung freier Deckenränder / Unterzüge in Folge Abbruch</span>
                            </p>
                            <p style="margin-bottom:1pt;">
                              <span style="background:#FFFFFF;">   Bestandsdecken bis volle Tragfähigkeit der darüber liegenden Decke </span>
                            </p>
                            <p style="margin-bottom:1pt;">
                              <span style="background:#FFFFFF;">   erreicht wurde</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Betonage Wände und Schachtdecke mittels Pumpe; </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  keine Betonieröffnungen in Dachdecke bis Tragfähigkeit Decke über </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  1. OG erreicht wurde</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Anbindung Schachtwände an Bestandswand mit eingeklebter Bewehrung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  und rauer Fuge über die gesamte Höhe EG und 1. OG (ges. Position)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Zwischenpodeste für Schal- und Betonierarbeiten</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die vorbeschriebenen Hinweise sind mit in die Einheitspreise </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einzukalkulieren.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Hinweise zur Kalkulation und Ausführung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Remark>
                  <Item ID="GW_3095287" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>22.000</Qty>
                    <QU>m3</QU>
                    <Description ID="4eb614d2-0bbf-4676-ab17-35237d4681ca">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Schachtwand Stb. C25/30; SB2; d: 25 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Schachtwände als Innenwand</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">obere Betonfläche waagerecht als Stahlbeton, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Normalbeton C 25/30 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Wanddicke:			  	25,0 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Wandoberfläche:			SB2 </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">				</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Aufzugsschacht mit lichter Innenabmessung</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Länge:			 	2,05 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Breite:				1,75 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Rohbaumaß:</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Länge:				  ca.  2,55  m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Breite:				  ca.  2,50  m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK -  Schachtwände		 ca.+  9,62 m    ca. 397,30 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">UK -  Schachtwände  = BPl   	 ca. -  1,72  m   ca. 385,96 m NHN</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aufzugsschachtwände sind mit erhöhter Rohbautoleranz mit maximal zulässiger Abweichung der Lotrechten +/- 10 mm und Einhaltung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">absoluter Winkligkeit auf die gesamte Schachthöhe herzustellen. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dies ist durch Protokoll eines Vermessers nachzuweisen. </span>
                            </p>
                            <p />
                            <p>
                              <image width="179" 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</image>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Alle Geschosse - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse E.A - E.B  / Achse E.3 - E.4</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_504-KGE I GR 1.OG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_504-KGE I GR 2.OG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_DG_504-KGE I GR DG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Schachtwand Stb. C25/30; SB2; d: 25 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095288" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>176.000</Qty>
                    <QU>m2</QU>
                    <Description ID="356a0729-b3fb-49eb-9cf7-a8af40cc6a78">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung Schachtwände,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalungshaut geeignet für das Aufbringen von Wandputz,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Rohbaumaß:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Länge: ca.  2,55  m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Breite: ca.  2,50  m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Wanddicke: 25,0  cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Als Aufzugsschachtwand über 3 Geschosse,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalung jeweils zwischen die vorhandenen Geschossdecken eingepasst.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK -  Schachtwände		 ca.+  9,62 m    ca. 397,30 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">UK -  Schachtwände  = BPl   	 ca. -  1,72  m   ca. 385,96 m NHN</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Alle Geschosse - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse E.A - E.B  / Achse E.3 - E.4</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_504-KGE I GR 1.OG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_504-KGE I GR 2.OG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_DG_504-KGE I GR DG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Aufzugsschachtwände</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095289" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>176.000</Qty>
                    <QU>m2</QU>
                    <Description ID="56d76558-692a-49bc-bb98-e6198b50c877">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis Wände als Aufzugsschachtwände</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">zu vorbeschriebenen Wänden EG - 2.OG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für die Ausführung als Aufzugsschachtwände mit erhöhten Anforderungen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">für Aufzugsschacht mit lichter Innenabmessung</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Länge:			 	       2,05  m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Breite:				       1,75   m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Gesamt-Wandhöhe:			 ca.11,34  m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aufzugsschachtwände sind mit erhöhter Rohbautoleranz mit maximal zulässiger Abweichung der Lotrechten +/- 10 mm und Einhaltung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">absoluter Winkligkeit auf die gesamte Schachthöhe herzustellen. Dies ist durch Protokoll eines Vermessers nachzuweisen. </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis Wände als Aufzugsschachtwände</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095290" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>176.000</Qty>
                    <QU>m2</QU>
                    <Description ID="6f86091c-df48-4422-9005-fabb2ecd7c56">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Wände wie beschrieben, jedoch Mehrpreis für </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">die Ausführung als F 90 - / Brandwand; d: 25 cm;</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ankerausbildung und -verschluss der Spannstellen gemäß Planung</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- verbleibenden Hohlraum vollständig mit Spezialquellmörtel 3/25  verfüllen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Wanddicke d: 25 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Wandkennzeichnung  F90</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Ausführung als F90- / Brandwand; d: 25 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095291" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>St</QU>
                    <Description ID="35cf1ca5-d3a7-4e01-9983-6f263f4c0f69">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen Türöffnung, dreiseitig,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Aufzugsschachtwände  mit SB 2 Oberfläche wie beschrieben,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Wanddicke:			25cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Breite:			1,18   m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Höhe:			2,16 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">inkl. Schalung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Leibungsflächen mit Sichtbetonanforderung SB 2</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Türöffnungen in Aufzugsschachtwände; d: 25 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095292" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>St</QU>
                    <Description ID="1d3b4ea8-4ef3-461d-b9ce-5dd4dd976270">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Türöffnungen der vorbeschriebenen Position.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für Schalung Türöffnung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit erhöhten Toleranzanforderungen gemäß Planung,</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis Türöffnungen mit erhöhten Toleranzen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095293" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m2</QU>
                    <Description ID="a2442f75-397e-4952-b1da-c562b54358ec">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Deckenplatte Podest</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">obere Betonfläche waagerecht entsprechend Planung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 25/30 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abmessung</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Länge:			 	2,115 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Breite:				2,00 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Dicke:				0,20 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">OK -  Decke		 	ca.+  0,10 m    ca. 387,78 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">UK -  Decke    		ca .-  0,10  m   ca. 387,58 m NHN</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aufzugsbauteile sind mit erhöhter Rohbautoleranz mit maximal zulässiger Abweichung der Lotrechten +/- 10 mm und Einhaltung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">absoluter Winkligkeit auf die gesamte Schachthöhe herzustellen. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dies ist durch Protokoll eines Vermessers nachzuweisen. </span>
                            </p>
                            <p />
                            <p />
                            <p>
                              <image width="250" 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</image>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse E.A - E.B  / Achse E.3 - E.4</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Deckenplatte; Stb. C25/30; d: 20 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095294" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m2</QU>
                    <Description ID="f1d9c885-3780-47b3-ba7e-1882c51fb548">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung zu vorbeschriebener Deckenplatte,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalungshaut ohne Anforderungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Höhe der Betonunterseite bis + 0,10 m entspricht ca. 1,62 m,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">OK = Bodenplatte</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Deckendicke ca  20 cm</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse E.A - E.B  / Achse E.3 - D.4</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Deckenplatte</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095295" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>m</QU>
                    <Description ID="b4a88b15-daf4-4a53-abc9-234e0a9dfaa2">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung Deckenplatte als Randschalung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalungshöhe über 10 cm bis 30 cm, mit geordneten Stößen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführung gemäß Zeichnung im EG</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Deckenplatte als Randschalung  h: 10 cm - 30 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095296" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m</QU>
                    <Description ID="6b8461cd-81bc-47ff-b35e-6e31f7445841">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vorbeschriebenen Deckenplatte im Rahmen des Bauablauf in </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">vorhandene Bestandsaußenwand gemäß Tragwerksplanung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in fertiger Leistung einbinden</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK -   Einbindung Decke		ca.+  0,10 m    ca. 387,78 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">UK -   Einbindung Decke    	ca .-  0,10  m   ca. 387,58 m NHN</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Folgende Leistungen sind mit auszuführen:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   obere Bewehrungslage wird in Wand eingespannt (übergeführt)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Anbindung Deckenplatte an Bestandswand mit eingeklebter Bewehrung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    und rauer Fuge</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse E.A - E.B  / Achse E.3 - D.4</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Einbindung Deckenplatte in Bestandswand</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095297" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>8.000</Qty>
                    <QU>m2</QU>
                    <Description ID="d337f1e1-dd9b-46c2-9432-8a099f9183d1">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Deckenplatte Aufzugsüberfahrt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">obere Betonfläche waagerecht entsprechend Planung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 25/30 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC3,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	WF, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">für Aufzugsschacht mit lichter Innenabmessung</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Länge:			 	2,75 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Breite:				2,55 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Dicke:				0,20 m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">OK -  Decke		 	ca.+  9,82 m    ca. 397,50 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">UK -  Decke    		ca.+  9,62  m   ca. 397,30 m NHN</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Dach - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse E.A - E.B  / Achse E.3 - E.4</span>
                            </p>
                            <p />
                            <p>
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amt2Pww+D37Kfxg+LnhHwB+0p+0P8As/8A7Yev/Chfgle618PvDv7P/wC014v+FWl/DO78ZfGr4n/BHRbXTv2grv4O6D8W/ih4a8Aaj4/8eeCPgreeHNK1PwcuqfEz4eeObf608Y/8Efv+CXvirwl4l8Maf/wT9/Yk8DX3iHQtV0W08Z+Dv2Of2WU8W+FbjU7Kazi8QeGpPE3wd8TeHo9d0l5hfaVJrXh3W9MjvYYXvNLvYFe3f4n/AOCaP/BKn/gmhP8Asw65pniH9gX9j3x7P4N/bC/4KPfDLRfEnxN/Zy+EfxM8bv4J+FH/AAUT/an+Gfw80XWfHfjzwj4g8X+IU8KeAvCfhvwppNzrus6hd2+i6Lp1is/kWsKJNvfpz/591I1ErJqTjspXTvG/xR+1blleLabdpQqQaTVSlUpN9YqpFxco9pRveL+zJJrVH2J/wT++C/xS+EHiv47W+s+BPi/8KPhTq83hebQfh/8AF34/T/tAxXPxgbxX8V9X+MPxE+E+s33ijxVeeEPg/wCN9J134Yjwt4Rgh+HOl2uoaLrdxb/CDwRqMurXGu/pt3z+Q9P8fx6V8A/8Onf+CWX/AEjT/YA/8Q3/AGdf/nc0n/Dp3/glnz/xrT/YAPTA/wCGN/2dR+v/AArmtJzc+S6iuSnTpJRVly04RhH8IrRe6topJJIespysk5y5mkkop2UdErK7tzTk/enNynNuUm3+gFfFfw++HmufBT4wftFat4I+Chj8NfGz4j+H/EthqPg4+ANC0X+3U+EWo6x4t8f+M7SbxDouryv4l+Ieljw1qmpWOka54o1LxV4o07WL3Tn8PDWvEel8p/w6e/4JY8/8a0/2AOOv/GG37Ov/AM7ij/h09/wSy/6Rp/sAf+Ib/s6//O5rCdPnUlzSi5QlT5o6SUZ8rdn5OCa6X1KjK1rrmSfMotvl5lGUYysmruKk7X6Np6No+Nfh/wDsmfHDwF8Sv2Q/FWm/DP4t6H8WbT4e/CS4+Nvxn8K/tEyWPwXTWNV8ffEz4sfta+DfjB8BIvFtnoHjnX/GHib4iayfh340HhP4q3ba94pku9F134YR+ELjWfE37kLnaueuBn645r4A/wCHT3/BLHJ/41p/sAZ4z/xhv+zr/wDO5/lS/wDDp7/gll/0jT/YA/8AEN/2df8A53NbOXuyioRhF169dRirRg68oylTpq7UKUXFyjCNkpTqTac5ybycXKvLEznOdWpQw1Co3ZKbw0HBVpJJL21RP95JWVowhGMYQjFff9FfAH/Dp3/gll/0jT/YA/8AEN/2df8A53NH/Dp3/gll/wBI0/2AP/EN/wBnX/53NSWew/tH/tVfD79mHUfgpB8RfOj0/wCNXxI1L4X6FLp66hqfiC58VxfDvxr460Hw/wCEvBuiaTrHiLx/4r8VXXg//hH9H8K+HrX+1JXv5dVHmWml3UT/AEZrOorpGkarqzRGddL02+1FoFcRtMtlay3JiVyrBDIIigcqwUnJU4xX4efGH/gkB/wTK0b9rf8AZN8bWP7DX7KUNn4w8TeOvhzq3w3t/wBnD4Gad8JZdF0j4F/Grxq+o3nw90n4d6fofiPxNqPiGw8O3kniHxjF4k1HRU8LaPbeEZfDcFxr6a37Z+0H/wAEW/8Agln8TvhR4m8Lt+wh+yd8PLdYrfXbzW/hJ+zX8Bfh14yvrbw3Mutt4di8baF8NovFfh7R9fksYtP1688Hav4b8US6TLdWWmeI9LF1NI4B8oaz8ebj/gpte+HfEfwY/ZY+KPxd/Zk8RfAXxPrWl/FT4bePfgp8O/BXjD9orxP8KPif4Bl8H/ET4o+JPiT4b+Mtl4O+E+meIvEHgXwP47+G/wADvip4V1f4peMp/FNtf6dYfC2Q3v6g/sIeA/iF8O/g/q+geM9E+K/hHw7/AMJ74huvhH4C+OnxPuPjN8XvAXwua00e20jw346+JV941+JeqeJdQfXrXxLrulnVfiR451DSPDmtaLoU+uqNMj0vTZf2Bvg78Ivhf+yr+zje/DT4V/Dj4d3uvfs5/AxNcvPAvgfwx4RutZS1+HGgTWqarPoGl6fNqK28tzcywLdvMIZLid4wrSyFvtKinakqiitakOSbd/e/f+3jOVrKVSnrSpzknKFFypxajJ3WIX1h4Vyc4rCTlOlFTk0uegqM6fvOXLSnJOvOnHljKu1UesVYooooGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXyB+0t4//AOEO+NH/AAT28O/8IV8P/FX/AAtf9r/xr4A/t3xl4b/tzxH8Nf7O/YF/bh+KX/CafCfU/ttr/wAId8QL/wD4VqPh1qXiPyNR+1fCzx98S/CP2KP/AISr+0LD6/r4A/bI/wCTiv8Agk7/ANn/APxG/wDXWX/BSygD7/ooooAOef5elfzo/wDBfX9v7xT+z98M9H/Zj+F//CQaF44+OWh6jc+J/HUOm6hZWGifDiK5fS9Z0fw54gmtk0688UeJJWfS9RTS7q61Hwt4fmlvbpNJv9f8Lai/9F34V4n8d/2efhL+0j4JufAXxc8IWPijRXuIdQ02dnn0/XPDmuWhZtO8R+FfEOnSWut+GPEelynzdO13Q7+x1O0bcsVyI3kR/neK8szPOcgzLLMozBZXjsZQdGni3Bz5IyaVWCcZRlTdWnzUvbR5pUufnhFyjG37J4AcccD+G3i7wVxx4icHT474W4czanmWL4cjioYaOIxNCMpYDFVYVaNWljqWXY32GPlltZ0aGPeHjhq9aFCpUUv5ZP8AgnT4q+P37Efhn4c+A/D/AMV9I8aeL/FV5J4++L/7NPj/AMRWeg/DH4PeBfFer+HvB3w98K2Hji4ivL7wh+0p8VPij4w8NaXovgqyg1DQLy41jUbPxboOkajpreJbr+oD4B/tLfD34/6XqS6CdU8M+OfC0ltZ/EH4WeMrSPRfiF8PdWuUdorDxHov2i5imtLvypn0PxRoN7rXg3xZYxf2x4R8Ra7o8sN/J+Nn7a/7OPj3w54Qvrb4z+JL/WdO0CDwIvwq/bKtf7QsZfAl14C8fRfEHQbX9ozwb4Q0eXSPAIudY/tHRtZ/ai+GnhWNtM8OeLvFupeKNI8BHTtO8QS+MftbeJPhB+wl+yjofxWh1m58HftO33iS7sv2QoPA3jO917xHoHh/SdH8L6Rr8Wq+JL3S9L0n4gfB3xZqWmz/ABS+IvhceE7H4Oz+IPG2nad4K0G31xdA8aX/AIGVTy/g7heXPjquHpcO4Vf2lg82rylVq0IulTp4rB1G6ns6la8406MJ1cLXrw9nS9i6vtD9i4tw/E/0mPF9yqcN4LMOJfFjibGvg3iLw/yyjTyv6ziZvFLKc7wFGlhJVcJllCqpY/HY6lheIMny2msbmSx1OlTw1T+oGvCv2a/AviL4afBXwb4K8WW0Fpr+iHxINQgtrqG+gUah4t17VbRo7m2ZopBLY31tKdp3Rs5jkVZEdRe/Z3+MOiftAfA/4W/Gfw4T/ZHxI8EeHPFtrEwKyWp1nSrW9uLGdCWMdzYXMs1lcxF38u4t5E3ttzXs4OelfeUK1PE0KOIoyU6NelTrUprWM6dWCnCSfVSjJNep/JGa5ZjslzPMcnzLD1MJmOVY7FZdj8LVi41MNjMFXnhsTQqResZ0q1OcJxeqlFp6nhf/AAgniL/hpc/Ez7NAPCQ+Ba+BRd/aoftJ8RHx+3iA2wsQxuPIXTVEjXRQQmR1hVmk3BYP2lvh/wCJPid8KZPCXhSC1uNZf4j/AAN8SCO8uo7KAaV4F+OHw68c+IZTPL8nmweHvDmqT28IzJdXEcVrEDLMgPvdFanAFfKX7Gnwf8Y/A74Q+MPBfjmPTY9b1v8Aat/bw+MFiuk339o2p8HftC/txftEfH74dvLcCGHy9Sk+H/xM8Mya1Y7G/svWHv8ATTLP9kM8n1bRQAUUU1wSrbTgkHHGcH6UpOybs5NJ2S3fkr239bAjnPFHjLwj4JsrTUvGXinw54S07UNW03QbG/8AE2t6ZoNle65rNwtnpGjWl1qlzawXGq6rdulrpunQvJeX1wywWsMsrBaNQ8ZeENL8QaN4R1PxX4b03xX4jtNTv/D3hnUNb0y08Q67YaJHFNrN7o2i3N1HqWqWmkQzwS6pc2VtPDYRzRPdvEsiFv59/wBrP9n39r6w8F/GfVPid4jsPjHeeLfjj8WLL4EeGtI/ZT1/4peH4bX4o/sman8LNP1bU9A8LfGvxVq3gtL3Xr6fwn4P1fV7PRvD+g+LRqc3je90Lwt8SZPEOg7n7SGi65q37Tnwy8U6/wDC741+NNH8GfDb4R+D/GWjeHvgF8WfEa/F23+GGpftDaZ8clsPibaaJZT+AZfhfonigeKfCjaPqGix/tHyeMtM8KaBe+O4bvRrbSY57woSUoKVVYSVSM+aP1f6zho16sKis5OeClKMMS4pxgpxlJwpqVRVZexxFV87dFY/2cIRcpYh4TFUqFF04vlny42nOrVw94c0/YTUI1Ps/vX4R8aeDvH+iQeJfAnizw1418O3M95a22v+E9d0vxHotxc6ddS2OoW8Gq6PdXlhLPY3sE9neRRzs9rdQy28ypLG6DpTzxjIPWvzc/4Jj3HhbxH8F/HvxI8PeDPGnwy1L4q/Fe+8ZeKfhX4t+BPxo/Z9tfhff2vgP4f+DPDXw/8ADHhL44fDn4YeIvENh4X+HnhHwXpniL4h6D4dl8IeNPiDH4y1TQr4W+7TdO8p/aG/bU+N/hH9p3V/2evCHj74P/CPWrP+xNa8B+ENa/ZX+M/7bHxI+NvgKfw5ouoa94w0zQvgF+0Z8GdV+DVtpniq817wbs8a+FfFdsI/DqeKzeT6brdtY2e9WPs69OglLnqU4StJRi1J0qdSqo2k1UUJTfJ7JzlVpRdaEXC7WVCTrUata0YxpOd3fTlVf2MH7yjKDk3G6qRhKEny1FCWh+vVAz3596+fv2YPip4r+NHwY8N+PvG+heH/AA74nvdV8baHquneGdestd0vz/BnjrxJ4MS+P2HUdXPhzVNUh0CPUtd8Bajq+qa/8ONbu9R8BeJdQu9f8O6lM/0Dzz/L0pVISpzlTl8UHZ27r7vmreTS2HCaqRU47P57aaNXTXZxbT3TaPA/ip4A8SeKviv+zF4t0a2t5tG+GPxI8c+IvF0st3DbzWek698Dfif4H06e1t5WWS+d/EXibR7WWC2DzRQ3D3TJ9nt5nj9g8TWVxqXhvxBp1oiyXeoaJqtlaxs6xq9xdWFxBChdyEQNJIoLsQqg5YgDNblFSUePfs8+Dtc+HXwB+Bvw+8TwwW/iXwJ8Hvhn4N8Q29tcx3ltBrnhjwXomiatDb3cJMV1BFf2NwkVzETHPGqyoSrCvYaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+QP2lvBX/CVfGj/gntrv2L4gXX/Ctf2v8Axr418/wb4B/4THw5p32/9gX9uH4dfbPiz4i/4STQ/wDhVHw/f/hPv7P03x//AGZ4x/tH4p3/AMNPhb/wjlr/AMLK/wCEu8LfX9fAH7ZH/JxX/BJ3/s//AOI3/rrL/gpZQB9/0Vzfinxj4R8DaS2veNvFPh3wfoSXdjYPrXinW9N8PaSl/qd3DYaZZNqOrXVpaLd6jf3EFlYWzTCa8u5ora3SSaVEaHV/HHgrQNb8N+Gdd8X+GNE8SeMpr+Dwh4f1bXtK03W/Fc+lWovdUh8OaTeXUN/rsum2RF3fx6Zb3T2dqRcXAjiIei/T+9y/9vNXUV521tvYP8r/ACva/pfS+19Dqs9fbrRXN+FfGPhLx1pEfiDwT4p8O+MNBlub6yj1vwtrem+INJkvNMu5tP1Kzj1LSbm7snutOv7eeyvoFnaW0u4Jra4SOaJ0HSUPTfT10BO+q19PLR/iVrq0tr6CW1u4Irm3njeGeCaNJYpYpVKSI6OrKyOpZWUrhgcGvzB+JX/BG79gL4sayur+MfhJr1wltJfNo+g6b8V/itovhHwzHqdy19qVn4Q8H6V4xtPDPhDTb/UZJtSutL8NaXpemy6hcT3ZtfOmdm/UeivPzDKcrzakqOaZdgswpJ3VLGYajiaad0/hrQkt4xe28U90rfYcH+IPHXh9jZ5lwLxhxLwfmE1aeN4bzrMMmxUkozhrXy/EYeo3yVKlNPmuoVakE+WpJPxn4A/AT4a/sy/Cvw38F/hDpWoaF8PvCJ1X/hH9H1LX9c8TT6ems6te65fQrq3iPUNT1aW3bU9QvJoIJ72SK0jlFraLDaxQwx/hP8Lf+Dkz4WfHHwJofxS+Cn/BKL/gt98YPhl4o/tP/hGfiJ8Lf2FfDnxA8CeIf7E1jUPDus/2F4u8J/HXV/D+r/2T4g0jVdD1P7BqFx9g1jTNQ0y68q9srmCL+j6vwB/4Nc/+UFH7DIH/AFczz6f8Zh/tBdj+VddCjSw1Glh8PShRoUKcKNGjSioU6VKnFQhTpwilGEIQSjGMUkoqySSR87mmaZjneZY/OM4x2KzPNc0xmIzDMsyx1episbj8di6s6+KxmLxNaU6uIxOJrznWr1qspVKtScpzk5SbZ/w/0/6wr/8ABf7/AMVyf/jjo/4f6f8AWFf/AIL/AH/iuT/8cde1/t2/8Frvgh+wd+094c/ZG1/9ln9ur9pb4w+I/gPpH7RsWm/sg/BDwj8ZLbSfhrrHxB8X/DJL7XLO9+K3g/xRYT2HijwfNb6ncr4an0C1j17wzENcl1DVHsLX4q+IH/B0P+zr8J/COrfED4p/8E0/+Cynw08B6B9g/t3xt8QP2N/A3g3wjov9q6nZaLpf9reJPEX7QOm6Np39pazqWnaTYfbL2H7Zqd/ZWFv5l1dQRSanCe1f8P8AT/rCv/wX+/8AFcn/AOOOj/h/p/1hX/4L/f8AiuT/APHHX7/V/O94x/4OPv2fvD3xd+Pvwh8GfsAf8FW/jvefs4/Hj4p/s5fEHx3+z/8AsqeCvih8NZPiV8IPE114Y8V2OjeJ9K+OUMrwNLDa6xp1tremaHr7aBrGjahqWh6Y2oR24AOj/wCH+n/WFf8A4L/f+K5P/wAcdH/D/T/rCv8A8F/v/Fcn/wCOOuH/AOIkL4bf9Imf+C43/iCGg/8Az86P+IkL4bf9Imf+C43/AIghoP8A8/OgDy79rL/grs37Uf7OnxY+A0H/AASi/wCDkb4N6p8Q/C82m+H/AIqfCP8AYY8VeAPH/gDxTY3VtrPhXxToniLwZ+0B4c14xaT4i03TLrWNCj1m007xXokeo+GNa83R9XvoJPyq/wCCJH7X/wC2P+wT4S+LHib9vH9in/g5D/a2+OfxE1a30TQLS5/Zd+N/xa+EXw9+HGiyC7sJPDlh8X/i5od1H478VanNJceKdTPhtV03T9M0jRtE1Ka3m1qfUv2m/wCIkL4bf9Imf+C43/iCGg//AD86P+IkL4bf9Imf+C43/iCGg/8Az86P6/r7l9wHb/8AD/Pg/wDGlj/gv7nuf+HcfX8vjH6cdfpXyrrX/BSf4FeI/Efxn1/XP+CHP/BwhqcPx61nwr4v8f6Hcf8ABPqZbGL4keCvDnh3wj4W+KvgvVoPjBD4w+HnxF0Lw74P8J2GkeIPBHifQV0m68Paf4g0qzsvE/2rW7n3P/iJC+G3/SJn/guN/wCIIaD/APPzo/4iQvht/wBImf8AguN/4ghoP/z86FdSU03GVuXmTadnKErXTWnPCEkukoQkrOKY05JSUW0pL3km1dJ31t0v+qejZ8L/ALOH/BbLxH+yd8T7v4PeN/8AgmP/AMFq3+D2pDxUnwG0LxJ+xtdR/HD4heMfi18VfFfxW1q88beCvEPxJ07TtT8UWOq6t4r0DSvEng/xTrs3jbTrM3k/hPwteWF/BP8ApB/w/wBP+sK//Bf7/wAVyf8A446+BNP/AODjjwfp/wC1leeI/it/wS9/4Kq6BFr/AIJvPhx8F/Cen/soaXc/Efx3ptlr0XxBtNcvPBHiP4naEthrmlppviu1u7DwprnjSBrHwzF4ojvrAXupaL4b+wx/wcg/DYDj/gkz/wAFxsD/AKsQ0H/5+dVOcpyc5tylJ3cnu33b7kQhCnFQhFRgtorRK72S6avZHcf8P9P+sK//AAX+/wDFcn/4465/xZ/wcQeFvAXhXxL468df8Eff+C73gvwT4L8P6z4s8Y+MfFn/AAT907w54V8J+FfDmnXOseIPE3ibxDrHxss9I0Lw/oWkWd3qms6zql5a6dpenWlze31zBbQSyr6J+zJ/wX2+A/7Sv7WPwJ/Y6u/2Lf8AgpH+zb8Tf2jP+Fnf8Kw139qz9nLwb8HvAmr/APCofhtr/wAUvGuzU5fjJr3iDUPsHh/QVs2/4R7wxrn2XWNd8O2+rf2ZZamNQh+2/wDgrF/yiy/4KWf9mAftkf8ArOvxGqSj6f8A2evjX4W/aU+AXwP/AGjPAun+INJ8E/H34P8Aw0+Nfg7S/Flrp1j4q03wr8VPBei+OvD1h4msdH1XXdIs/EFnpGu2dvrNrpeuazp1vqMdzDY6rqNqkV5N7BXwB/wSd/5RZf8ABNP/ALMA/Y3/APWdfhzX3/QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFfj1rf/BQ7xX8Gf2iP23vh9dfs5ftmftK+CfhL8T11+/+J/g7RP2LPhf+zt+zp4U8Lfse/sU/EDxl8K7z4v8Ax4/bK+DbX8sMvxosfjgms/EXRPBOr+Ibn4nfEnw38PdO8YeEvgH4x8T6UAfsLXwB+2T/AMnE/wDBJ7/s/wD+I/8A66y/4KWV4Ov/AAVe8VR+AfDvxT1f/glx/wAFJPCHw48S/CXxB8cIvGvxCh/YC+G/hzw58OvDSeEZtTvviLqfj39vnw5b/CrxNLb+N9FvNG+HfxNfwj8RfEtjaeLL/wAN+FNWs/APjqfw58b/ALZX/BWib4da/wD8E9fi78VP+CV/7e/hbwcvxg+L3xx8NeIviVoX7NVp4g0nR/CH7AX7Wb63ZeBtM8Aft2nS/Dv7Rmq+FPG93beG/gh+0jp2nav8R/h1H8bNO+E3w+8T/Hzwb4NttCHrp3A9A/ag+Bv7WOiXHx18ffFTxXbfFTwje/tTDxT8C/B2kfss+IvjHoA0bxL+xm/wZi1DxN4I8GfGTxP4vsfDVl4g1zW/CGkw2fhuxlPxcsNN8c69a6N4F8c6rrfh/hv2sLZfGngz9nv9lnUvhb8dk/aDtvgp4I8N+Jf2gNI/Zj/ab8eaZY/FL4QWXhnxJ8Nvhb4U+L/hH4U+I/h34GTxn8cptF17x38Y/FHiTw14DtvAPhrxDpmoeI765v7e78K+mft6/wDBRLxHYfst/tJ+Hfi3+wz/AMFVv2UPDtv8ItHu779oXwL47/YQ+H/ifwDqPxI1bxL4c+HN38IvHvhL/gopp9743+LkXjPwj9nf4N/DHWNf+KE39qeDtE8QeELXTviz4GTxX+M//BIjxl/wU0/4Jw6b8fvj9/wVQ+HX/BZL9pnV73wT8PLb4YeD/Enx1+EPxR+Fui+BfiZ4l1SLw1H4a8CfHH9u7RdW+If7XPjvxd4Hj8J2/wAC/hx4F8U/HD4c2F34c0JtGll+Pnhiy1rGVLnioSk1BRwUU4NxqxeAw08Nh6sarcmq372pVqzfMqslTi4ezjOFTWtVnVxGHxL5Y1MNh62GjFL9zOnXrUK9T2lK6i/eoQ5OXldO85Qam4Sp/wBJv/BLHw34h8L/AAT8fadqul+MYdCPxN09vBniX4j/AAP0j9nr4h+MdItfg38I9M1q58WfDfRPAPwus7Z/BPjaw8VfCfw5rT+A9GvNZ8G/D3w5cXt/4uukl8aeIv03r8nPiJ/wVC8c/CeTVoviB/wSz/4KO+HxpcPgDyZ/P/4J6anZeKNV+J/iDxR4Y8F+D/h5qGi/8FAtRsfif8Rr7V/CGrLqfwx+HNz4p+IfhfTrrwzrninwzouh+NfBuo68zxX/AMFSfG/ge9tdN8Xf8EtP+CkGgajqnxh8E/Afw5Yag/8AwT4jvPG3xM8f6J4Z8S6Dpvw7tV/4KAPP8R/Dlj4f8URaz40+IngSPxF8Ofhtp3hb4n3fxF8V+FYfg78WG8F9mIrSxFV1ZKKk4Uovl2bp0oU+a23NPk5pWsuZuyirJclCjDD0lSp35IuTje7fvSctX1d3q0oq+0YqyX6zUV+THin/AIKl+NvBOsWnh7xV/wAEtf8Ago/ouvat8UtD+DXhnR7uX/gnudS8dePdf8JaB46gt/htZw/8FAJbj4meF9I8KeIY9X8ZfET4fx+JPh34Aj8PfEC28c+KvDt78MPiPbeFaniL/gqx4u8JfELwj8KvEf8AwS3/AOCkWk+PvH/xKvvhR4G8PXKf8E//ADfGPinSfhZYfGTXNT8MX8f7fkmla58N/DngjUrRPFHxk02+ufhB4Y8cPL8Ktf8AHOm/FO1uvBkOJsfrlX4A/wDBrj/ygo/YZ/7uZ/8AWw/2gq+l5P8AgqV42g8TeBfBN3/wS1/4KP6f41+JXij4k+FfBXg3VJf+Ce+l+LdYl+Emtav4f8eeKpPDWo/8FALXWtJ+Ful6npMY074y61Y6d8JPFNj4m+Hur+E/G2uaR8Tvh1feKPye/wCCHH7Tnx4/Yj/4Jx/sG/sSfFj/AIJk/wDBQS/+OmsJ+05daBoOmaN+yR4I1DUNIs/jz8ZvihrXifXvAnx4/a6+Dnxh+FfgvRNI8R6JoM3jj41/DP4Z+ENa8Za/4N8N+Edb8R3fxJ+GL+MwDov2vP8AlZR0T/tBzpv/AK3t4lr5X/4L/f8AKI/9rP8A7oP/AOtMfBqvm79u39t749z/APBfD4K/Frwt+w7+1F8Mx4q/4J7eLv2UvFfw7+NPhH4GL8UYp/DPxo/bL+JmkeO/B7eHP2pR8GLfw9q3jb9nnVtZ8K6j4++Mnh4fFj4NeAviL44+GWk694R8RfDL4ha58Y/8FMP+ChXxa/al/wCCcv7VHgnxL+yt8Sfhr4dtfh9+zZquq+Mnu/hhfeD7/U9X/aO+HN/bfFDSr2/+Lmm/EPUPgf4wm8Lz+HPhN4j8IfCnxzZeLtW1d7rV/EuhWOiX7IAf6Vtfx0/8Exv+Sk/8Fjf+043/AAUJ/wDT94Br7/8A2tv+Czv7SP7MfirRLqX/AIJe/tgf8Iz4m+EPxc1yw8HeOH/ZNh8T6T4r+GenWniaT4oa/wCIvg/+2H8ZzoH7Pug6Pdf2V8W/F3izwX4Z0fwFeX3hS8t/GOqap4ksfCd5+EP/AATC/aU+MOj6R/wU112b9l34+fFfxt4y/wCCrX7XfjTxLrXwr079mbT/AA/ofjPxja+EL3xJpd5oni39r230i0uvCOrabb3euaP4Y+JnxD8KLZeKPD1p4M+KnxEtbfXvEGlAH9GtFfiP+zx/wVE/aC+N3jHTbFf2E/2gb3w7oXwtn1bxFZ+Drf8AZ6XWfiL4ov8AxxqHhnR/iT8ONR+IX7VPgbR5Pgeun+EdakstY8LH4q6f4q1nxbp8OneOLLQPCuk+IPip3X7TP/BSX46fAnVfB15ov7Af7S/iHS9d8L+N7i88I6wfgCvia91fR/BEHjO01zRbn4eftEfEnxFH4a8CXlpdeGPitNd/DWbQLGPWrbxJonji4bStC8PfEUA/X6ivzz+GP7Y/xq8R+BvCOo67+wv+1drWq6l4KtNavfGnhb/hjePwF4l1VvDp1VLvwjZWf7b3ivUI9F8T3yx2vhYXOr39siajp0mseILXTxe6zb/LPwB/4Kd/tBfEzxTp/gvxL+xL8brrXfDHh/xVP4gtvAsfwHFz8YptH8eeIfBMXjj4RX/jP9pnw54APgvwlF4f0uX4sWHhn4hfFnUPB/jrx/4c8FWup6l4etLT4geLAD9sq/HX9rX9qb42fDX4seJfA+geOvFM3he98ceG9EtbP9m7wv8ADrxz8aPCmhr8Kp/E8/hLw74W+I3w9+INr4m+Ouv+KrmDxTeeELXwx8QnuPgjFY6zoXhTw3qkGo65qvRfH7/gor8afg1P8LPESfsHftQPonijWPiF4W134ca4n7OE/wARdcvdJ8EDxr4b1/wJN4A/ab8fS38WnR6D4jt9f8Pw+F9Xml0I6x4kvdU8NS+GNA0b4hu+EP7R/iTxR4N0P4uf8O9v2kvHvib41eDPBnjvxL8Sfgtf/sj2XgPxZPr3g+2bRdW8LXmqftrWWp3uo+HvCerW3geD4iQ29nrWu6dokE+n6gugDRoLdJPnUr6KOsekpe0pyUW3e0WotOSV7NqzTaesJQUKsZJtzhywkkrwlde9d9lrbaTVnY9a/Zv13Vfip428BeKPiRqXhPx74hb4I6xqH9q2em27iyvvDvx01qy0BdbsZ9E0KHRvif4Vs7Kz0rx7BYeHfDceh/ELT/EVppmj6NBbQ2UH6GV/MN+z/wD8FJfiD4W/a98IfBy7/Yy+Jeg6FF4a+OPgjwbafDzRfhkuqfG+28GeNtQ1VpvC7eNf2hbDwVbeOv8AhMLrXpvio+mfFb4p6u/i3RdQtLq3trjU/FOo+Dv0g+OX/BQ74z/Cix8FeIIP2A/2rrS31Pxnpvhi58F+JIP2bNV8XfEZteSW1h0X4U2nws/af+I3iO68Z+H1E/jfU7K88FXvh9/AXhrxjfazrnhaHTU1iLavKE61SdOPJTlKTjHRWi3orRstPJHNRjOFOMZy55R0ct76ve/Vdbafgd38RP8AlOv/AMEHP+8of/rHllX7v/8ABWL/AJRZf8FLP+zAP2yP/WdfiNX8h3hH9sv4reN/+Clf/BC39obxl+y18X73xJYWf/BSnWdP+Gvg/Vf2ZNK1Lx7ZeLf2ZbeBLf4Y+JvFv7Vlr8ONQtPh3ouo2WmeJr34oePfhD4n8QX3hbXb7SfAtl4j1/RvhzZ/uR/wUE/4KD/E34vf8E3f2s/DkH/BLz/gpD8PdM/aE/4J+/tS3nhXxp8UPD/7GvhXw74V0zxP8JF8E6e3xM0uH9tHVPHvgfxhcax8VfC39ifBTUvBT/tA+PFt/FVn8MvhN421nwV4r0vR8jQ/Sn/gk7/yiy/4Jp/9mAfsb/8ArOvw5r7/AK/nu/Yq/bo+NH7L/wDwT8/ZW+GXxL/4JT/8FLl1T9m79hH9kjTvGup6d4X/AGOLK38RXVn8K7X4f2GhfDnwz4v/AG0PCvxJ8a/E7W/Evw81bTrT9nrTvAqftK6NqGvfD7QfGPwb8MeKPiV4D0LxD9D/ABV/4K7ax8D/AAtq/jT4sf8ABMD/AIKTeBvDekaL8M9XW/1mx/YLWXxDffGDXvEHhj4eeAvAem237elxqnxI+Mmua/4bvNLufgX8P7LxN8ZvD9zqfhEeJfAejp478Ev4gAP2Kor8l/Hf/BUj4hfDZbhvF3/BJz/gqDamFPhaLWPSPD37C/iqfXb34xeKde8IeDtC8JW/hT9u7W5/Gfimz1Lw1q2qfETwj4Sj1rxP8HfBUdj8Rvi9pHgb4favo/ie/k8X/wDBUbxz4Bg1Sfxl/wAEs/8AgpB4e/s74jeGfhPZW+oSf8E901Dxn4+8X+HvDXijQdE+Fmlx/wDBQGTUvjDDPpHiqzN9rfwqtPGXh/RdT0Xx1oOt6rp2vfDT4iab4WAP1kor8nPE/wDwVF8d+DNTGieJv+CWP/BSLStcuvid4c+D/h/QpX/4J8T65478ceJdA8K+KoI/hfo1p/wUAuNT+K/hXw/4Y8W2/iL4hfEb4a2vir4dfC3RPC/xR1T4leKvCdl8Gvi3P4JNe/4Ki+OvC/ijT/BXiD/gln/wUf0rxVrfxHtPhV4Z0K6m/wCCey3/AIy8WXPgzw94/ubnwJGv/BQJl8eeBvD/AIX8TafdeM/il4ObW/hh4E1Kx8UeHPGfjDQfEngrxjpGggH6x0V+SN1/wVS8Y2Pin4d+Bb//AIJa/wDBSPT/ABv8V/GPxJ8FeBPBuoL/AME/rHxXrF38I7/xFpnj3xVdeHLv9vyHWNA+E2l3fht10743+JLPSPg14pg8TfDW88J+PNcs/i18Lp/GE8f/AAVK8bP4x8F/DyT/AIJa/wDBR+z8efEHWPibpPhTwZqcv/BPfSfFN7bfCDXtV8M+O/GN9oWp/wDBQC01PQPhbaa1pcVp4e+MPiG20r4VeO4/EngG98B+MvEth8Svh7deJwD9Z6K/JvSv+Covj3WfiDofwqtP+CVf/BSuD4geIdL+Kmvaf4b1aD9gHQLqHw98G/iFY/C7xf4k1m51z9vvTtP8N+GtU8YajbR/C/xF4ivNK0T44+HPtPjr4K3/AMQPAtjfeI7fA8Nf8Fbtc8XfErwZ8G9D/wCCYX/BR+T4r+OPhFp/x0tfh5qMf7AWg+L/AAf8MNXNrHouufGHQ9e/b50y/wDgNqeuXlzPpWg+D/jdD8PvGut67onivQNK8O3et+DfFlhooB+wdFfkr4Q/4Km+NvHXjHw98PfDn/BLL/gpJL458Q/CfSPjXJ4T1df+CfvhfX/BvgDxDNplv4cl+LOmeKP2/dHuvgp4v8ST6jcQ+HPhj8X4/A/xN1+Xwx8QY9I8H3r/AAy+Ig8L9r+xj+2Xrv7VH7R/x70rWfhz+0x+z1D4T/Zl/Yw+IOm/s0/tLeA/gJ4a8U+CYvjL4n/ax1SP4l3uofB348/Gfxf4e8afEzQfDHhnwz41+Bfxt0b4YeOvhInwm8OauPDdxcfEnXItHAP01ooooAKKKKACiiigAooooAKKKKACvyV+LeieEtS+Mfxz174s65+zff8AwZ+Gnxjtfiv47+FWn6YumfB3xPo/gn4Q/sDtr/xV/wCCkHxH1D4IfE7w/Y/te/s5aDqtx8Vv2P8A4Qax4p8HD4ufDHTv2bPEFuumL8Irj4s/CP8AWqvyb1X/AIJtfCP9or45ftheO/2j/hx8XPC+m+KP2nvhV47+Ft38JP22/wBs/wCD/hj4t6X8Ov2VP2TdJ8O/HTxb8LPgx+1RoHw30b4ueCvi34J8XfDTQ/FNl8Pvh94nXw38F/h5rjaXfXsNp498VgHn2m6al+ugfHr4+aHLoHwx0O48G/HDQNB+OvhGb4QXXxpvfhLc/Ab4ReLf27v27/GPwn+BCfC+H9q9PhkPB+ufsjfsja/4R8CXl/feBfD9vb6B4J8ReCv+MNfzS/4KFeMNP8Cal/wTV/aO/aGvvGHwd8B69+2B4h8aWNz8Sfhf4H07xZ8Q5PB//BOT4xeEPCP/AAUN/aX06L9gnxH8PvCH/BVfwvP4c+GN3+xX+x74l8BzRax4q8EeEfh3aeAvD99pfjPRP2V/2Svv+CPP7EGpjxKupQ/tfaivjPx/4L+K/jBb7/gpf/wUqux4r+KXw3HgEfDv4leJRcftbyDXfH/gIfCn4XDwX4x1T7V4i8LD4beARoeo2P8Awh3h3+zviX9rH/glN+xxon7Q/wDwTr+yW37UlzdfGL/godr+t/EPVdb/AOCg/wDwUD8SeINb8WeCv+CaP7Y/iPwl8QLTxH4i/af1TXvDnxO8PXP7PfwY0fSfij4X1LRfiHZ+C/h/ovw9i8TL4Da/8N3gBg2PgbWPG3iH/hsX9szwlqX7J3grwPqeu/ET9mP9mXQ/AGrw6p+yFe/tPzfHGbw/+1rpPgrSv2fPjb8HP2y/+Cvfxd/aAEWpSfs6W+i+NNR+AC/Fd9f1bQfHHxY+IGmaT8bPqfxTp9r4Nhi+L3xh8F6z8AfGdqPFeq+Dfg74Et/D/iTS/wBmfxx+01rf7WH/AAjfx0/ZQsF/Zk8bfAH9pj/gqb8avG+sWOkfG/wlqWv/ABC074W2fxI+IWrQ+LdX+GfxR8Rv+2B6XB/wRx/YYtX8MSWtl+1xbSeCfiB40+LHgx4P+ClX/BSeF/CPxT+JM/je5+InxL8MNH+1qraB8QPH1z8TPiRceNPGWlG08R+KZ/iD43l1zUr6TxXrzX8unf8ABHj9h/R7rQr7SYP2vdLvfC/if4geNvDN5p3/AAUu/wCClVjdeHfGfxZ1nXPEfxT8XaFcW37W0U2keJ/iX4h8T+Jde+IGv6e9vqvjLWfEOuap4ju9SvtWv57gA8sg0xPhv8UvB/xA+OGkxfBzxx4l8T6d4g+Efwx+E3hHUdQt/hX8Rf2gvjtJ4zT4OfCrRYv2e/H/AMGPjv8AGr9qyPQf2jNd/wCCjH7Q3h3xlpPxO/Z18A6lN42tW8BfDf4jyftMaXWisbH4DXvhD4ieJvAl14U+NWn6H8Pf2fPhV8D/AIK2mkO3wY1rwr4b/Zu+I2lfsHf8E7vDHxJ/Zc8HfDHx9+y78afBGj+KV/a1/ai0bWPBsngK28ESaE/ivwPYfBLQF/Y59Z0T/gjn+w14a13TPFPhy0/a60DxNoh+KDaN4i0T/gpX/wAFKNK13SG+N/jiz+JvxpOmatY/tawahYH4vfEnTtP+IPxQNpcRHx/44sbPxZ4r/tbXraC/RfDX/BHX9hzwY/geTwhbftd+FJPhj4CT4VfDV/DX/BSz/gpToT/D34Xxx6DFH8N/A7aX+1tat4T8BRxeFvDESeD9AOn+Hlj8OaCi6cF0jTxbgHjeiaYn7OuseD7jxLa6Zo37ROtjQ/2fvhH4G+EPgbx14d8LfCl/BMfwH+KHwt/Yd/Y78Aaj+yr8QvA0/wCxP4q+HN5e+Cf2x/23vD8HhXTPh1ceHZJdT1b4dan4H0LRv2QOH0v4a6B8G9U8S+Cdf+EPhX4iftBfGXwB8JPgVL+zB4Y0PQR8DPGvg7wp+zhrfhTx5+xX4N0X4nfsgeE9A8I/8Eff2ZbH4y+DfitD8bfh9r/iTWfE/wAY/GvxG+C3jK1t/GWjS/sz/Ff6U8M/8Eaf2EvBV94I1Twbpn7WfhLU/hn8N/8AhTfw41Hwz/wUm/4KSaDf/D/4Q7/DEh+Ffgm70r9rO0uPCnw4L+CfBj/8IPoMlh4Y3+EvDDf2XnQNK+yY9v8A8ESf+CeVr4Y1PwTa+EP2m7bwZrXwi0n9n7WfCNv/AMFFP+Ci8PhjVvgNoGlaroOhfBLU9Aj/AGrV0q/+EWi6Hrut6NpPw2urSXwbpulaxqunWeiw2eoXcMwBxV14XutIuvEXhnxPb6F+0N+0z+1JoXxR8M6r4d+KPhHxV4S8JftSXPw08PftCfDL4t/s7fGX4XfEn9mX4mXX7N3/AAS++Et1q3gHxD8Kfij4T8TarafHzxV418PS3Wt/Ea6+MtvdfteeJ/HnxpJ4R8feL/2ffgn4Htf2pf21P2zV8YReLvC/xo0BE0Hxt8LtF139pD4F/ErQP20vhz8Tv2fLe++Ef/BJv9mafxVo2tfstQ/DTxrJ4v8A2xPEd/d6X4R1Xx7afEb4ufF39pH6+13/AII4fsMeKZPiTL4nsv2uPEcvxl8D2Hwx+L8uvf8ABSr/AIKT6vJ8Vvhrpdr4sstM+HvxJfUP2tbhvHPgfTrLx746tLHwn4nOqaBaWvjTxZb2+nxxeI9YS8/AbwZ+yZ+ysvgz9sn4kfHL4i/tF2enfEr9p/8Abi+AHxt8VeLP2/v23NNj+L3wg+C37X37Rf7NXwe+GXxbuv8Aho22f4uafoPwb8P6H8KdE0jxsPFGreJNMebTLsa1quv6k+pAHhvxE+DEPwD/AOCqfhO0+Kvi7xJ8V/EfjHxF8CvHnxm+Onxcg8cWHjD4++KtI/Ze/wCC+Xw5+LfxE1/4R+Ofh54K0v4OfDvT9e+H2pfDL4KfDP4Y/wDCwfg9qv7NPw/+DfxI8C/EHxZpnxGf7J0f/BeTxZ8Mde/4JYftNweHNc8G614lvPAX7P8A4n0N9EutK1LUpPhrrP7U3wOSw1ixvLAzSR+Edb1C2tW0yZJk0zWJ9PaWx+1Npk723W+Ef2GfCXxZ+Kuu/H34Y6N+1f8AA/RvH0Nn4h8f/Er4k/ttft6+H/jz+1nqmgfDrxP4M+FVh8WvDWo/HOL4meHPhr4CbxBpHiLRbvxz4m8M/GqKfw5aeDk8L+DPBs2v2Hi/85P+Co3/AATW8Efsi/8ABM/9rXxt4Z+KHxm8Y/2jofwBu9bsfFPxw+Ptzo118Q3/AGjfhdpOr6xceBJ/ixe/Dbxb4T1DS9e1CXRNF+JfhLxx4o8F65ZafruleNr3VDFeacAf6E3iHxt8GPDfjq70rxXr3gHQviFP8MNc8WXY8QTaPpniC7+EPhHU4x4n1Zr7UVguL3wR4U1TWrabxGVuZtK8O3Gu2F1qyWX9tWUt3/IF/wAEmdS+HWoQf8FZ9Y8Fp4ef4SX3/BYn9u/UvCaaJpkFt4Uf4dXKfDi60FNI0e3tIba38PN4ae1FhpkFjFBFppitYrSONVhH7IftL/8ABDb4IftIeIfDceofG/8Aa/0HwR4R8EeP4dHttc/bt/b0+MHip/id4xs7XRNK1033xl/ad8caDofgjQdBi1GPXPDXhnRNJ8QePLrVbe01LxfpOhaNLpWvfz0f8Ezf2QvDfii7/wCCn+m+OvGfx2Hjv4f/APBWX9tb4by3vw7/AGzP23/h14W1bUvCkvgKB9Y1mLwz+0Pp3iTxxqd9rNxeTah8QviZq/jL4u+JtO+wr4z8c+Ir+xt7pAD9vvCHjj4I+K7r4cyeBNf+HviC6174Znxl8LrjwvLo2otcfCPUf+EeiXXvCl1piyraeB9VMnhqG3ubKW30jVGt9Pit/tDaeq2/U6p4l8A6R4w0jStZ1fwxpvjjUfC/ifVdDg1O40+01+78IaBd6DJ4wudNmujHdy6JpN5f+G7jX1t5Ta2kk+k3N8ij7NIPy6+BX/BI/wCHPwZ8W3PiOT4v/tDa3B4z8GtD8TYPD/7VX7X3wyvr74kx+M/EXjKLxB4a1XwB+0Bouq3Hg6Wbx14usP8AhGfiHqPjrXrNotJ8QDxjeeKNZ8fax4t6D9oL/gk38Hvj8vhvw9qfxX/ag0bwRo9l4yvdQt9S/a9/a4+J/iC88V654ZvPCHh6603/AIW98dfHXg7RtD0rSfEPiifX7a38Iy694mlm0rRT4g0zwq/irRPFIB+lfhDVPBWveCNA1rwPPoWo/D/WPD1jqfhi68Ow20nhvUfDF/ZJdabdaLFZRizuNIvdPlinsTZxNbXNpLHJbh4pELcd4V8bfA/Wm+GFr4N1v4fX8mu+FNb1X4SWmgnR3mk8GaFHo+l+I7nwha2cYl07QtG+26Fo2trZR2lrp11cabo1+kN01vaV85eFf2C/hzY+EtAs/FXxC/ao1LxdZ6Fp1rr1/wCHf+CgP/BRDQfDV/rtvZRRX93o2i3n7Vms32jaRdXiSTWel3GqatcadayJaPqF88P2mX5w+DH/AASQ8A/Czx3dfEDUPjL+0PreqePdI8Qt8W7bRP2qv2v/AAHPeeJ9R8Za1410K88H+KvBn7QGh+MLrQtGn8UeINF1TT/ilrPxG1XxFnTPFq63ovimbxfc+MQD9Q9b174faX418GaZ4hvvDNj4917TfF8PgNdVFjDr+oabpsGi6p43sPDd5dILlo0tLbRdV1zTbGdZLqy0qHUri2mtdFlns5Ph7rngLxL4O0TxB8Mb3w7qXgTWYrrUfDmp+Elsx4b1O2u7+6muNT0eXT0Sxu7TUb9ru9XULPfb6k876hDPcJcieT88vjd/wS1+Evxmk8GaBdfFD9qHS/AelXXiTVvFdvqf7aH7ZnxA8S6nqlz4duvDvheHw1/wsr4+eMPBvh61tV13Xb3xBqFx4T1XV9RggsNBsrix0nU9fW77/wCGP/BPn4eeGPh94Q8NeNfiT+1FrPifw/oVlomqat4O/bx/4KC+D/DOpNpcf2G1vdI8KD9qrUYvDdvcWMFrK+iWl9c2GmXDS2enP9git1UA960g/sy694j+FviHQ0+Gmq+ItTtfEOkfCJtPi026lgi8HTardeK28I6PCjW2i3fhe6m1Ww1/VrSwsL7Rr2/l8P6he21zqiadc+ta7r3gnSPEHgyx8Saj4f0/xN4j1HVdH8Ax6u9lBqmq6vFo13q+r6V4ZlugJptTfw/peoaldWFhJ9ruNI0y/umhltLC6eH8t/hx/wAEl/Angb4pD4rXHxh/aF1HVvGf/CaRfFfTdI/ax/bF8ItdR65f22s+Fn8I+NPD37QNn8RryXw3d6ba6ZrafEfxZ40h8Xx6hf8AiFl0HUrDSLCD0H44/wDBL/4RfGPRfDXhGX4oftS6P4Pg8V6X4k8aDWf21f20fiFqupWXhtm1bQ9O8M2XxG/aD8U+CNB1BvElvpd5e+JdX8I+I9Q0/SbO9t/DUOieIr3TvFegAHzZ+1N4j+Bd/wD8FVv+CF/je/0z4HeNvgt4c+In/BRLx74jn8d61Do3wwsZfh18O/CPivxZ8QrK90fwX47i134h/D7xj4b1X4ifDrRLXQM/ET40+GvDHhx/FnhB/EknjzQ/3xsNMuNCi0b9oj49+DvEMtjo48L/ABn8IeAPHnwz17QvF3xOv/hmPgZ8F/F/7Xn7Vt1+zf8As9674N8ef8FCfEnwsm8Jr+yh+yNo3gDQ/EOvap4V0D4W/CjwxoGueHNe139nn+V/4Kfs9+H/AB5/wVH/AOCQH7NWueIv2hvEX7J2ueKf2z7bQPE6/thftoeH5vjF42/ZZ/Zr8U678PfjT8LrM/tD6jrXwY0TwFNrejeHvBfjD4S678PJfGmv2/xXm0bTJvghrPw+m8Qf0Sf8FJf+CWH7IXw0/YR/bp+PfhL/AIarg+Lnwq+CXxo/bD8CeNNc/wCChn/BQfxjeaP+1N+z9+z/AHd38FPj7caf4x/ah1/Rtd+KXwy/4Vf8ObHwj4t8Q6bquqaVo3gbwtoMM39iaJp+nwAHX+I57f4U/Cyz+Jv7Uj6r8NPD/wAPbrTfG3wu8K3Xwf8AhnB8XfhD8WvjND+1v4U8JftffCR/Cn7Imr/An9pz/grX+1l8WfFsGv8AxR/Zf8H+GtJ+HHwT1/4t3Woz+B/El/q2m6r+0vS074e+I9O1bXf2qP2m/Bt18E/H2j6R8TPHPwM/Z8+F3haOe9/Yw039o3w5+0T4rufiB+zZobfA/wCKfwB/bg/4K9fG/wCMGgX178WPBVpF4jvvC5+JV7YaXY+JtJ8Ywwftc+f/APBMf/gkP+w34x/4J0f8Ey/iHqvhz9o2w8T6Z+yx8C/jn4Yfwj+3r+3v4A0L4f8Axa+N/wAGNH8WfFrxz8LPB/gT9pnw54P+E+sePvEHj/xtqHiL/hWuheFbS7/4SrXbUWsdlqNzbP8Aclv/AMEaf2EbS/8ACWq2umftZW2p+AfGvxB+JXgTUbf/AIKTf8FJIb7wV8Rfi1ceLrv4q+P/AAleR/tZrceHPGvxNuvH/ju5+IPirR5LPXPGdx418WzeI7/UpPEmstegHlur2t/8NNR0D4s/GzwXpnw/+IFj8aPD/wAUvhf8A/hb8P8AwTqT/AxvjH4p/aG8QaxoP7MXjjVf2XPEHhH9o/8Abe/bg8R2OueC/wBu7S9I+IXhXVfhJ8L/AI0/ETx74S+Kvw4t4dD+NP7SUMFte/Be48K+PfG/g278N/EnwjJ4c+Bv7P37PHwE8Mx6Re/B+TQY/gV48+Hv7G/7GPw08dfAu8+DnxZ+G3xP+Ct54o8KftmftjeCvEnhDwz8CvCHgnxZ4e8NeJfhh4W+FfjDxf8As4+x6T/wR4/Yf0HUdH1fQ4P2vdF1bw7rPxF8R+H9U0n/AIKXf8FKtO1HQ/EPxg8R6h4x+Leu6Pe2f7W0Nzpms/FLxdq2qeKfiLqllLBfeN/EepahrniWfU9TvLm6ki8O/wDBHH9hnwhN8PrnwnZftceF7n4TfD+5+E/wruPDv/BSr/gpPok3wz+Fl6nhOO8+Gnw+l039rW2k8GfD+7j8BeBUufBvhxtN8Ozp4L8JrLprr4c0cWYB5np1vf8AwCi8Gy614P0c/Hmyv4vhR8Hfhn8EvA3hbwbqvwVs7DTP2VPiP4f/AOCff7ET/EP9lzSfCHxI/YZ1f4XeFptF/ar/AGsode8GWvhLWvCOu3vhnRvhT4z07Q/AH7I/m/ifwvpvwSk8OfDm8+Enhf8AaA+Ovj/wh45/Z7/4ZU8N+EIfhz8EfE/w+0z4K+EIvB37GXwz8GfE39mjxp8OvDf/AAS48BeAfix/wk37Q37UXgbxP4RgsPjN8J/hv8Gtb0z4x+NPHOq/sreGvpnwr/wR4/Yf8Ct4TbwTB+174OfwF8P9N+E/gZvCv/BS7/gpV4ebwZ8LNHFgNI+GnhNtJ/a2sz4d+H+lDSdLGm+DdH+x+HbEabp4ttNiFnbeXyEn/BDf/gnDNplnokvgH9o6XRtP+B2o/sx2GkSf8FCf+CiD6ZY/s16xb6Xaat+z1aWDftUm1tvgdqlroeiW2o/CaGJPAV9b6PpcNzoEsen2iwgHK+M9Mi0rxJ4g0bV/Dlt+1L+0F+0QvxP+G1j4a+JHw88FeE/EXxz+FGl+N/2kfh/8Sf2bf2h/BnxA/ZbstR+H3/BLn9mm68e+D/HXgX4yaD4r8Ra9+0fq2tWlxo0vxAsPiXoGhftRVdT02bwjd6t4Cm8Kf8NaftEftNT6/wCHviZ4b+IGh6j4B0z9pmy8OWv7Rnwa+L/w1/aW+H3xV/Zm+Kb/ALLn/BLX4SRnQde+A/xB8C6n4ut/jt4k1zStK8Pr8Wrr4rajqP7XvsPiH/gjp+w54t/4WD/wlVr+134m/wCFteCk+GvxV/4SH/gpZ/wUo1r/AIWZ8OY7TXtPTwB8Qf7R/a2uf+Ez8FJYeKvFFknhXxH/AGloS2niTXrYWAh1jUUuTxD/AMEdP2HPFz/EOTxXa/td+J5Pi54Cs/hV8V5PEP8AwUs/4KUa0/xO+F+nR+L4dP8Ahv8AEN9S/a2uW8a+ArGL4hePorPwf4kOpeHrWPxx4vSDTkXxLrQvQD5R1+9v/DvxE8V/AL4G+GvD37QX7a/xh+I3ibxp4o8RfGX4S+DLHw6umfDr4n+ALj4Zft4ftzaNe/s1fCLx/wCE7P8AZB+LHwi8X/CT/gm18O/h78QPFGn/AB4+FPg74Z/ETwL8SvHcF1bfF/8AZ97T4KeAPDPgPXPC/wAF/h1oGsftCfFz4v638Ov2k/jR4l+Nulx2fibxboGtap+z78RPDv7eH7a2ifFr9mPSPHH7PH7TnwK+IvgPxf4M/Yb/AGK/DmqabBaL4c0uWHwv4L0X4aeLvEP7HXtjf8EYf2CnvfF2pPov7Vr6j4/8ceBPib48v2/4KQ/8FITe+NviT8LdR8M6x8MviF4uuj+1kZ/Enjj4dav4L8Har4E8WazJe694R1Hwn4ZvvD+oafdaFpctrfvP+CO37DuoS+Jpr+2/a8vZvGvjzwN8VPGUt5/wUt/4KU3Mvi34n/DBvAr/AA0+I/iaSb9rZ217x58PG+F/w0bwN4v1U3fiHwk3w78CtoGo6efCOgf2eAeXaRpeo+IrjRvgd8GLWPx98R/FmmfDD4tfED4l/G74deGdS1S8dvCn7OHjD4T/ALc37eHw58c/s4/CHx/4E/bq+GfjD4PXnhP9l/8AZp0XVNCtfD2jeF/DHijxfoXgfRfAHg/wj+ztu/8ABPgeAbD9pr9qDQPBfiH4eXOrW37Of7Hfib4heGp9C8Yz/tWjxL8Qfi7+3n4z8K/FP9rzxx8SP2e/gr8SbL4h/Gn4Nar8K/FTfs4+OdR1HVP2W/Glp8UPAmkfD/wR4P1fw146+M/azf8ABHj9h+4stX024g/a9n07X/iB4f8Aixr1hN/wUu/4KVS2Wt/FPwn4j8N+MPCvxL1e1f8Aa2aDUviB4Z8W+DfCHinw/wCMryObxFo3iPwr4b1vTtSttT0PTLq12P2O/wBiH4f/ALGn7TP7Tq/BX4Q614T+D3xR+EP7OniGP4seNfj98e/jv4/+I/xol+M/7bnjb41+FtWvPjz8dPitqeg6L4Wu/iV4S+Kcdzofhfwcvi/4hftAfFDxJ4g8S/EDXbm5i8GAH6U0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8gftLeNf+EV+NH/BPbQvtnxAtf8AhZX7X/jXwV5Hg3x9/wAId4c1H7B+wL+3D8RfsXxY8O/8I3rn/C1/h/H/AMID/aGm+AP7T8Hf2d8U7D4afFL/AISO6/4Vr/wiPir6/r4A/bI/5OK/4JO/9n//ABG/9dZf8FLKAN/xz/wUN/Zv8A/Ez4k/CK70/wDaf8a+N/hB4g0Pwn8SY/gp+wf+3T+0J4V8J+KvEfw98E/FbSfDOofET4D/ALOXxH+HcviCX4d/EfwL4qutGsvFV1qOmad4n0oapbWVzObdcD/h5Z+zr/0Tn9v/AP8AFTv/AAVN/wDoN6+C7z9ob4mfA/8Aap/bas/hroepa3p/iD/gqP8ADzVvjdcWFj4JvLXwl8AdO/4JU/8ABMvwX4p8b63P4v8AGnhO70nR/DPj34j/AAz1W81Lwfp/jfxOtvZ3ELeEpPDUniPXtB+efAH/AAVR/a88a6ToWleBvjt+xR8TPG3ij4M/CDVtDn0f4L/E7XtMvtX8R/GbVfA3ib44af4X0L48eFNR1X4cW8EX/Cota8Mx+LrEJ8btM/tXSfE3h7RnuPh3cqm/aKo17qpVqVJuW8vbWUalOKvKdNTvTlJK0ZRqN+5Sqyhbhyuld+7V5Ep2lyQlOpOCp1J8vLGaUPaOLfwTppN1KkIP9ev+Hln7Op/5pz+3/wD+Knv+Cpv/ANBvR/w8s/Z1/wCic/t//wDip3/gqb/9BtX5fRf8FY/jz8VG8JeJfg18Qf2Xn8LL4k8ca6+k6b4P8c+PNR+Inwv+GCfGe81jxPp+s6T49Phq28DfEOy8B33gTwb4ni8QeG9R0L4v/D3WvEelx/F3wUvjD4c+GNL9oH/gor+0t8Av2r/2xvDvhfx38Ovil4W8Bap8JdF8I/CLW/iJ+ztHa/A2HXbD4A+ZrPxS0XxXZ/snal8IdM+K+o/EbxLpHw/8Y/GD9sr4jaX421Yahf8AgXwLpt78OYvhp8Ut1h6v1ilhZJQq15YqMHJpQ/2WpRpTcpaqKc6yjFvRck+flSTctNRrS0aoUaNea2fJWrVaC5VJRvKDoTnJaXhyyhzc0U/0v/4eWfs6/wDROf2//wDxU9/wVN/+g3pB/wAFLP2duc/Dj9v/ANj/AMOnf+CpvP8A5pv26e9fkNrf/BXr4+eHviheA/Ej4D3s2o/EDw38MNB+BNz8GZI7zX3074+/FHwN8Q7zwV8TI/2zoY9R1v4feBbr4fah48vovBXiTxguqeFvEui61+zx8Jtbs/GGl+DNnU/+Csv7T3hbx14B0nx145/Zt0i50zwrqth8R/BGg/CXXDrviy7079pD4VfC24+Nngzw14x/aW8P3ll4N8Safrfir4afDLwFd/EqLVJfitba1Hp/iD44eLP+EP8Ag7dxQpyxDoKmruvXjQpre86lGdeDjyKTnBxg481NSUZaSsozcbrUpUJ1IS1VOm5ymk1D3adOrOD51FxnGE7pSSU2uWDlNxi/00uP+Ci+kfE74ieGv2fv2Xvg58cvEHx88ceDfGvxC0aL9qH9nD9qX9i74W+G/h38OfEPw48MePfH2seJf2jPgf4A8SePYPC+r/FnwFYL4O+Dfhfx34ivdY8S6FZeI5/AegapJ4x0/wDFv9j34BaRJN8Wfin8W9Qi+Kvxg0f9uX/go1Daa1f2d3Z/D3wJ4k079vr9pzRPFGt/BL4aapq3iOz+GQ8W6tHrOt3mpTaz4p+IP2bXZfDWo/EHV/Dmm6Rp1j+0t94j1bxb/wAFIv2HvEWu+BfFXw01bVP+CfP/AAUwmvPA3ja68FXvinw+6ftJ/wDBKSBLbWLr4deMfH/guWeeKKO9iOheMNbt1trqBLi4gvVubO3/ADb/AGY/+Rc+PP8A2f8A/wDBUD/15F+1ZU7Np7ptP1Mk7pNapq6fk9j6Pr8cf+C/3/KI/wDaz/7oP/60x8Gq/Y6vxx/4L/f8oj/2s/8Aug//AK0x8GqQz+06v4hv2Lfj18NvgF42/wCCr2qfEe58Zf8AFff8F+P+ChHw/wDBejfD/wCFfxU+Mni7xL4u/s/T/Hsuk6T4H+Dvgvx54yuvsvg3wH4v8R39+mhf2Zp2maDez317b/uVl/t5z09+lfwNfs3XdvYftVftB313KkFrZf8AB0J/wVHu7maQhY4be2/YV/aulmlkY8Kkcaszk8BQSeKmUlCMpydoxTk29kldt9X/AFohxTlJRSu20kvNn6vf8N1fBP8A6Ej9sf8A8V1/8FBP/oY6P+G6vgn/ANCR+2P/AOK6/wDgoJ/9DHX56+Iv2+vj94ftLGz8S+OfhV8G/E99pvxa1nUtA+Mvg3SrrV9A8Iw3s/xH+HPxYhTwB8Tr7RX+GngD4X674J0z4nDV9Zt9S13TNb027udW+FXjs3ulzdlef8FEPi7oWneDZfFGsfs96JqXxX/tO58Dw6h4Z8aaTB4f8O+G/htLrvjfxprUWr/FG01Dxb4Y8CavFH458U3dnbeCE0f4e39loOqT6dq8kXi6fSEXNQsmnOhVxEU4tNwpTqQkm7WjK1KcrSask07SUkiStOrC/MqU6cJTjaUZKpT9pGVNRvKpBxUneMZbKXwzpuX2x/w3V8E/+hI/bH/8V1/8FBP/AKGOj/hur4J/9CR+2P8A+K6/+Cgn/wBDHXwL42/bA/aLm/Zn+K3i+6+M3wl+HXiKw+I/gm48F/ExbnRvg14W8P8AgvxZ8RviN4Ubwv4h8Z/G34W/GzQ2S4vvh5cWfhnXdX+BOk+INW0bxD4e8JX+l6d4z+1fECbD8cf8FGPj7LpHjzQ43+HnwluoNW+KXhXQ9f8AEfhrwl4r8ZaHdeEvhTL4n0aXxH4M0T9p/Ttd8P3UzpD8Sr/WPEnhDw54ij8Daokmm/BO6+GnhzxH+0JZ6UqMqkq9NOKlQqRpzUtHzzpYaryxdmm4rERi9V70ZxV9HKZvklTi026n1nla9631apiKdR6e9Z/VqkotJrlcL25rH6Lf8N1fBP8A6Ej9sf8A8V1/8FBP/oY6P+G6vgn/ANCR+2P/AOK6/wDgoJ/9DHXwpF/wUV+NF/rvjZtE1r4E6j8PPCvjzx/4FHj6/wDh14i0m0gtIPBsHijQvHurxad+0X4ps9N8O/CKex8U2Pxb0nV7/Rdf8Tx6FezeT8Gb3Tb7Sz5XYf8ABTP47yfD/wAIyReKPhT4j8XW03w1v7o6Z4DW1ufi62peAPh14pb4aeCdQ/4WxeadafET4lHXfFvxAjttU8D+E9Q8P/Cfw5dN4c8Ma3omr+H/AI3jOEHNRa+3Tw1RLqliq7oRUla8Zwkrzi7Sa0gpSTiaezneacVGUFUlq4pSjCjKspRlflcakIStK/utJVHDmjzfp/8A8N1fBP8A6Ej9sf8A8V1/8FBP/oY6+bPjZ+1x4Z+L2u6J8JbXwF+2h4V+B+pWI1j4y+N7P9gX9vi18QeN9IW8eCL4JeD7aw/ZvfXdEtfFSwM/xP8AGV5b6W1v4HuR4W8EXV14i8Uah4h8AeHw/wDBRf8AaEvbr4NXtvYfCDVovEPiHwPaeLfCngyCx8Qa5e+FvEXw28U67bfEg6r4I+K/xi+G0fgb4leKv7J8N+ANO8IfF3XtQ8L+JvCvixv+Ev8AjJoeh+LrHQP0+/ZM+Lnib46/s+/Dv4q+MLPw7Y+IfFlnq1xex+E9T8HaroEyWHiDVtKs72xn8A/FP41+FbVr2ysbe6u9J074p+MpNGvZbnStQ1NNRs7uzttJUJRVaV4uNCpGlJ3s5OfNyyipJSa9yV9E09JJPbJySVBv/mIpxq07e9aLhGdqnJzezklNXjNp2cZWtKDf5y+Ev2iPg18Xv+C9P/BEL4e/DG1+IPh7WPhZ4b/4KD6nrXgn4jfAL44fs/apoXhDxr+yH4k0TwFqOkeHPjZ8Nvhveap4d1O6+G3jPSdPvPDdnqOm2dx4YvrG4ltZY4YpP6Z/+CsX/KLL/gpZ/wBmAftkf+s6/Eav5Wb3/lbb/wCCXP8A2Zx8Wf8A1VH/AAUHr+qb/grF/wAosv8AgpZ/2YB+2R/6zr8RqxKD/gk7/wAosv8Agmn/ANmAfsb/APrOvw5r7/r4A/4JO/8AKLL/AIJp/wDZgH7G/wD6zr8Oa+/6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+QP2lvAH/CY/Gf/AIJ7eIv+E0+H/hX/AIVR+1/418f/ANheMvEf9h+IviV/aP7Av7cPwt/4Qr4T6Z9iuv8AhMfiBYf8LKHxF1Lw55+nfZfhZ4B+Jfi77bJ/wiv9n3/1/XyB+0t8UvHfw/8AjR/wT28J+Edd/sjw/wDHH9r/AMa/C34paf8A2Zo9/wD8JR4E0j9gX9uH416foX2rU9Ovb3RPs/xN+D/w68Tf2n4dudI1iX/hHf7Gn1CXw/q+u6VqYB+Onxs/bA+LH7KPx6/b4l+Fd14Khv8Axl/wUj8G3c/h/wAT6KdX8S/GG58Kf8Exf+CUbQ/AX4UyXHiXw/pWk/EHxvo2ueIvFk+q3tp4murfwB8OvHKaTo+kXsg8eeDG23/BWP8Aao1C9/Z+1C1034D69B4r8VfDex8c+Cfh/baX4p8Sah4K8W/CLxp4ktPi4db+G/xv+Pvwii+HHxf8bf2H4P8AhbpPgP46+J9T8GeMfBHjhz4+/aC8OeHPHem+F9j4n/tS/tAfs1ftC/8ABRe5+BZ+Dyx6l+3BN4t8cp8WPBHjTxm1/pPg/wD4Je/8EkdC0rS/Cj+EPif8N10HUZNW+IEWp6hqWrp4ltbrTtJfSbbTbC61AaxZdhp/7Ynx7b4A+OviP47/AGs/B/gXUvD37aGmeFLW40bwN8N9J8THwLP8EPC3i7wd8AhafEKHxZ4A8R+L/iL401LTV0/SpZPgh4w+KWj6zN4G+Fvjnwd8S/EHhHW7usHB1KdeHxOeKlJVpq3JyTy7D/V1aE5KPNjKdW8WoSj7VRXt0nPStalVwkpUlatl1ZxgnUcanJXr1JYuTjOKp1KUMPOhCMlZzqUpVXUo3px6XxX/AMFTfip4R/ZE/Zs+OGsW3wH0r4g/H3wx8Vl0HT9Q1Pwp4g8LeLfHfgf4keDNH8P6N4NX4OftI/GLwlc32qfDO78feOdc8FeHPjf8R9Y0NfCmpi/16zbwl4psI/HZP+CpX7Vfg1orX4ka78CbzxxbfFnwT8KrXw94M+C/iDS/BPxGN1rPhqTxguiJ40/aWsNf8EeLn8M3XizxDpGoN49+JjWWjaE9jovwY+JGv2c01/5Vrf8AwWJ/aD8EeNfi9oPhz4q/AX4uaToPx8/aR8P+DLHxp8L/AAl4O8feIPBnhP4Oz/EaDRvA9jp/7W3gnwbpmnfsk69YyaN8fNQ+N/ijwZr3iDTNShtviHrP7NWqWdzqieo+I/8Agq1+0r4h8N+O/D/h/wAQ/s6/DP4h2vhi5vNFlu/Bs/xH0208Rat8BPBXjDwz4E8H+Kfhb8f/AIt+FPH/AMSjr/ijxR8ap4L/AEHQvCQ+BHw21K60+bxN8K/Euh/tWtpClPESjUoQjCWIj/aNKkm9MNioqlQwqjUfLzYevGfPLmcZycableKbirCVDkoYi0VSw9eNSq1KPPOniYYn63OVO0o05YSjVoU6Kjz8tRzqWqpQOBb/AIK3ftX3nxA8PfEDwT4l/Z98ffBr4g/CvULfRvC9l4e8DaP4N8OfE/4baJ8WLzx7bQ/ETxh+1D4G8aeNPG2peItAu9/gH4caP8U/FFt4b+CfizwtpfwotrzVfF/xn8BfoN+xp+2V8cvjl+1L4g+DvxU8Y/BtD8PPhJ4yj8R/D34eeCdZ8L+Idb8YeDviF4J8HSfHh4vE/wAQ/H2taF8KPiFqdz428MfDLwas9y+hap4E8f2+ufED4k6lBbr4L/P349/8FHP264PA+swad8WP2dfhFq2lfED4f6FD4/0n4HeJJvD+nWHh/wACadqHxh1LxxpfjX486r5/hXXvFepf294Ug0PxP4K1LwN4S05tE8S+K/G1xLda8/8ARL8CPEV/4v8Agr8JPFereJNF8Z6p4k+G3gfXr/xf4dt1tfD/AIpvdW8M6Zf3XiHQrZNW19bfR9ZmuH1LTYV13WVjsrmFBquoBftcxCdOpCFeEISpwhTnB7e2hjMLiKdGpGKjFxVKrCrUSqx9o5Wi+ZU6c6eGJlzypUoydOrKWIpz5bfu5YPE5VjFGolyrm+pYqnhOai3CrzVatRqTnCp8tfEb/lKb+xv/wBmAf8ABSz/ANaK/wCCTtflf+zH/wAi58ef+z//APgqB/68i/asr9UPiN/ylN/Y3/7MA/4KWf8ArRX/AASdr8r/ANmP/kXPjz/2f/8A8FQP/XkX7VlYmx9H1+OP/Bf7/lEf+1n/AN0H/wDWmPg1X7HV+OP/AAX+/wCUR/7Wf/dB/wD1pj4NUAf2nV/Ax+zhNJbftT/tC3EKh5rf/g6C/wCCo80SMrMryRfsKftXuilUKswLKoKqysQSAQcGv75ucdefXH9K/gW/Z1lkt/2o/wBomeJtk0H/AAc//wDBUqaJ8K22WL9hL9q90bawZTtYBsMpU4wQRkVhiJcuHryvKNqNSXNGN5RtBvmSdk5LRpO2q1dttKK5qtONk7zirSuk9Vo2tke4+Hv+CiHx1+IGr6fqfg/UvgLd/Defw1oEGp3OheFPFes+JT4v1PxVJ4H8Q/2D4q/4Whd+F7SPwvr8r20ml6n4O12WHU9B1LTb+eZrkjT+P8Mf8FK/ix8TvB2ueFPC/j34V6H438W2nxS0v4RePbv4aSab4k1E+Dv2f7/4o32t23wp1D4xeKYb3xN8NPEUumeG/HWm69JoRtdbtZ7fxV8N/Al1fx+FLPjvhn+39+0xqHwz8DaHdfE34YeL77xRp/jjW9W/aCv/ABR8E/G/h1LPw9ofgbxPqMXhnVPCup/smx+Kn+H0utap4Z+IXh7wD8B/GupeBb27vdL8ceONGPw/l8deP+98bf8ABRr9pTTfB+veLvDmnfCjxfa+H38NQRaB8P8Awd4hTxTr/i3W9c1nXpfh/Z6z4n+Ius+G7XUfBNl4H8WfAf4jWcmkSX+q/EdNU8Q6brHwwudGuPB1j6EYRoutKcXUhUwsakXGVlRh7P2MpJOLm5SxfvpKN0p8jTp8s1Cu51I3UZ0MSqDk0nF1MViIwwl0lyVIUqUeSUWm2r1JxU7ot6F/wUT/AGk7nwMniXxC/wACPCFhb6bN4f13xF4m0Gw1j/hCPEWp698QLVviD8QH+G/7SXi3wz4f8N/BzSPhv4ig+KngHW9U8JeNdW1CzuNe1uL4D+TeeAdN9D+Ln7ZH7SngrRPBM3hzWPhbPourfsrfCz4h6/q+qeA9ZvPHt18QPH0U+kXuv6Dq1p4z0/wLpumWl3d6brVlomofDjWLfz7S9tJnlsdQgh0zzLxN+3F+1P4n+H/g/wAU6F8SPgb8M73XrmPT/Drab4I8PfEC0+Iuun4ceBtTm0nStR8KfHn4veB9Su9Qh+KD/GjSNB+H/wAQPEo8P+D/AINeMPDur+OvFml3+seNfCljwr+2x+0z8AvCkWgfHr4t/Cj4wTaVJ4j8Or8V/FHwxi+Fet654v03wlb+JNIXXrHwf45sPAaL4u8WfEH4c/Dzwb4f8PeG9Ev0fTbm1utU8UeIfGFhc6K3G8pwcYRmsThHB3s68cJTrVcZCKSsvbxrRT51TlF+yVKEoxpKnMv3cqOKSvhqmFxuMdFu7p4d/UIQbckpJ0qkJSjpNzjWqRbjaq5+oeLf2oPiB4M+HPwO8YeMP2pfDfhnUNZ8KfGpfEUPh7wB4K1QeLfEmh634g019cm8CeK7y41bX9P+C9hpdzfeMtK+H/xf8HX/AIPudJvPE/xA0LUPh+uqWnhnxX4Wf8FL/j7quofCfwxqF58GPHd34i1X4CeFvFcjWHgfwZ4w0NvGdleR6x4t8a32p/tOaJ8MrBvi7qFjcQ/C/R/h9c+Lr3StVtL/AEnwl4f+OtxJY2lWvF//AAUw/aK8HadZJfp+z7N4hk8NLrsmjp4T1HQrzV9L8U+GofG1v440X/hYH7SvgPwpYeDvgBoGqeG7L4z3Pi7x94e0DxJdeINM12bx58FtJu4LZ/uf9jTxp4j+Jfjf45+PvHWmaDa+K9dm8MTWH/CP+I/G+v6foPhHT9c+IPgax8JwLr3xQ+IvgOOaDWfh9rHiG/1v4Q6f4E8H+KX8QWt5daBq2q2MvinWow1KpFyrSSlQSji3GfX2ladTDUabs+ZRVSSqxi3CMYKNSMZRhBZ1b08N7GUm6ynHLVVV23Vp0aFWtVlq3GNWirwk1z879ySUqjn8a3v/AAUK+P3ifw5BeeDvEfwP0TxDpNvreuajo+p/DbxfqFx4hg8JeNPFi+IINFh0X4s+J9LufBWn+HPDS/D/AFzxDqHijwZ4s0v4nalZ3Ot+G/BviTTfEvwN0njvGf7bX7VN/wDF34baVP8AGb4I/CTwZF4xnHi2O8+F9+2i+IfB1541+EWsaVY/2rr3xgsdQ0PxR4e+HHirxVb+LdfXWb/w7q1ho+seKbLwX4WFskmj/vxRWVOSp1KVRrmVLEVsR7KTbhN1aUIRpyu25UoVIupGE3JXlJJRVmaVI88qjjeCnTjCybulDFQrxkrWipfV/aYaUoqN4yhUd5wR+CX26z1L/g7O/wCCV2o6dd22oafqH7F3xQvbG/sp4rqzvbO6+EX/AAUEntbu0uYHkhubW5gkSa3uIXeKaJ0kjdkYE/1Xf8FYv+UWX/BSz/swD9sj/wBZ1+I1fys3v/K23/wS5/7M4+LP/qqP+Cg9f1Tf8FYv+UWX/BSz/swD9sj/ANZ1+I1JtOTaVk27Le3ZaJbeS+4Feyvq7K7s1d9Xrd/e7h/wSd/5RZf8E0/+zAP2N/8A1nX4c19/18Af8Enf+UWX/BNP/swD9jf/ANZ1+HNff9IYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXwB+2R/ycV/wSd/7P/wDiN/66y/4KWV9/14B8ZPhbo/xA+Iv7J3izU9C+IGr3vwO/aA8R/FLw7qHg3U/Alh4c8L6xq/7LH7S3wUn134sWvi7ULLxBrfw/uPD/AMYNd8NabpnwtttX8dxfFPxF8NNZ1DT4/hlpHxF1XTAD4/03wB+318Dv2gP2zfF3wV+CP7H/AMYPhn+0x+0B4J+OnhnWfil+2L8Z/gV478O/2J+yB+yz+zfrPhfXfBHhP9g39oPw/J5fiD9nvVfEWma3p/xFuPt+j+I9PgutI0u9srlJe/8A+Fjf8FTf+jNv+Cf/AP4sr/aK/wDpTtfoBRQB+W+u6Z/wUX8T/EPwP8Utb/Yv/YhvfFfw5tdft/B8K/8ABWX9sS08G6bceJbI6Xqet3Xw1sv+CYNv8ONc8WR6VLfaRo3jLX/CmqeLPDekax4g0nw5rWlad4i1221D0j/hY3/BU3/ozb/gn/6f8pK/2iv/AKU7X3+Oec5B6cUtO7tFXdo35Vd2jeTk+VdLybk7dW3uweur10S17LRL0S2XQ/P/AP4WN/wVN/6M2/4J/wD/AIsr/aK/+lO0v/Cxv+Cpo6fsbfsAD/vJX+0V/wDSna+/6KQf1/X3L7j84Phv8N/20PHv7aHwq/aM/aM+FX7L/wAIPBPwg/Zf/ag+Cml6X8FP2oPit+0L4q8WeKv2hfit+xz46sdQv7Hx1+xz+zLpPhfw/wCF9J/Zl1y3urq31zxRqOp6j4o0qGHSrK2sry8f8z/2Y/8AkXPjz/2f/wD8FQP/AF5F+1ZX9J9fzYfsx/8AIufHn/s//wD4Kgf+vIv2rKAPo+vxx/4L/f8AKI/9rP8A7oP/AOtMfBqv2Or8cf8Agv8Af8oj/wBrP/ug/wD60x8GqAP7Tq/gX/Zy+1f8NTftDfYpobe9/wCIoL/gqT9jnubd7u3guv8AhhT9q/7PNPax3NnJcwxS7Xlt47u1edA0a3MDMJF/voz09+lfwK/s6yyW/wC1H+0TcQtslg/4Of8A/gqVNE+FbbLF+wl+1e6ttcMrbWAOGUqccgjIrDEtRw9dtuPLRqvmgnzRtBu8UmndWulzLbdbmlFN1aaSi25xspfC9VpK6as+ujPqz9lL9p/48+N/i9oPwe8WfGbwH8RNb0LwH4F1n4wi4+HWl6drWm3mo/D/AMba7BNoGg+C9f0WfwPqnjmePwb4vKeKW8eae/hyG6tPDOi6fFr9nqun8Db/ALZHx4HhDw34U8D/AB9+FPjbxjrfjODw/bfEbxh4HtPFieJtfvPF3giy8QaZ4EsfhUPh5omr+CvhHqOsXPhX4i6L4y8K/DXx/oNl4o0rwJ4n8a+Gvi54Sj8RfEfhIv29P2o7HVfhR4YHxW+DusfEzVvhTZf8Jb4Y1X4JtYeC7nXNY+IHg1dB+JQt7X48aV8Sby9v/BGo+I/Dsvh/wvCngBPE2jar4lvNd0Jl0r4fTb0X/BRv4zw/Ee9vrjxJ8Ob/AMJz/EKy8H3Xw80bwTFquseAbe51X4dwReDNXN58SPC2pa58YtRtdZn+wsvivSobmPxzoMfhD4Q/ETxfbeGPA/jbvlerVhyypqNWmsNLkimoVaUXL281GF4wrpKtTUIWjFxp1JKbURSnClVrzsp3rfWKNNPSFLDqkq1JOdou05SjL2tpSu501KMVMta1/wAFHvjV4ms/HOleCfEHwb8L3Efhe41Hwr4j8QfDvxQNQj8W3PgIyN8MtI0LT/ij43n17xp4a8SR6z8SF1vxP4f8Gaf4h+FvhDXftPgfw94Te2+NTeWWP/BUX9onwj+03pnwC8eXvwr1zS/HjeItTvPGvhT4UeNbib4V/wDCA/Cfw14o8X2B8M2/xa164kttVsdN8WeP/Bthrc5vpraWTSJr3XPJS9k+wPgz+2H8cfGGqfEnWtb8Q/Bjxd4VsPgN498feFrLwX4M8dabZ6X48+Hi6Pe3dpca9qGv399rOhva+KbDw54o0XTtM1m60/xl4W8QXGh+MprK/j8OaJ8w+Ef+Cj37TOu+K/E/hnw9rnwN8TS+IdC8D+IvCWt6/wCCvD2i2Hhy98Z6H8G9LdIPBOiftma94y8d+GvD+reIrzxHND8Lm+IvhvV9F+JPhTX5vjZ4f8P2vh29+Ji5YyryUl7OnSwdarXhzOXtIqooUIwqU4ynTnTnh5zlOFnVpTUZ1OaTbzoRlVo0pa1fbVZ0MLUSUJRqyxEYSq1YS+OnH63Rw7hUhyxqUnVjFQ0XBWf7aXxo1Hwxofxc174hfC7VPE2i6D4i+HXgn4watpXiOy8P2OsaFbaHc+I/Ft/8OvCn7QHif9nK78f/ABquvF/hv4Y/CfV9A0bVrrwPrmvjSY/Fnxb8OeJT4V1D9j/2Nfjp4z/aH+DsnxC8d6HoHh3XP+E38Y+HxpHh/UvCV8NOtNE1P7PHpGuW3g/4ofFq20fxR4cne58L+I9N1zxHonit9V0S41TxH8PPhlqOpSeA/D/573f/AAUA/ap06z0jxGvh34KeJNMtPAc2t694Q0PwH48tfFPibxOfiz4w8AWdj4R1q9+L8+l6NZz6dp/h947PWNF1qefVYNUkbU7Sz1a0t9C+ov2N/wBqb4ufHnxM9r4/i+Fx8O6l8PbXXfD8nw+ttNurqTWNG0j4Y6nr2u3Xinwf8cfjn8N9W0DxbB8VNJvPD3h/wd4q8RR+DBo99p198RPH0t6t9p+8VKcq9DkXPRliKLg7RhCpeWOlUpqMVD+BFpRi1TaqXVNVJSZz3tClU5206eFlKcU26ssMo5dVU+ZyknOtXpc7lrfD+7OcEj9FKKKK4TpPwavf+Vtv/glz/wBmcfFn/wBVR/wUHr+qb/grF/yiy/4KWf8AZgH7ZH/rOvxGr+Vm9/5W2/8Aglz/ANmcfFn/ANVR/wAFB6/qm/4Kxf8AKLL/AIKWf9mAftkf+s6/EagA/wCCTv8Ayiy/4Jp/9mAfsb/+s6/Dmvv+vgD/AIJO/wDKLL/gmn/2YB+xv/6zr8Oa+/6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+AP2yP8Ak4r/AIJO/wDZ/wD8Rv8A11l/wUsr7/r4A/bI/wCTiv8Agk7/ANn/APxG/wDXWX/BSygD7/ooooAKKKKACiiigAr+bD9mP/kXPjz/ANn/AP8AwVA/9eRftWV/SfX82H7Mf/IufHn/ALP/AP8AgqB/68i/asoA+j6/HH/gv9/yiP8A2s/+6D/+tMfBqv2Or8cf+C/3/KI/9rP/ALoP/wCtMfBqgD+06v4Iv2e9G+JP/C7P21PiP8OfhH4y+NX/AApX/g5b/wCCkfxA8aeC/h/rvwr0Lxd/wiOu/s2/GX4OxatpMvxi+I/wq8G3/wBg8ZfFbwgl/YP4vttT/sy5vb6xsr77DNDX97tfx0/8Exv+Sk/8Fjf+043/AAUJ/wDT94Bo/wCG+8D6P/4ac+Nn/SOv9sf/AMLf/gn3/wDR1Uf8NOfGz/pHX+2P/wCFv/wT7/8Ao6q+x6KNvzA+OP8Ahpz42f8ASOv9sf8A8Lf/AIJ9/wD0dVH/AA058bP+kdf7Y/8A4W//AAT7/wDo6q+x6KP+GD+vxT/NJ+qR8cf8NOfGz/pHX+2P/wCFv/wT7/8Ao6qP+GnPjZ/0jr/bH/8AC3/4J9//AEdVfY9FO7311/HS35fgH9fjf89fU+OP+GnPjZ/0jr/bH/8AC3/4J9//AEdVH/DTnxs/6R1/tj/+Fv8A8E+//o6q+x6KQH4A+Bovit4w/wCDnr/gk98bfHXwB+JfwF8KeKfgH+038LPCmn/FTxJ8Ctb8Q+IvEPwu/Z//AGsPFvjK8s7T4G/GT4y6dYaNYab8ZfBENvca/q2jXt/fXGox2enSwafLct/V/wD8FYv+UWX/AAUs/wCzAP2yP/WdfiNX4QfET/lOv/wQc/7yh/8ArHllX7v/APBWL/lFl/wUs/7MA/bI/wDWdfiNQAf8Enf+UWX/AATT/wCzAP2N/wD1nX4c19/18Af8Enf+UWX/AATT/wCzAP2N/wD1nX4c19/0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8//ABk13wJpHxF/ZO0/xdqHw/svEHij9oDxHoXwttvGXwt1n4geI9X8d2/7LH7S3iXUNP8AhP4t0zU7Cy+B3xAj+GXh34i6rqXxS8RWut6Pq/ws0z4l/BSDTIvEHxg0LWdI+gK+AP2yP+Tiv+CTv/Z//wARv/XWX/BSygD7/ooooAKKKKAEwMYxx/k1558XZjB8LPiNMvxBj+Exh8EeKZf+FozQabcxfDoR6JfO3jh4NaZdGmXwqqnXCmrH+zD9h/09WtfNU+iVzHjTwZ4Q+I3hLxJ4D8f+GdC8Z+CPGOial4a8WeEvFGk2Wu+HPEvh3WbSWw1fQtd0XU4LnT9V0jVbGeay1HTr63ntLy1mlguIXidlOdVSlSqRhbmcJKPM2o8zTtdx95K+7WvY0pSjGrTlO/LGpCUrRjJ8qkm7RneEna9oyTi9paXPwc8O/EX9pHwV48/Z38X654z+IPiX9ml/Huj/AGDwn45/aT1LwP8AtPW3gL9on9oDwJ8KP2cPGHxE+FN/4C1bWvjHoGo6zHquuajovxG8a/DLW/CXw88W6h4dvIvFXj7wpc+ErPzb9l2WOfwv8dJonjmhm/b7/wCCnssUsTCSKWOT/gpB+1W6SRuhKvG6EMjqxVlIKkgiv08+Jf7Hfwp+AXwu8P8AiT9iz9kP9ljQPH/wPvvFXjD4V+CtJ/Z78HrJFq3iXTJV1vS/hlFoHi34P6X4J8WeNNatvDyah4o1HxPZaJFb2kl7rW02tvf2f8yH/BOP4a/t5yfBDxl45sP2i/2d/CMnjv8AaQ/a4u9T+F3jH9nH4sfGTRfhd4h0X9rb47aV4z8N+BPF2hftefA/TdY8M6j4/Txd4ptNc1D4baX4svrXXrLSdc1LUrDw9oEOndClCOFoUFeU6Eqq9tO3tJ0puMqcazVva1KbVS9dpSqKSUklCJzRp8tevVV4qu4ydPnnKEJpSUvZxld04SumqcZckL8qWjnL9Rv2lda0bSvhVrz6t8QvFPgC3gu/DU97N8PZWX4j+Ira48SafZ2fgXwT9jkXWbTxF8RtUe28D6Pe6Go1oXusCLRp7bUWhurb+aT/AIKn+I/2h9E/YD/az8J/tEeJoPFt34j8I/AvSPDF14c+Otr4uj0DxB8Nvij+xqfiNoPxF+EemeCPD+geHvEqeIvEd1qcXjLSfFGvXur3mrXUmoeGfCOl6t4eS9+/PiH+zd+2n+1R+05qngf48+Pf2Rrr4XeBfA1nqOi+HPGP7GHjPxP4G+OaaR4wuof7Q8c/Cq//AG0tY1Gw8O+FfFEltq3gS8HxNtn8VXdvPe+JvAdppun6Dc6x8V/8Fn/gF8dfgJ/wT++L66b4f/Y41HwD4j0P4TeFfiPrnwF/Yq134Aa14O8AeCfjF8IIvA+kQ+ONW/bG+JsUQufF48DaNpXhaz+GviGG+8MaVrPmXfh+Pw7pl7DOGfsZ15T95VVOKhbnSTpRjGpFu0ozVSLi0m4OL5oqL9pGrtUlzQhCCSacXOTVm0qik4Rd2knpJy5eaXIqcnbklT/0c6/gh/Z2fxhN8Wf+Cm2j/Dv4j+NPDfxF1z/gvJ/wUSs/Angjwe8dtY+INYg8ZfBu+1fx98R7na/2j4YfDHwjbeIZvEuian5eha/deJtK0dTceMb7wXaTf1GaR8I/+Cp/wT+D1tpVh+2Z+yh8Xpvhz4KkSCTWv+Cd37RXjn4vfEi90TTZJv8ATNb1/wD4K36Ta634z8UXcRVZb280PRF1C8SGM6Jo0MUVn/H/APsE/sg/G/8AaI+Jn/BRn4pfF2b9im7+KXhn/gqz+13p/jDwp8Z/2PvGX7QvhfwF8c7PxB4Q8RfE3xT8EZf+GvvA9p8P9F1zxFqOm6bFaEeMvEp07wR4abUfiR4iitbEWcq/PTeyjUjKT392L1smmm2tlo09YyjJKQ1yuFZO950asIW09+cHGN3rZJvVrXp3P2U/Yt8bfELWPE3xg8LfFLU49f8AEzDQPip4e8Q+HvjW/wAY/AOo/DL4leMfinZ+BYNDibwn4Tg8Ba1pkHg3UdP1nwtpC+K9DXTLfw7dWnjjX719Sjsfv6vgDwX+z3+1/wDDiTxHL8P/AIxfsF+CpPF+u3XifxU/hb/gnr8WNCbxD4hvWLXetawdN/4KFW32/Url2eSa7ufMlkllmlZjJNKz9x/whH/BQT/o5z9jj/xBX42f/TFKucoyVPljblpUoS1veUKcYyd/VatWT3UY35SLe/UaTUZTclGT5mtEm3Lq5STmk7uPMoOU2uZ/Y9fJnw9bxrqHjr9rXw38RfiXqGo6UnifQV8IzeHopfBp+Hfg7Wvh3Z31ro/huZdS1a6i1nToBNq+reKGuRcap4hnvtUtrDSNMTTtF03L/wCEI/4KCf8ARzn7HH/iCvxs/wDpilchf/Af9snVNWj17UvjV+whqGuQ6mutRave/wDBPj4s3OpxawvhvUfBy6pHezf8FC3uU1BfCesat4ZF2sgnGg6lf6UH+w3c8D4TUpRnyOKcqU6a5lzR95wkna+msLXVpWbSdm09YS5ZK97Kal7qXNzRTtG72T5tU7rZuLaifKvwc8a/GXSfG3wB8Y+IviD4j8efCPx9a+BvEh0fUP2hb21+JvhN/wBov4j+OoPgxB4g+Fcvg+9f4h+DrTwRpHhSw1nVPEPjPwnNbalZeONT8PaZ4nNhfado/wC0Ffnm37NP7VzeIfBfi1vip/wT/Pij4caM3h3wB4g/4d2/FMax4L0E2psRo3hjUB/wUIFzommR2Ze1hstPkgt4LeWaGGNI55lf0X/hCP8AgoJ/0c5+xx/4gr8bP/pildLlT9l7KEZe5iK8qcptOaw03F0aU3FJVJ01GTdTlWko09eTnlztTliJ124xjVoYaM6ME+SOIhC2IqQTtywqy5Wqa92Li5RS5+VfY9FfHH/CEf8ABQT/AKOc/Y4/8QV+Nn/0xSj/AIQj/goJ/wBHOfscf+IK/Gz/AOmKVkaHlHxE/wCU6/8AwQc/7yh/+seWVfu//wAFYv8AlFl/wUs/7MA/bI/9Z1+I1fyQ/tAfDD9uP4qf8FiP+CSPwVvv2lPhl8OfG+vaH+3XP8Nv2gvhh+y98QfBOgaDbXX7OVxefFrwhcaEf24/EPxH8Q6tr/gTw5B4TPifwT49+BPiL4ap4+tPF3gbxrrni6xi/wCEP/dD/grRo3/BTnwZ/wAEzv27tU8QfHz9kD4t+FLv9k/9oDQ/HHg34Y/8E/vi/wCAvF8vw/1r4T+LtP8AH2tad458bf8ABUrxP4c8H/8ACN+DZtc11vEF34M8e3Nk9hF/Znw/8c6pJZeFtVAPIP2dvEfxc0b9hf8A4JxX/wAD/jxruj+L/Bf/AASP/Zu8e+NPBev+LdK8Cfs9fCn4Z2H7FGv2OkeLvizr2o2t3pcHib4n/GKXwKvhDXtXlsdW8LaB8KfGPiHQp4fDegePbHxJ+xX7A3irxvrHwf8AEHhT4oJqx+Knwr+Imu/Dv4kXN98Z9T/aA0e/8VafpHh3XZL7wd8VNb8EfDTWfEHhi50rxFpckdvq3w+8H32h60da0JtIMWnQ317+af8AwRi/4J//AA6m/Yr/AGGv2gP2iPh/+zl+0D8S9Z/Ys/Zxv/hl8XfFnwM0y/8Ajl4D+H/iz4E6BZ6L8KD8QPEeseIraHwL4L+G2u23w70rQfB+g+ENO1S1XxD4g8Q22reIvGPifUtV/dT4cfDH4dfB7wjpngD4U+BvCvw68EaKbo6T4T8F6Fp3hzw/pzX13Pf3r2mlaVb2tnDJeX1zcXl3KkQkubqeW4mZ5ZHclG1OFRSu5VIcrjo4wqRxDnCpTm2pRi6DcatNxcZ1J86cPZrnWK5q08H7Jxpxw0pe0fLaVenUw8Yyp1IpuEpwxHvUq2k40EqVneUn3VFFFAwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+AP2yP+Tiv+CTv/AGf/APEb/wBdZf8ABSyiigD7/ooooAKKKKACiiigAr+V7/gnj/ybjrH/AGdb/wAFAP8A1vb9pWiigD2H/m6f/u3/AP8Aei1+eP8AwX+/5RH/ALWf/dB//WmPg1RRQB/adX8dP/BMb/kpP/BY3/tON/wUJ/8AT94BoooA/VaiiigAooooAKKKKACiiigD84fiJ/ynX/4IOf8AeUP/ANY8sq/d/wD4Kxf8osv+Cln/AGYB+2R/6zr8RqKKAD/gk7/yiy/4Jp/9mAfsb/8ArOvw5r7/AKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==</image>
                            </p>
                            <p />
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Deckenplatte; Stb. C25/30; d: 20 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095298" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>8.000</Qty>
                    <QU>m2</QU>
                    <Description ID="2e58272e-f7e1-470b-96d5-7cdd3fa2c075">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung zu vorbeschriebener Deckenplatte,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Höhe der Betonunterseite bis + 9,62 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Deckendicke ca  20 cm</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Dach - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse E.A - E.B  / Achse E.3 - E.4</span>
                            </p>
                            <p />
                            <p>
                              <image width="186" 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</image>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Deckenplatte</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095299" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>11.000</Qty>
                    <QU>m</QU>
                    <Description ID="5d23a236-616e-46bb-aa13-ab000092a569">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung Deckenplatte als Randschalung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalungshöhe über 10 cm bis 30 cm, mit geordneten Stößen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführung gemäß Zeichnung im EG</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Deckenplatte als Randschalung  h: 10 cm - 30 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095300" RNoPart="014">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>St</QU>
                    <Description ID="a594b1dc-291c-406d-8f8c-5ec046662764">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Öffnungen herstellen für  Lüftungsdurchführungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Größen &gt; 0,50 - 1,00 m2, rechteckig inkl. Schalung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stahlbetondeckenplatten aus Ortbeton wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicke. 20 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnungen herst. in neuer Stb.-Decke, Größen &gt; 0,50 m2 - 1,00 m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096276" RNoPart="015">
                    <UPBkdn>No</UPBkdn>
                    <Qty>40.000</Qty>
                    <QU>St</QU>
                    <Description ID="320a1405-129d-4a23-b802-8e1f1addb08a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Kernbohrungen D: 120 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">durch Decken aus Stahlbeton d: bis ca. 35 cm.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Betonier- und Entlüftungsöffnungen für direkt unter die Decke betonierte Wandscheiben</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø 125 mm (Betonieröffnungen)</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095301" RNoPart="016">
                    <UPBkdn>No</UPBkdn>
                    <Qty>8.000</Qty>
                    <QU>m</QU>
                    <Description ID="db2e5cc8-f5e1-4260-bfd5-3e88df7fea2e">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vorbeschriebenen Aufzugsschacht geschossweise im Rahmen des</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bauablauf an vorhandene Bestandswand gemäß Tragwerksplanung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in fertiger Leistung einbinden</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Folgende Leistungen sind mit auszuführen:</span>
                            </p>
                            <p />
                            <p>
                              <span style="font-size:12pt;background:#FFFFFF;">-  </span>
                              <span style="background:#FFFFFF;">Anbindung Schachtwände an Bestandswand mit eingeklebter Bewehrung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    und rauer Fuge über gesamte Höhe EG und 1.OG </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Rohbaumaß:</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Länge:				  ca.  2,55  m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Breite:				  ca.  2,50  m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">OK -  Schachtwände 1. OG	 ca.+  6,16 m    ca. 397,30 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">UK -  Schachtwände  = BPl   	 ca. -  1,72  m   ca. 385,96 m NHN</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss - Aufzug</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse E.A - E.B  / Achse E.3 - E.4</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_BP_001_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Anbindung Schachtwände an Bestandswand</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095302" RNoPart="02">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Wände / Unter- / Überzüge</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3095303" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>St</QU>
                    <Description ID="e70a4473-fa5e-4b13-bc08-eb7bde089b6f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bestehende Durchbrüche in Stahlbetondecke d=33cm schließen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Nachfolgende Arbeiten sind in dieser Leistung mit auszuführen und in </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">den EP einzurechnen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Fugenbereich mit rauer Oberfläche nach EC2 (Leibung) ausbilden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  konstruktiver, kreuzweiser Bewehrungsanschluss auf der Innen- und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Außenseite mit Injektionsmörtel nach Allgemein bauaufsichtlicher Zulassung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   (abZ) einkleben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonage mit C30/37 XC2 </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  inklusive ein- und ausschalen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Lage und Geometrie nach Ausführungsplanung Architekt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   *  Abmessungen:   DD 30 cm / 20 cm </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: Erdgeschoss - KGE</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGE I Grundriss EG - Baumeister I 1_50</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schließen von vorhandenen Durchbrüchen 45/45 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095304" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="b62943eb-ee7f-4aaa-8f68-4ee58e6b3f3f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">wie vorher beschrieben, jedoch</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen:   DD 35 cm / 20 cm </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: 1.OG - KGE</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schließen von vorhandenen Durchbrüchen 35/20 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095305" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="61316a2d-859c-48a8-aef1-87b72ed368ed">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">wie vorher beschrieben, jedoch</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen:   DD 50 cm / 30 cm </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: 1.OG - KGE</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schließen von vorhandenen Durchbrüchen 50/30 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095306" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="de926722-b117-4d2f-8028-e22c14ab3d28">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">wie vorher beschrieben, jedoch</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen:   DD 60 cm / 60 cm </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: 2 .OG - KGE</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schließen von vorhandenen Durchbrüchen 60/60 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095307" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>St</QU>
                    <Description ID="0521d4f6-8d3b-4306-93d2-9f07f0e91697">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">wie vorher beschrieben, jedoch</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen:   DD 100 cm / 60 cm </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: 2 .OG - KGE</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schließen von vorhandenen Durchbrüchen 100/60 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095308" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>St</QU>
                    <Description ID="5550ff0f-3efb-42e7-b933-bedc4c6de7d6">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">wie vorher beschrieben, jedoch</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen:   DD 20 cm / 20 cm </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schließen von vorhandenen Durchbrüchen 20/20 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096266" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>19.000</Qty>
                    <QU>m3</QU>
                    <Description ID="cc622496-7177-4c7d-bfef-3a0e756e1e15">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Bodenplattenergänzung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">obere Betonfläche waagerecht entsprechend Planung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 25/30 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicke ca. 12 - 15 cm,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss - Bodne</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Bodenplattenergänzungen; Stb. C25/30; d: 15 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095309" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>17.000</Qty>
                    <QU>m3</QU>
                    <Description ID="9a107dc0-a824-4478-9e67-932c0730c886">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Innenwand </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">obere freie Betonfläche waagerecht entsprechend Planung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 25/30 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Wanddicke: 30,0 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Länge: 7,825 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">UK -  Rohdecke (OG) ca .+ 5,83 m    ca. 393,51 m NHN</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">UK -  Rohdecke (EG) ca .+ 1,87 m    ca. 389,55 m NHN</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">OK -  Rohfußboden  ca. -  1,72  m   ca. 385,96 m NHN</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm 160mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss						Achse E.C - E.D  / Achse E.3</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_504-KGE I GR 1.OG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGE_Detail Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Innenwand Stb. C25/30; d: 30 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095310" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>108.000</Qty>
                    <QU>m2</QU>
                    <Description ID="1a0f821a-fa7a-4bae-ae4d-2fb610d87444">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung Innenwand</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">geeignet für das Aufbringen von Wandputz,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">als Treppenhauswand über 2 Geschosse,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">incl. geeignetes Zwischenpodest in Höhe Decke über EG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für die Schalung im OG.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalung jeweils zwischen die vorhandenen Geschossdecken eingepasst.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bauteilhöhe ca. 3,7 m jeweils im EG und OG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Wanddicke 30 cm.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss / 1. Obergeschoss					Achse E.C - E.E  / Achse E.3</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_504-KGE I GR 1.OG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E2_501-KGE I Schnitt E2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGE_Detail Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Innenwand H 3-5m</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095311" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>108.000</Qty>
                    <QU>m2</QU>
                    <Description ID="da86a698-0562-4d65-ae62-0a28966b3732">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Wände wie beschrieben, jedoch Mehrpreis für </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">die Ausführung als F 90 - / Brandwand; d: 30 cm;</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ankerausbildung und -verschluss der Spannstellen gemäß Planung</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- verbleibenden Hohlraum vollständig mit Spezialquellmörtel 3/25  verfüllen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Wanddicke d: 30 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Wandkennzeichnung  F90</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Ausführung als F90- / Brandwand; d: 30 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095312" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>St</QU>
                    <Description ID="b29fe01f-d8b8-4d1a-8ffe-3b40c81c106e">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Innenwand  mit SB 2 Oberfläche wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Herstellen Türöffnung, dreiseitig,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Breite: 1,26  m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe: 2,25  m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Wanddicke:  30cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">inkl. Schalung, für Leibungsflächen mit Sichtbetonanforderung SB 2</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich: Erdgeschoss / 1. Obergeschoss	</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Türöffnung in Innenwand; d: 30 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095313" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>m3</QU>
                    <Description ID="0f2e5514-06f8-400c-ab17-a919bd3d4e92">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Umrandung für Rauchabzug Treppenhaus </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">obere freie Betonfläche waagerecht entsprechend Planung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 25/30 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Brandschutzanforderung:			entsprechend Planung</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Wanddicke:			  	20,0 cm</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Länge:				1,90 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Breite:				1,20 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Wandoberfläche:			SB 2</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK -  Umrandung		 ca .+ 10,34 m  ca. 398,02 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">UK -  Decke	über 2.OG		 ca  .+  9,26 m  ca. 396,94 m NHN</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Sichtbeton, mit normalen Anforderungen, Klasse SB 2 gemäß </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DBV -Merkblatt, Ausgabe Juni 2015</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Decke über 2. OG						Achse E.C - E.D / Achse E.3 - E.4</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_DG_504-KGE I GR DG-Baumeister I 1_50</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGE_Detail Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Umrandung Rauchabzug TH  Stb. C25/30; d: 20 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095314" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>14.000</Qty>
                    <QU>m2</QU>
                    <Description ID="7ba7341b-b096-476f-9916-0eb11a771fc4">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung Innenwand und Deckenanteil,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Innenseite und Untersicht SB2, Schalungshaut geeignet für das Aufbringen von Dünnputz auf erhärtete Betonflächen, mit Dreikantleisten für gefaste </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Betonkanten, Stöße geordnet, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bauteilhöhe ca. 1,4 m.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalhöhe bis 6,6 m auf Treppenläufen</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm 100mm 120mm 140mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Decke über 2. OG						Achse E.C - E.D / Achse E.3 - E.4</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_DG_504-KGE I GR DG-Baumeister I 1_50</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGE_Detail Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Umrandung Rauchabzug H 1- 2 m</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095315" RNoPart="014">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.700</Qty>
                    <QU>m</QU>
                    <Description ID="16f33211-9759-4d1e-8d95-36431a23ef7a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Unterzug, als Stahlbeton, Normalbeton C 25/30 DIN EN 206, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DIN 1045-2, Betonflächen eben als Stahlbeton, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Normalbeton C 30/37 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Oberfläche:  			SB2</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Unterzugquerschnitt b/h: 20 cm / 95 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einbauhöhe UK: ca.   + 1,22  m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">inkl. Schalung Unterzug</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalungshaut geeignet für sichtbar bleibende Betonflächen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit normalen Anforderungen,  Klasse SB 2 gemäß DBV -Merkblatt, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausgabe Juni 2015</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse E.A - E.B  / Achse E.3 - E.4</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton und Schalung Unterzug Stb. C25/30; b/h: 20 cm / 95 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095316" RNoPart="015">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>St</QU>
                    <Description ID="f9597f8c-3cf7-43cf-829f-639b74121205">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Herstellen einer Auflagertasche</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im neuen Mauerwerk d=24 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">beim Aufmauern herstellen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">b/h=20/95 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Incl. Abschalung der Stirnseite beim betonieren </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">des vorbeschriebenen Unterzuges.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Auflager für Unterzug in Mauerwerk 20/95</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095317" RNoPart="016">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.700</Qty>
                    <QU>m</QU>
                    <Description ID="1bedbc8c-22e3-4136-b684-7df24ae387d6">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Unterzug, als Stahlbeton, Normalbeton C 25/30 DIN EN 206, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DIN 1045-2, Betonflächen eben als Stahlbeton, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Normalbeton C 30/37 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Oberfläche:  			SB2</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Unterzugquerschnitt b/h: 20 cm / 47 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einbauhöhe UK: ca.   + 5,36  m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">inkl. Schalung Unterzug</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalungshaut geeignet für sichtbar bleibende Betonflächen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit normalen Anforderungen,  Klasse SB 2 gemäß DBV -Merkblatt, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausgabe Juni 2015</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		2. Obergeschoss</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse E.A - E.B  / Achse E.3 - E.4</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR OG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton und Schalung Unterzug Stb. C25/30; b/h: 20 cm / 47 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095318" RNoPart="017">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="c34796ea-0282-48db-b027-c8420ff4fdc5">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Herstellen einer Auflagertasche</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im neuen Mauerwerk d=24 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">beim Aufmauern herstellen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">b/h=20/47 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Incl. Abschalung der Stirnseite beim betonieren </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">des vorbeschriebenen Unterzuges.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Auflager für Unterzug in Mauerwerk 20/47</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095319" RNoPart="018">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>m3</QU>
                    <Description ID="0f1919d2-d6df-4bb1-b336-9a81e0c6f023">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Deckenplatte Podest</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">obere Betonfläche waagerecht entsprechend Planung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 25/30 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Sichtbetonklasse SB2  entsprechend Planung gemäß DBV-Merkblatt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> " Sichtbeton"  Ausgabe Juni 2015, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abmessung</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Länge:			 	3,605 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Breite:				0,70 m</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Dicke:				0,33 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">OK -  Decke ca.+  2,20 m    ca. 389,88 m NHN</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">UK -  Decke ca .+ 1,87  m   ca. 387,58 m NHN</span>
                            </p>
                            <p />
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Sichtbeton, mit normalen Anforderungen, Klasse SB 2 gemäß </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DBV -Merkblatt, Ausgabe Juni 2015</span>
                            </p>
                            <p />
                            <p />
                            <p>
                              <image width="141" 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</image>
                            </p>
                            <p />
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss - Decke</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse E.C - E.D  / Achse E.3 - E.4</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Deckenplattenergänzungen; Stb. C25/30; d: 33 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095320" RNoPart="019">
                    <UPBkdn>No</UPBkdn>
                    <Qty>8.000</Qty>
                    <QU>m2</QU>
                    <Description ID="5f4fb77d-34ef-412a-a66e-db04ebd434e8">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung zu vorbeschriebener Deckenplatte,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sichtbetonklasse SB 2 entsprechend Planung gemäß </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DBV-Merkblatt " Sichtbeton" Ausgabe Juni 2015, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalhautstöße stumpf mit zusätzlichem Dichtungsband, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit geordneten Stößen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Höhe der Betonunterseite bis + 1,87 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Deckendicke ca  33 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Incl. Randabschalung senkrecht</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss - Decke</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse E.C - E.D  / Achse E.3 - E.4</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Deckenplattenergänzungen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095321" RNoPart="020">
                    <UPBkdn>No</UPBkdn>
                    <Qty>7.500</Qty>
                    <QU>m</QU>
                    <Description ID="5bd194bf-384e-40f4-9a43-ba15c8163f03">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Abschalung für linienförmige Aussparung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in der Deckenoberseite,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">b/h=0,15/0,18 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Erdgeschoss - Decke und Zwischepodest</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Achse E.C  / Achse E.3 - E.4</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Auflager für Geschosstreppe</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096270" RNoPart="021">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>m2</QU>
                    <Description ID="1f9afc6e-0a1f-4a6f-854a-323543269ef9">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Zulage zu den Schalungspositionen der Unterzugsbauteile</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für gestalterische Oberflächenanforderung Schalhaut:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aufdoppelung der Systemschalung einseitig mit gehobelten Brettern,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Nadelholz, Brettbreiten nach Angaben der Architekten 14 bis 16 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Schalhaut Brettschalung </span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095324" RNoPart="022">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.200</Qty>
                    <QU>m3</QU>
                    <Description ID="2782b3c1-9e68-4a4b-b173-2ae178278e7c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aufbeton auf Rohboden der  Bodenplatte mit Magerbeton als Ortbeton C 12/15</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">umlaufend an den Außenwänden</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Untergrund waagerecht, als unbewehrter Beton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Normalbeton C 12 / 15 DIN EN 206, DIN 1045-2,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung  XC2,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure          WF,</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">OK -  Aufbeton		 ca.  -  1,34  m  ca. 386,34 m NHN</span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">UK - Bodenplatte		 ca. -  1,72  m   ca. 385,96m NHN</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm 60mm 80mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Erdgeschoss			</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_503-KGE I GR EG-Abbruch Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E2_501-KGE I Schnitt E2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGE_Detail Treppe</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Aufbeton für Bestandsboden, Magerbeton C12/15</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095322" RNoPart="03">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Geschosstreppen</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Remark ID="GW_3095323">
                    <Description ID="3a8af8fa-6f36-4494-a74f-6d4bc7597568">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Der Bauablauf der Geschosstreppen hat zwingend nach den Vorgaben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der Tragwerksplanung zu erfolgen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Bauhilfsabstützung freier Deckenränder in Folge bis volle Tragfähigkeit</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    der Decken über EG und 1. OG nach Herstellung der Wände erreicht wurde</span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">-   Herstellung neuer Stb-Bauteile monolithisch an Bestand </span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">     mit eingeklebter bzw. durch Höchstdruckwasserstrahlen </span>
                            </p>
                            <p style="margin-bottom:2pt;">
                              <span style="background:#FFFFFF;">     freigelegter Bewehrung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Herstellung Treppenläufe in Ortbeton, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    *   schallentkoppelter Lauf mit Neoprenlager auf Konsole und Unterzug  </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">        (Bestand) </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    *   zusätzlich 2x Schubdorn am unteren Auflager; </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Hinweise zur Kalkulation und Ausführung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Remark>
                  <Item ID="GW_3095325" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>m3</QU>
                    <Description ID="ec748e6e-57bf-4abd-9632-260d54192fa8">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Treppenlaufplatte, gerader Lauf samt Stufen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">inklusive Fußpunkt auf Bodenplatte,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 25/30 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Seitliche Betonfläche Sichtbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit normalen Anforderungen, Klasse SB 2 gemäß DBV -Merkblatt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausgabe Juni 2015 in SB 2</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Podest-, Setz- und Trittstufenflächen für bauseitigen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Belag mit</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   10 mm  Belag</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   40 mm  Dickbettmörtel</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Treppenlauf 1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">stat. Pos. T 00 - 01</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Breite Treppenlauf: ca.140,0  cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicke Laufplatte: ca.19 ,5  cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Anzahl der Steigungen: 5 Stück</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Steigungsverhältnis:  ca.18,0 / 28 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Länge: ca.    1,78    m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Treppenfuss</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Breite: ca. 140,0  cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe: ca.38,0  cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Stärke: ca.44,0 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Geschoss:  EG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Oberer Anschluss: -  0,440 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Unterer Anschluss -  0,172 m</span>
                            </p>
                            <p />
                            <p />
                            <p>
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</image>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Einbau (alle beschriebenen Leistungen inklusive)</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Wandseitig</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    *  1 Längsseite an Wand mit Wandabstand 20 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    *  Neoprenstreifen seitlich Treppenlauf t = 1 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Treppenkonsole</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   *  Neoprenauflager mit Mörtelbett 1 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Antritt   </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   *  2 x Tronsole Typ B mit Typ D (Neoprenlager und Dorn)</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse E.C - E.D  / Achse E.3 - E.4</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGE_Detail Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Treppenlauf 1; Stb. C25/30; d: 19 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095326" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m2</QU>
                    <Description ID="7769d6ac-5dee-4a2a-bf1e-6c357d138aa4">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung der vorbeschriebenen Treppenlaufplatte,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalung der Untersicht, der Setzstufen sowie der Wangenseite,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einseitig begrenzt durch aufgehende Wand</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalungshaut geeignet für sichtbar bleibende Betonflächen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit geringen Anforderungen, Klasse SB 1 gemäß DBV -Merkblatt, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausgabe Juni 2015</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Treppenlaufplatte 1</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095327" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>m3</QU>
                    <Description ID="cdd4b9f6-e2e8-4205-a9c8-3574be74aceb">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen Treppen- / Zwischenpodeste aus Ortbeton</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">obere Betonfläche waagerecht entsprechend Planung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 30/37 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Treppenlauf 1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">stat. Pos. T 00 - 02</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Breite Podest: ca. 367,0   cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Länge Podest: ca. 148,5   cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicke Podestplatte: ca. 28,0   cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Geschoss:  EG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Oberer Anschluss: -  0,440  m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Unterer Anschluss -  0,720  m</span>
                            </p>
                            <p />
                            <p>
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                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGE_Detail Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Treppen-Zwischenpodest; Stb. C 25/30; d:28 cm</span>
                              </p>
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                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095328" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>7.000</Qty>
                    <QU>m2</QU>
                    <Description ID="8795b9e2-768e-4ed2-92ee-5cc8185ae176">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung des vorbeschrieben Treppenpodest, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalung der Untersicht und der verspringenden Stirnseite</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalhöhe ca. 1,0 m beengt</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Zwischenpodest EG</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095329" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>m3</QU>
                    <Description ID="1bc6b8a2-fc70-4447-a460-05e9c48c7015">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Treppenlaufplatte, gerader Lauf samt Stufen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 25/30 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Treppenlaufunterseite und seitliche Betonflächen Sichtbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit normalen Anforderungen, Klasse SB 2 gemäß DBV -Merkblatt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausgabe Juni 2015 in SB 2</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Podest-, Setz- und Trittstufenflächen für bauseitigen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Belag mit</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   10 mm  Belag</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   40 mm  Dickbettmörtel</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Treppenlauf 2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">stat. Pos. T 00 - 03</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Breite Treppenlauf: ca. 140,0  cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicke Laufplatte: ca. 26 ,5  cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Anzahl der Steigungen: 14 Stück</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Steigungsverhältnis: ca.18,9 / 28 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Länge: ca. 4,41    m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Geschoss: EG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Oberer Anschluss:  +  2,32  m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Unterer Anschluss: -  0,72   m</span>
                            </p>
                            <p />
                            <p>
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</image>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: Erdgeschoss</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Achse E.C - E.D  / Achse E.3 - E.4</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGE_Detail Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Treppenlauf 2; Stb. C25/30; d: 26,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095330" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>12.000</Qty>
                    <QU>m2</QU>
                    <Description ID="221f0fdb-ef4d-40dd-8113-ec87dd67d078">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung der vorbeschriebenen Treppenlaufplatte,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalung der Untersicht, der Setzstufen sowie der Wangenseite,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einseitig begrenzt durch aufgehende Wand</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalungshaut geeignet für sichtbar bleibende Betonflächen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit normalen Anforderungen,  Klasse SB 2 gemäß DBV -Merkblatt, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausgabe Juni 2015</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: EG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Achse E.C - E.D  / Achse E.3 - E.4</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Treppenlaufplatte 2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095331" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>m3</QU>
                    <Description ID="bea42820-42ea-48fd-bc87-c82c59073b21">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Treppenlaufplatte, gerader Lauf samt Stufen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 25/30 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Treppenlaufunterseite und seitliche Betonflächen Sichtbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit normalen Anforderungen, Klasse SB 2 gemäß DBV -Merkblatt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausgabe Juni 2015 in SB 2</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Podest-, Setz- und Trittstufenflächen für bauseitigen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Belag mit</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   10 mm  Belag</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   40 mm  Dickbettmörtel</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Treppenlauf 3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">stat. Pos.  T 01 - 01</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Breite Treppenlauf: ca.     140,0  cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicke Laufplatte: ca.      26 ,5  cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Anzahl der Steigungen: 14     Stück</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Steigungsverhältnis: ca.18,9 / 28 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Länge: ca.   4,41    m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Geschoss: 1.OG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Oberer Anschluss: +  4,86  m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Unterer Anschluss. + 1,87   m</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		1. Obergeschoss</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse E.C - E.D  / Achse E.3 - E.4</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_504-KGE I GR 1.OG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGE_Detail Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Treppenlauf 3; Stb. C25/30; d: 26,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095332" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>12.000</Qty>
                    <QU>m2</QU>
                    <Description ID="22bbebc6-1c22-4d30-b5fa-cf4fd43537ec">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung der vorbeschriebenen Treppenlaufplatte,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalung der Untersicht, der Setzstufen sowie der Wangenseite,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einseitig begrenzt durch aufgehende Wand</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalungshaut geeignet für sichtbar bleibende Betonflächen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit normalen Anforderungen,  Klasse SB 2 gemäß DBV -Merkblatt, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausgabe Juni 2015</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: 1:OG </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Achse E.C - E.D  / Achse E.3 - E.4</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Treppenlaufplatte 3</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095333" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>m3</QU>
                    <Description ID="b4ae8530-5d5e-44ef-bcbf-7308b79c3529">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen Treppen- / Zwischenpodeste aus Ortbeton</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">obere Betonfläche waagerecht entsprechend Planung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 30/37 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">Betondeckung:			cnom= 30 mm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Podestunterseite und seitliche Betonflächen Sichtbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit normalen Anforderungen, Klasse SB 2 gemäß DBV -Merkblatt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausgabe Juni 2015 in SB 2</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">stat. Pos. T 01 - 02</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Breite Podest: ca. 367,0 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Länge Podest: ca. 148,5 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicke Podestplatte: ca. 33,0 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Oberer Anschluss: +  4,84   m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Unterer Anschluss: +  4,51   m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: 1. Obergeschoss</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Achse E.C - E.D  / Achse E.3 - E.4</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_504-KGE I GR 1.OG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGE_Detail Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Treppen-Zwischenpodest; Stb. C 25/30; d:33 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095334" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>7.000</Qty>
                    <QU>m2</QU>
                    <Description ID="eacb2ff1-8bfd-428f-9eab-3f9aa0c7ea32">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalung des vorbeschrieben Treppenpodest, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalung der Untersicht und der verspringenden Stirnseite</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalungshaut geeignet für sichtbar bleibende Betonflächen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit normalen Anforderungen,  Klasse SB 2 gemäß DBV -Merkblatt, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausgabe Juni 2015</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Zwischenpodest 1.OG</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095335" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>m3</QU>
                    <Description ID="7279ad0f-0045-436b-a28f-2371fdf3cd92">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton Treppenlaufplatte, gerader Lauf samt Stufen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">inklusive Podest als Austrittsplatte</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Stahlbeton, Normalbeton C 25/30 DIN EN 206, DIN 1045-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">ohne RC-Baustoffe und industriell hergestellte Gesteinskörnungen,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Expositionsklassen:</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Bewehrungskorrosion durch Karbonatisierung 	XC1,</span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Betonkorrosion  infolge Alkali-Kieselsäure 	W0, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Treppenlaufunterseite und seitliche Betonflächen Sichtbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit normalen Anforderungen, Klasse SB 2 gemäß DBV -Merkblatt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausgabe Juni 2015 in SB 2</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Podest-, Setz- und Trittstufenflächen für bauseitigen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Belag mit</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   10 mm  Belag</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   40 mm  Dickbettmörtel</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Treppenlauf 4</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">stat. Pos. T 01 - 03</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Breite Treppenlauf: ca.     140,0  cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicke Laufplatte: ca.      26 ,5  cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Anzahl der Steigungen: 7 Stück</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Steigungsverhältnis:  ca.18,9 / 28 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Länge: ca.      2,25   m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Austrittspodest</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Breite: ca.     140,0  cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Länge: ca.     220,5  cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Stärke: ca.       33,0 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Geschoss: 1.OG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Oberer Anschluss: +  6,18  m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Unterer Anschluss +  4,51   m</span>
                            </p>
                            <p />
                            <p />
                            <p>
                              <image width="279" 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</image>
                            </p>
                            <p />
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		1. Obergeschoss</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse E.C - E.D  / Achse E.3 - E.4</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_504-KGE I GR 1.OG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_D_KGE_Detail Treppe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton Treppenlauf 4; Stb. C25/30; d: 26,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095336" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>m2</QU>
                    <Description ID="d64969ae-7009-468e-92ec-5f1334bbaeb4">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Schalung der vorbeschriebenen Treppenlaufplatte,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalung der Untersicht, der Setzstufen sowie der Wangenseite,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einseitig begrenzt durch aufgehende Wand</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schalungshaut geeignet für sichtbar bleibende Betonflächen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit normalen Anforderungen,  Klasse SB 2 gemäß DBV -Merkblatt, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausgabe Juni 2015</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: 1. Obergeschoss</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Achse E.C - E.D  / Achse E.3 - E.4</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalung Treppenlaufplatte 4</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095337" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>m</QU>
                    <Description ID="41c9f77f-532a-4b93-9a74-a018a79dc75c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Herstellen eines linienförmigen Auflagernut</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für die Treppenpodeste auf der Mauerwerksseite,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im neuen Mauerwerk d=24 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">beim Aufmauern herstellen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">t/h = 12 / 28 cm  bzw. t/h = 12/33 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Auflager für Treppenpodest in Mauerwerk</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095338" RNoPart="014">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.700</Qty>
                    <QU>m</QU>
                    <Description ID="be608b42-19a7-4692-ab7b-7caf4edcd6e2">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Abschalung für linienförmige Aussparung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in der Podestoberseite,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">b/h=0,15/0,18 cm</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Zwischenodeste</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Achse E.C  / Achse E.3 - E.4</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Auflager für Geschosstreppe</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095339" RNoPart="015">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="e83c8182-e49a-479f-ad2c-f32f53d6acd1">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p style="margin-top:5pt;margin-bottom:6pt;">
                              <span style="background:#FFFFFF;">als tragendes Trittschalldämmelement zwischen Podest bzw. Decke und Lauf, mit geradem Fugenprofil. </span>
                            </p>
                            <p style="margin-top:5pt;margin-bottom:6pt;">
                              <span style="background:#FFFFFF;">Mit bauaufsichtlicher Zulassung</span>
                              <br />
                              <span style="background:#FFFFFF;">Feuerwiderstandsklasse: R90</span>
                              <br />
                              <span style="background:#FFFFFF;">Elementhöhe: 280 mm, Elementlänge 1300 mm</span>
                            </p>
                            <p style="margin-top:5pt;margin-bottom:6pt;">
                              <span style="background:#FFFFFF;">Bewertete Trittschallpegeldifferenz nach DIN EN 17823: ∆L*</span>
                              <span style="vertical-align:sub;background:#FFFFFF;">w</span>
                              <span style="background:#FFFFFF;"> = 26 dB</span>
                            </p>
                            <p style="margin-top:6pt;margin-bottom:12pt;">
                              <span style="background:#FFFFFF;">z.B. Typ Schöck Tronsole® T-V6-H280-L1201-1300-3.2</span>
                              <br />
                              <span style="background:#FFFFFF;">oder gleichwertig</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Tronsole Typ T</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095340" RNoPart="016">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>St</QU>
                    <Description ID="aa8d8d8b-233a-466f-ad13-bd587e20e25e">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Trittschalldämmelement zwischen Deckenplatte</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Treppenlauf, in Fertigteilbauweise, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Z-förmiges Elastomer-Auflager, d= 25mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Dämmstoff Polyethylen-Schaum, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">FCKW-, HFKW- und HFCKW-frei,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Baustoffklasse DIN 4102-1 B1 (schwer entflammbar),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bewertete Laut-Trittschallpegeldifferenz Δ Lw &gt;= 26 dB, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Tronsole Typ F,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessung: </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Konsoltiefe 20 cm     </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Länge:  ca. 1,40 m</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Trittschalldämmelement Treppenlauf Ortbeton</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095341" RNoPart="017">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>St</QU>
                    <Description ID="6ef7e146-7133-4055-ba86-5d3764498410">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Trittschalldämmelement am Treppenfußpunkt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit allgemeiner bauaufsichtlicher Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Tronsole Typ B V2, mit Dorn D (2 Stück)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Elastomerlager Elodur, unten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bewertete Lauf-Trittschallpegeldifferenz Δ Lw </span>
                              <span style="text-decoration:underline;background:#FFFFFF;">&gt;</span>
                              <span style="background:#FFFFFF;">= 26 dB,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Breite 44 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Länge 160 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Trittschalldämmelement Treppenfuß</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095342" RNoPart="018">
                    <UPBkdn>No</UPBkdn>
                    <Qty>13.000</Qty>
                    <QU>m2</QU>
                    <Description ID="46f8eaf0-1e8c-4930-ac25-70512be754b0">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">als Hochverdichtete Steinwolleplatte,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Brandverhalten A1,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">d = 20 mm, Typ HW-O</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Zur Schallentkoppelung der Treppenwangen zu den aufgehenden Wänden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">incl. Rückschnitt der überstehenden Platte an den Tritt- und Setzstufen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Trennfugenplatte</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095343" RNoPart="019">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>m</QU>
                    <Description ID="0abc300e-f1cf-414d-bfa3-6d5e8d7f4d3b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Abschalung für linienförmige Aussparung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in der Unterseite der Treppenpodeste und Treppenläufe </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">b/h=0,10/0,10 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Kanten scharfkantig (max. 2 mm  gebrochen),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schalhaut Sichtbeton SB 2,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">incl. Eck- und Übergangsausbildungen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Nut in Untersichten 10/10</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096269" RNoPart="020">
                    <UPBkdn>No</UPBkdn>
                    <Qty>41.000</Qty>
                    <QU>m2</QU>
                    <Description ID="4383ee2c-a3ac-4fed-a6b1-facf92d67072">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Zulage zu den Schalungspositionen der Treppenbauteile</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für gestalterische Oberflächenanforderung Schalhaut:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aufdoppelung der Systemschalung einseitig mit gehobelten Brettern,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Nadelholz, Brettbreiten nach Angaben der Architekten 14 bis 16 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Schalhaut Brettschalung </span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095344" RNoPart="04">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Bewehrungen und Stahleinbauteile</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3095345" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>19.000</Qty>
                    <QU>t</QU>
                    <Description ID="32c742d3-5f26-431e-98db-4cb6c58cbd4f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bewehrung für sämtliche Stahlbetonbauteile aus Ortbeton wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">aus Betonstabstahl BST500B DIN EN 488, mit hoher Duktilität</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">alle Durchmesser 6 mm bis  28 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">alle Längen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">alle Formen, auch gebogen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit bauaufsichtlicher Zulassung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach Stahllisten</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Betonstabstahl BST500S für Ortbetonbauteile, alle Durchmesser</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095346" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>t</QU>
                    <Description ID="769ea4cb-dee8-4458-a9b3-481f0ae3baab">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für vorbeschriebene Bewehrung korrosionsgeschützt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Edelstahlausführung, als Zulage</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">aus Betonstabstahl BST500B  DIN EN 488, mit hoher Duktilität</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">alle Durchmesser 6 mm bis  28 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">alle Längen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">alle Formen, auch gebogen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit bauaufsichtlicher Zulassung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach Stahllisten</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mehrpreis für Edelstahlausführung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095347" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>t</QU>
                    <Description ID="9c9a85c2-68df-47f4-86bd-f870abb643cd">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonstahl wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">kurzfristige Lieferung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Betonstahl, unterschiedliche Durchmesser:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> Ø  6 mm -  Ø 25 mm </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach Stahllisten</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kurzfristige Lieferung von Betonstahl</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095348" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>0.500</Qty>
                    <QU>t</QU>
                    <Description ID="fad538f9-c63f-4af2-9926-fd9a39edf7ec">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vorhalten von Stabstahl B500B auf der Baustelle </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in den Durchmessern 8 bis 14mm für Zulagen bei den Bewehrungsabnahmen und kurzfristigen Änderungen </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach Stahllisten</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Vorhalten von Betonstabstahl B500B</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095349" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>0.500</Qty>
                    <QU>t</QU>
                    <Description ID="a54fae46-1fd2-4952-8ec4-e4c25d0aac09">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Betonstahl wie beschrieben,</span>
                            </p>
                            <p style="margin-bottom:10pt;line-height:115%;">
                              <span style="background:#FFFFFF;">Schneiden, Biegen etc. der o.a. Bewehrung  auf der Baustelle</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Betonstahl, unterschiedliche Durchmesser:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;"> Ø  6 mm -  Ø 25 mm </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach Stahllisten</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schneiden, Biegen von Betonstabstahl</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095350" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>St</QU>
                    <Description ID="540473b1-fd56-451a-8f8f-dd7850d15e7d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Rückbiege-Bewehrungsanschluss, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit allgemeiner bauaufsichtlicher Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Anschlüsse von Ortbetonbauteilen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Verwahrkasten, Stahlblech verzinkt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  einlagige Rückbiegebewehrung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Kastenbreite 122 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Kastenlänge 1250 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Stabdurchmesser 10 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Stababstand 15 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Typ: HBT 120-10/15-2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonstahl B 500B</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einbau nach Angabe des Tragwerkplaners und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gem. Montageanleitung des Herstellers.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Leistung einschl. Entfernen des Gehäusedeckels und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Rückbiegen der Anschlussbewehrung nach dem</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausschalen.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Rückbiege-Bewehrungsanschluß, HBT 120-10/15-2, einlagig</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095351" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>St</QU>
                    <Description ID="ee696bac-84f0-413c-83aa-49cd89e187b5">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Rückbiege-Bewehrungsanschluss, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit allgemeiner bauaufsichtlicher Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Anschlüsse von Ortbetonbauteilen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Verwahrkasten, Stahlblech verzinkt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  einlagige Rückbiegebewehrung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Kastenbreite 122 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Kastenlänge 1250 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Stabdurchmesser 12 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Stababstand 15 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Typ: HBT 120-12/15-2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonstahl B 500B</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einbau nach Angabe des Tragwerkplaners und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gem. Montageanleitung des Herstellers.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Leistung einschl. Entfernen des Gehäusedeckels und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Rückbiegen der Anschlussbewehrung nach dem</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausschalen.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Rückbiege-Bewehrungsanschluß, HBT 120-12/15-2, einlagig</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095352" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>St</QU>
                    <Description ID="e21f0998-299a-4a8e-9a59-3d4c087fd57f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Rückbiege-Bewehrungsanschluss, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit allgemeiner bauaufsichtlicher Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Anschlüsse von Ortbetonbauteilen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Verwahrkasten, Stahlblech verzinkt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  zweilagige Rückbiegebewehrung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Kastenbreite 122 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Kastenlänge 1250 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Stabdurchmesser 10 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Stababstand 15 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Bügeltyp 5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonstahl B 500B</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Typ: HBT 120-10/15-5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einbau nach Angabe des Tragwerkplaners und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gem. Montageanleitung des Herstellers.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Leistung einschl. Entfernen des Gehäusedeckels und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Rückbiegen der Anschlussbewehrung nach dem</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausschalen.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Rückbiege-Bewehrungsanschluss, HBT 120-10/15-5, zweilagig</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095353" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>St</QU>
                    <Description ID="2ea86d39-e330-4f8e-b9b0-2554e91cddf3">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Rückbiege-Bewehrungsanschluss, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit allgemeiner bauaufsichtlicher Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Anschlüsse von Ortbetonbauteilen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Verwahrkasten, Stahlblech verzinkt,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  zweilagige Rückbiegebewehrung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Kastenbreite 122 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Kastenlänge 1250 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Stabdurchmesser 12 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Stababstand 15 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Bügeltyp 5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Betonstahl B 500B</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Typ: HBT 120-12/15-5</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einbau nach Angabe des Tragwerkplaners und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gem. Montageanleitung des Herstellers.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Leistung einschl. Entfernen des Gehäusedeckels und</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Rückbiegen der Anschlussbewehrung nach dem</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausschalen.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Rückbiege-Bewehrungsanschluss, HBT 120-12/15-5, zweilagig</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095354" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="3d2a8da2-cc35-4e61-8696-3c1a3380db9f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">bei Passstücken &lt; 1,25m</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ablängen der Rückbiege-Bewehrungsanschlüsse</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095355" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>St</QU>
                    <Description ID="57e9ea3f-1d41-42db-bac2-da0b53cab3ba">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Bewehrungs-Schraubanschluss </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">zur Verbindung von Bewehrungsstäben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Zug- oder Druckstoß,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit allgemeiner bauaufsichtlicher Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Werkstoff Betonstahl B500B,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">bestehend aus</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Muffenstab, mit einseitiger Schraubmuffe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Gewindeverschlusskappe, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Typ HBS-05-S-12,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Durchmesser:  12 mm,</span>
                            </p>
                            <p style="margin-bottom:10pt;line-height:115%;">
                              <span style="background:#FFFFFF;">Stablängen:  &gt;= 800 mm bis 1200 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Anschlussstab, mit einseitigem konischem Gewinde,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">selbstjustierend, inkl. Gewindeschutzkappe, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Typ HBS-05-A-12,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Durchmesser:  12 mm,</span>
                            </p>
                            <p style="margin-bottom:10pt;line-height:115%;">
                              <span style="background:#FFFFFF;">Stablängen:  &gt;= 800 mm bis 1200 mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bewehrungsanschlüsse als Schraubmuffenverbindung, 12 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095356" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="df53ffa7-8f33-4eb1-85c4-9430a3d01939">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Bewehrungs-Schraubanschluss </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">zur Verbindung von Bewehrungsstäben</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Zug- oder Druckstoß,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit allgemeiner bauaufsichtlicher Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Werkstoff Betonstahl B500B,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">bestehend aus</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Muffenstab, mit einseitiger Schraubmuffe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Gewindeverschlusskappe, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Typ HBS-05-S-14,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Durchmesser:  14 mm,</span>
                            </p>
                            <p style="margin-bottom:10pt;line-height:115%;">
                              <span style="background:#FFFFFF;">Stablängen:  &gt;= 900 mm bis 1400 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Anschlussstab, mit einseitigem konischem Gewinde,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">selbstjustierend, inkl. Gewindeschutzkappe, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Typ HBS-05-A-14,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Durchmesser:  14 mm,</span>
                            </p>
                            <p style="margin-bottom:10pt;line-height:115%;">
                              <span style="background:#FFFFFF;">Stablängen:  &gt;= 900 mm bis 1400 mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bewehrungsanschlüsse als Schraubmuffenverbindung, 14 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095357" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>80.000</Qty>
                    <QU>St</QU>
                    <Description ID="36b3d57c-9b54-42fd-bdf3-252cb20baa61">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Nachträglichen Bewehrungsanschluss herstellen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit schnellhärtendem Injektionsmörtel, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit bauaufsichtlicher Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Bauteile mit Brandschutzanforderung F90,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Betonstabstahl DIN 488 in Bohrloch einmörteln, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bohrung herstellen für </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Bewehrungseisen aus Betonstahl  D=  10 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verankerungslänge  lv=  30 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Bestandsbauteile aus Stahlbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung Bewehrungseisen über Stahlliste.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Klebebewehrung, 10 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095358" RNoPart="014">
                    <UPBkdn>No</UPBkdn>
                    <Qty>160.000</Qty>
                    <QU>St</QU>
                    <Description ID="a94eff22-efd4-457d-af90-1df6ca6c188c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Nachträglichen Bewehrungsanschluss herstellen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">wie oben beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">jedoch Stabdurchmesser 12 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verankerungslänge  lv=  40 cm,</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Klebebewehrung, 12 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095359" RNoPart="015">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>St</QU>
                    <Description ID="ed99e514-8bec-42c2-9a65-db522dc05f7f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Nachträglichen Bewehrungsanschluss herstellen,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">wie oben beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">jedoch Stabdurchmesser 12 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verankerungslänge  lv=  50 cm,</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Klebebewehrung, 14 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095360" RNoPart="016">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="90852ea0-f482-4040-b451-2360bc21ac3f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Eingeklebte Gewindestangen nach Bauaufsichtlicher Zulassung in                Vollziegelmauerwerk, Edelstahl, M 20</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Einbohr- und Einklebetiefe 60 cm mit Injektionsmörtel nach                            Einbauanleitung des Herstellers und Bauaufsichtlicher Zulassung.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Gewindestangen eingeklebt, M20</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095361" RNoPart="017">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>h</QU>
                    <Description ID="b5a0d6df-ccf8-4c7d-b219-3bd181caa1fd">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vor Ausführung von Durchbrüche etc. in Bestandsstahlbeton ist die vorhandene Bewehrung zu sondieren, zu erhalten und zu schützen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Diese Leistungen erfolgen auf ges. Anweisung der Objektüberwachung und sind auf Basis von Regieberichten auszuführen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bewehrungssondierung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095362" RNoPart="018">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>m</QU>
                    <Description ID="db5a68bd-c8d7-47fd-bdf2-3feaf5ed5aac">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Maueranschlussschiene samt Anschlussanker</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für stumpfen Anschlüsse von nichttragenden Ziegelwänden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">an Stahlbetonwände</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schiene Material: Stahl verzinkt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   Profil 28/15</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  in Schalung eingelegt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Profil geschützt gegen Eindringen von Beton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   das Material ist nach dem Ausschalen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   restlos zu entfernen</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Maueranschlussschiene samt Anschlußanker</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
          </BoQBody>
        </BoQCtgy>
        <BoQCtgy ID="GW_3095742" RNoPart="08">
          <LblTx>
            <p>
              <span style="font-size:12pt;text-decoration:underline;background:#FFFFFF;">TITEL:  MAUERARBEITEN  KGD</span>
            </p>
          </LblTx>
          <NotApplBoQ>No</NotApplBoQ>
          <BoQBody>
            <Remark ID="GW_3095743">
              <Description ID="5c7f5045-2b3d-4d87-bfbc-ce40a46380e9">
                <CompleteText>
                  <DetailTxt>
                    <Text>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">1  Die folgenden Baunormen, Richtlinien und Schriften sind besonders zu</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">       beachten:</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- DIN 18330 - Mauerarbeiten</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- DIN EN 1996 - Bemessung und Konstruktion von Mauerwerksbauten (Teil 1-1    und 1-2, Teil 2, Teil 3 ) und Nationale Anhänge (NA)</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- DIN 4103 - Teil 1 Nichttragende innere Trennwände, Anforderungen und   </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">   Nachweise</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- DIN EN 771 - Teil 2 - Festlegungen für Mauersteine - Kalksandsteine in </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">  Verbindung mit DIN 20000-402</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">2  Der Anschluss von Mauerwerkswänden an andere Bauteile muss dicht sein (Brandschutz, Wärmeschutz, Schallschutz) und er muss kraftschlüssig sein.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Die Ausführung erfolgt im Bestand, d.h. das Mauerwerk ist dicht an die bereits vorhandenen Decken anzuschließen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">3  Bei den Anschlüssen ist die Durchbiegung angrenzender Bauteile zu</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">berücksichtigen. Bereiche, in denen ein gleitender Anschluss zur Deckeerforderlich ist, werden planerisch angegeben.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">4  Mauerwerk ist im Kellergeschoss Geb. KGD bzw. Erdgeschoss KGE gemäß DIN 18195 Teil 4 gegen aufsteigende Feuchtigkeit abzusperren.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Hierbei ist die Mauersperrbahn &gt; 10 cm beidseits über das Mauerwerk überstehen zu lassen um den Anschluss der bauseitigen Abdichtung unter den Estrichen zu ermöglichen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">5  Sämtliche Öffnungen, Schlitze und Aussparungen sind gemäß den </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Angaben der Fachingenieure fachgerecht nach Plan zu erstellen </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Die Leibungen der Öffnungen sind mit Mörtel zu egalisieren.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">6  Der Auftragnehmer darf nur vollständig isolierte Leitungen der </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">haustechnischen Gewerke einmauern. Er hat die Vollständigkeit </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">eigenverantwortlich zu prüfen oder die Freigabe durch den zuständigen Fachingenieur zu erwirken.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">7  Mischmauerwerk, d.h. die Kombination unterschiedlicher Ziegel- bzw. Steinarten ist untersagt. Mörtel unterschiedlicher Arten und Gruppen dürfen grundsätzlich nicht gleichzeitig an einem Objekt verarbeitet werden.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Großformatige Ziegel dürfen nur durch Sägen getrennt werden; </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Ausgleichsmörtelfugen sind nicht zugelassen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">8  Bei nichttragenden Wänden ist sicherzugehen, dass keine starre Verbindung zur Decke entsteht, die Spannungen durch Vertikalkräfte verursachen kann (vgl. Punkt 7.2 und 7.3)</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">9  Das Anlegen und Einmessen von Aussparungen und Schlitzen in den vorhandenen Wänden, sowie in den neu zu erstellenden Wänden ist in den E.P. einzurechnen.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">10  Innensichtmauerwerk (mit Kalksandsteinen)</span>
                      </p>
                      <p style="margin-bottom:1pt;">
                        <span style="background:#FFFFFF;">- Für Innensichtmauerwerk mit erhöhten optischen Anforderungen sind KS-Innensichtsteine (KS Is) nach DIN V 20000-402 zu verwenden. Um rohstoffbedingte Farbunterschiede weitgehend auszuschließen, sind KS Is für den gesamten Bauabschnitt oder in sich abgeschlossene Bauteile von nur einem Lieferwerk zu beziehen. Die Steine sind immer aus mehreren Paketen gleichzeitig zu nehmen. Bei Bauteilen zur Systemergänzung (z.B. Stürze, U-Schalen) lassen sich rohstoffbedingte Farbschwankungen nicht vermeiden. </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- KS-Innensichtsteine sind auf sauberem, festem und ebenem Untergrund zwischenzulagern. KS-Innensichtsteine sollen eine kantensaubere Kopf- und eine kantensaubere Läuferseite haben. Bei erhöhten Anforderungen, z.B. bei beidseitigem Sichtmauerwerk (Ein-Stein-Mauerwerk) ist, falls erforderlich eine größere Anzahl von KS-Innensichtsteinen an der Baustelle auszusortieren. Allseitig "scharfkantige" Steine sind technisch nicht herstellbar. Beschädigte KS-Innensichtsteinen (z.B. Kanten- oder Eckabplatzungen sowie Risse) sind auszusortieren oder so zu verarbeiten, dass die beschädigten Stellen nicht sichtbar sind. Die Stoß- und Lagerfugen sind vollfugig zu vermauern. Die Fugendicke soll gleichmäßig sein und für Stoßfugen 10 mm, für Lagerfugen 12 mm betragen. </span>
                      </p>
                      <p style="margin-bottom:1pt;">
                        <span style="background:#FFFFFF;">- Erforderliche Paßsteine oder Giebelsteine sind mit einer Steinsäge zu schneiden.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- Sofern in den Ausführungsplänen oder den statischen Berechnungen keine gesonderten Hinweise gegeben sind, können Wände untereinander in Stumpfstoßtechnik verbunden werden. Hierbei muß in jeder Lagerfuge ein für den Stumpfstoß geeigneter Edelstahl-Mauerverbinder eingebaut werden. Alle Anschlußfugen sind über den gesamten Wandquerschnitt vorzugsweise mit Dünnbettmörtel satt zu vermörteln. </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Stumpfstöße stellen eine Erleichterung für den Verarbeiter dar und werden nicht gesondert vergütet.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- Werden gemauerte nichttragende Wände mit einem Luftspalt zur Decke ausgeführt, damit keine Lasten durch Deckendurchbiegung eingeleitet werden, so sind die Stoßfugen zu vermörteln. Auf die Vermörtelung der Stoßfugen darf verzichtet werden, wenn der obere freie Rand konstruktiv gehalten ist.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">- Es sind nur kantenscharfe Steine zu verwenden. Steine mit größeren Abplatzungen sind auszusortieren, hierzu wird für die Kalkulation ein Ansatz von ca. 10 % empfohlen. </span>
                      </p>
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">ZTV - Mauerarbeiten</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
                  </OutlineText>
                </CompleteText>
              </Description>
            </Remark>
            <Remark ID="GW_3095744">
              <Description ID="6694c406-622b-46cf-8d8a-5a0cc80e2f8c">
                <CompleteText>
                  <DetailTxt>
                    <Text>
                      <p>
                        <span style="background:#FFFFFF;">.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">.</span>
                      </p>
                      <p>
                        <span style="text-decoration:underline;background:#FFFFFF;">Folgende Pläne sind für dieses LV-Kapitel zu beachten:</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_01_504-KGD I Grundriss EG - Baumeister I 1_50</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_02_504-KGD I Grundriss 1.OG - Baumeister I 1_50</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D6_D7_501-KGD I Schnitt D5</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">KUE_A_KGD_AR_DT_AUFZUG-KGD I AUFZUG</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Im Untergeschoss des Gebäudes befindet sich im Bestand ein Vollziegel-Sichtmauerwerk aus der Erbauungseit des Gebäudes.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Teil der Wände werden abgebrochen, Steine aus dem Abbruch für die Neuvermauerung vorbereitet (siehe LV-Kapitel Abbruch).</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Türöffnungen in den verbleibenden Sichtmauerwerkswänden werden vergrößert.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Im Technik- und Lagerbereich kommt ein kommt ein Kalksandstein-Sichtmauerwerk als Industriesichtmauerwerk zur Ausführung. </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Fugenglattstrich mit Schlauch.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Wandqualität: F90</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">In den beiden Obergeschossen gibt es keine Mauerwerksarbeiten.</span>
                      </p>
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">Hinweise zu Kalkulation und Ausführung</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
                  </OutlineText>
                </CompleteText>
              </Description>
            </Remark>
            <BoQCtgy ID="GW_3095745" RNoPart="01">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Mauerwerk - Innenwände</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
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                  <Item ID="GW_3095746" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>72.000</Qty>
                    <QU>m</QU>
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                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Waagerechte Abdichtung gegen Bodenfeuchte, DIN 18195-4, in oder unter Wänden, aus Mauerwerk, Wanddicke 11,5 cm, Auflagerflächen mit Mörtel MG III abgleichen, aus Bitumenbahnen, Bitumen-Dachdichtungsbahn DIN EN 14967 - G 200 DD mit Glasgewebeeinlage 200 g/m2, einlagig, Anwendungstyp DIN V 20000-202 MSB (Mauersperrbahn), Stoßüberdeckung lose.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mit je mind. 10 cm Überstand je Wandseite.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Dicke Mauerwerk:   ca. 11,5 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Streifenbreite der Abdichtungsbahn ca. 32 cm </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Untergeschoss</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Waagerechte Abdichtung Bodenfeuchte Wand; d: 11,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095747" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>50.000</Qty>
                    <QU>m</QU>
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                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Waagerechte Abdichtung gegen Bodenfeuchte, DIN 18195-4, in oder unter Wänden, aus Mauerwerk, Wanddicke 25 cm, Auflagerflächen mit Mörtel MG III abgleichen, aus Bitumenbahnen, Bitumen-Dachdichtungsbahn DIN EN 14967 - G 200 DD mit Glasgewebeeinlage 200 g/m2, einlagig, Anwendungstyp DIN V 20000-202 MSB (Mauersperrbahn), Stoßüberdeckung lose.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mit je mind. 10 cm Überstand je Wandseite.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Dicke Mauerwerk:   ca. 17,5 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Streifenbreite der Abdichtungsbahn ca. 38 cm </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Untergeschoss</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Waagerechte Abdichtung Bodenfeuchte Wand; d: 17,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
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                    <UPBkdn>Yes</UPBkdn>
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                          <ChVIdent>1</ChVIdent>
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                      </STLBBau>
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Mauerwerk der Innenwand, obere Wandfläche waagerecht, 2-seitig als Sichtmauerwerk, Fugenglattstrich, mit Stoßfugenvermörtelung,</span>
                              <br />
                              <span style="background:#FFFFFF;">Kalksandstein, DIN EN 771-2 in Verbindung mit DIN 20000-402, KS L, Rohdichteklasse 1,4,</span>
                              <br />
                              <span style="background:#FFFFFF;">Mauerwerksdicke 11,5 cm, Mauermörtel M 5 DIN 18580 oder DIN 20000-412 in Verbindung mit DIN EN 998-2, 2 DF (240/115/113), Arbeitshöhe bis 3,5 m, Ausführung im 1. Untergeschoss.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mauerwerk Innenwand 2seitig Sicht-MW KS L RDK1,4 D 11,5cm M5 2DF(240/115/113) 1.UG</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095749" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>55.000</Qty>
                    <QU>m</QU>
                    <Description ID="587f349c-eb49-4ae7-95e9-eca5f1bfe438">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausgleichsschicht am Wandkopf aus Kalksandstein</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe der Ausgleichsschicht bis 10 cm, Mauerwerksdicke 11,5 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ausgleichsschicht KS d: 11,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095750" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>St</QU>
                    <Description ID="c584e964-7ac7-4ef8-a6f5-025543237626">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Öffnungen beim Aufmauern, als Türöffnung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">lichte Breite über 0,51 bis 1,01 m, lichte Höhe bis 2,135 m,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in nichttragenden Trennwänden, Wanddicke 11,5 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung b. Aufmauern herst. B 1,01m H 2,135m D 11,5cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095751" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>St</QU>
                    <Description ID="0b4a777e-cf05-4d9c-86ae-bc4b493e86a7">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Öffnung überdecken mit KS-Sturz mit bauaufsichtlicher Zulassung/Typenstatik, tragend gemäß Statik, Sturzhöhe 11,3 cm, Wanddicke 11,5 cm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">größte Rohbaubreite der Öffnung 101 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">KS-Sturz D 11,5cm B 101cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095752" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>40.000</Qty>
                    <QU>m</QU>
                    <Description ID="9a3dbf20-9ea1-4165-83e9-26c16eda87df">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mauerwerk mit Stumpfstoß an vorh. Wand aus Mauerwerk anschließen,</span>
                              <br />
                              <span style="background:#FFFFFF;">mit starren Anschlußwinkeln, Edelstahl, beim Aufmauern in vorh. Mauerwerk eindübeln. (4 St. / Meter)</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">Mauerwerksdicke bis 11,5 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Stumpfstoß Mauerwerk D bis 11,5cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095753" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>m</QU>
                    <Description ID="b03a4c0f-72b2-426c-a301-f619f3fdddd1">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Zulage für Ausbildung von sichtbaren Ecken beim aufmauern</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">Mauerwerksdicke bis 11,5 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ecke Mauerwerk herstellen; d: 11,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095754" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>55.000</Qty>
                    <QU>m</QU>
                    <Description ID="97a5eb59-5d4a-42a2-8a5c-036f5f36867a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Gleitender Anschluß der vorbeschriebenen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nichttragenden Wände </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">an Stahlbetondecken wie folgt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Einbohren von Federankern in die Decke, 4 St/m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  einmörteln in jeder Stoßfuge</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Herstellen eines geradlinigen Zwischenraums</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   von max. 30 mm zur UK.Rohdecke </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Verfüllen des Hohlraums vollflächig mit Steinwolle</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   .  Rohdichte: mind. 30 kg/m3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   .  nicht brennbar, Baustoffklasse A</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   .  Schmelzpunkt:  mind. 1000° C</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Verfugung in gesonderter Position</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wanddicke: 11,5 cm</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	KGD </span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Untergeschoss</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_GR_00_504-KGD I Grundriss UG - Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGD_AR_SC_D3_501-KGD I Schnitt D3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGD_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Gleitender Anschluß, D=11,5 cm an Stb.Decken</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095755" RNoPart="010">
                    <UPBkdn>Yes</UPBkdn>
                    <Qty>26.000</Qty>
                    <QU>m2</QU>
                    <Description ID="cfbf63b7-7903-4bca-8744-d9ce24d88851">
                      <STLBBau>
                        <STLBBauCtlg>
                          <CtlgName>STLB-Bau</CtlgName>
                          <VersDate>2026-04</VersDate>
                          <WCtg>012</WCtg>
                          <Group>60</Group>
                        </STLBBauCtlg>
                        <STLBBauID>
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                          <ChVIdent>14</ChVIdent>
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                          <ChVIdent>20</ChVIdent>
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                          <ChVIdent>20</ChVIdent>
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                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>60</ChVIdent>
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                          <ArtChrIdent>10059</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>37</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>10164</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>1</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>10301</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>4</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11983</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>1</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>17949</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>3</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>19726</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>1</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>22529</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>1</ChVIdent>
                        </STLBBauID>
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                        </STLBBauID>
                      </STLBBau>
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Mauerwerk der Innenwand, obere Wandfläche waagerecht, 2-seitig als Sichtmauerwerk, Fugenglattstrich, mit Stoßfugenvermörtelung,</span>
                              <br />
                              <span style="background:#FFFFFF;">Kalksandstein, DIN EN 771-2 in Verbindung mit DIN 20000-402, KS L, Rohdichteklasse 1,4,</span>
                              <br />
                              <span style="background:#FFFFFF;">Mauerwerksdicke 17,5 cm, Mauermörtel M 5 DIN 18580 oder DIN 20000-412 in Verbindung mit DIN EN 998-2, 3 DF (240/175/113), Arbeitshöhe bis 3,5 m, Ausführung im 1. Untergeschoss.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mauerwerk Innenwand 2seitig Sicht-MW KS L RDK1,4 D 17,5cm M5 3DF(240/175/113) 1.UG</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095756" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>7.000</Qty>
                    <QU>m</QU>
                    <Description ID="cd612410-9926-4a5c-bdfd-9874f73e20cf">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Ausgleichsschicht am Wandkopf aus Kalksandstein</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe der Ausgleichsschicht bis 10 cm, Mauerwerksdicke 11,5 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ausgleichsschicht KS d: 17,5 cm</span>
                              </p>
                              <p />
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095757" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>42.000</Qty>
                    <QU>m</QU>
                    <Description ID="f4ce069d-a190-4ad0-bce5-8eb580cff3dc">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mauerwerk mit Stumpfstoß an vorh. Wand aus Mauerwerk anschließen,</span>
                              <br />
                              <span style="background:#FFFFFF;">mit starren Anschlußwinkeln, Edelstahl, beim Aufmauern in vorh. Mauerwerk eindübeln. (4 St. / Meter)</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">Mauerwerksdicke über 17,5 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Stumpfstoß Mauerwerk D 17,5cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095758" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>m</QU>
                    <Description ID="e41e6c6f-5d25-428d-8f4e-6876e852d98c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Zulage für Ausbildung von sichtbaren Ecken beim aufmauern</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">Mauerwerksdicke bis 17,5 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ecke Mauerwerk D bis 17,5cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095759" RNoPart="014">
                    <UPBkdn>No</UPBkdn>
                    <Qty>7.000</Qty>
                    <QU>m</QU>
                    <Description ID="f9da27b7-a11a-4356-9a7e-83859c738b0b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Gleitender Anschluß der vorbeschriebenen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nichttragenden Wände </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">an Stahlbetondecken wie folgt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Einbohren von Federankern in die Decke, 4 St/m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  einmörteln in jeder Stoßfuge</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Herstellen eines geradlinigen Zwischenraums</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   von max. 30 mm zur UK.Rohdecke </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Verfüllen des Hohlraums vollflächig mit Steinwolle</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   .  Rohdichte: mind. 30 kg/m3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   .  nicht brennbar, Baustoffklasse A</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   .  Schmelzpunkt:  mind. 1000° C</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Verfugung in gesonderter Position</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wanddicke: 17,5 - 24 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Gleitender Anschluß F90, D=17,5 - 24 cm an Stb.Decken</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095760" RNoPart="015">
                    <UPBkdn>No</UPBkdn>
                    <Qty>110.000</Qty>
                    <QU>m</QU>
                    <Description ID="712b5191-53b4-4f9d-8189-07864d8e5600">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Verschließen der Fugen der gleitenden Anschlüsse </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">wie folgt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Fugenbreite: ca. 30 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Material: Brandschutzfugenmasse</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  mit bauaufsichtlicher Zulassung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Farbe: nach Herstellerfarbpalette und Wahl des AG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abrechnung je Wandseite</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Verschließen der Fugen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095761" RNoPart="016">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>m</QU>
                    <Description ID="4c8b471e-4719-466f-8f9c-6f9cc9178202">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schließen von nicht mehr benötigtem Wanschlitz</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Stahlbetonwänden </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Mauersteinen und Quellmörtel,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Schlitzbreite 25 - 30 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Schlitztiefe 12 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Wandschlitz schließen Wände, b= 30, t=12 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095762" RNoPart="02">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Sichtmauerwerk</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3095763" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>St</QU>
                    <Description ID="70910ca4-80cd-4d2c-8d70-5da37b6f7091">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bemusterung Mauerwerk und Fugenausbildung zur Wahl </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">der Mauersteine und des farblich passenden Fugenmörtels </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einzelgröße b/h ca. 1,0/0,70 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Fugenmörtel "hell".</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Incl. Abbruch nach erfolgter Freigabe.</span>
                            </p>
                            <p />
                            <p>
                              <image width="472" 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lH2kXJSezcUm1dbaarS/R66HoXirxhbCysbm9mmuZ455JdOtrIWVkqmaKe3AkBhKzWux381ZI3OVBjbgV832t/FcfETQrjVfsN7Z7zpbGa28/7BcT20l3FLbvcB5kmaeM27vGSggkkSIIMiqWq64mtaRY6u7+Q0k5tIUhkYxees0ySxiRyfLlS4jk3RqSvHCKoBrjhqksNxC7rt330SyP92RAXcrezKF3rGjBhvUhwGUqvXOH1yMWpRive1be1m11Ssm+vl957GHyKcaXv3c0+WXw7xsrLmfnu99bHp+p+LL7w/wCIYLKH+zXSzVbkxrZWZY2pkMkPmzCBpZZDGgZVfGV3R7SSQfNJPEc+gWWmi0aItfR6heRS/Zbed7Zzq15OqIk6CNYlll8mKNcCP5sYVQq8VdTtqWrR6nGH/tCCIQ/asOWNkl3LcRQy+Zh2hO5tjsPNiVmAYg4DNUu5rddB0qa0kT7LpE0q3M8DmO7FxqFyZdpPzGOKTBWQnBJRgPmzWccTOXNazfTTo7aq/o9O/Q9WeVYeMcPGdOnJzi7prS6s9dNVa7sm1vc9V0Dxr4k1HSvEeqahq0dzNbpdhZmht0iglghS9ms4IWYylLlhEQwuf3cnzrujIVeS8N+KNRsDpUep3n9oXk888E8g0i0Rb2S+hnIK2sEctnAITLAgbDySG3kZmDvzR0bTml8JeP5Rl/s+nQ3EuPLt5Ygt1BmSASKyNMF/dvwpaHh8gABul2aR3ujqsclzE+rWrQpBErQm4kkSMlXBBjlkDld7GNS4AAGM1vGbtT1/uve9uZJ/h6/izH6jhYSrr2cVFTSSUbJL2cWrKye7Te/m9yvaG70rWdelureEH+1oTdhorTMs8dnDK5c28ckQaGNldHZQwHyEDaRUWr3+oX+nqmmTRRzTZNrNLbW9xbSRrMXRC0Ue4GTLKMKuzdGNpG4V13jjwzb6D4m1e3jtplvb+7hubpFKLE1wscYEr4Vszz2zKnmhPnaACQo22rWqWgtvh1ZaiLQLeLr0MJmW1knjea4Z/IE/2UrMITa/vCyBVeQoGUlWzCnfnjzWabduvS336aPfQw9nDmpT5Uk3CMZW/mSSuvuXSytc4C30/WQsF0s8E1zNp8tleyR2sMbxSPjfC0GzyxEC4lt7hUx96MqsuGra8V6ObG5vbuV4/wDR2SJnSG3RwpVW2RuY2Ko4JBx95yzjbniWxt7430Ytb21dUuIZGlkWVIzpwbzrtGtVIkN2VQpHE+7B5yGAI3Pize2UesanoukM0l2/9nySW0QLDMlnbSu0oZ+sxlXawQojAhiAQDdJpqyV3daNfZsrv71169rnNjJfV6sJK13SunG3xL7Ls1o2722tYoaDoUOrfDnWLy7iZbSy1a6ubXZsnmgJuYGgRLhowzROCvmxuwAR22jGQJLCxnWJFhtbWHyljn5ggXaY2SUbAVUbo4gV37ipbk4yTXS+FIbqP4Uatp3mNHPbavbfbpCw2hnuLdo48TqpIZWEckgL5O0RkrgHHHltFeWU4u1ia0uftKSWsjsLV1KM8aDygxVNyxiNxK4ycAqMlebU0louXorrdr9N/wBCssSqUa1Wb/5eTWvRNRd9dE9b/wCbTO08X6Vcard6ZdRajeadIvkTzPYwW+y+s1eQ/ZblV2S+SFkV3eOVZlKjBKZz0h1nUDHFJdPb39hNPEiwCzsmmLQuPIl8wokwaGWJJk5OAqRkFMg2b2xdI9Mgtp91rJpVrNaAeasyps2ysQ+JYY5ACqjczDaeDhhVPTYEv5hOskT20M3k+Y5byRIkqPJGokjCuXBVVVXCiQoQgGCcd2mk3t36WvrqzLmg4O9pJXS03s9NdF5M9C0PxtdwmTRbma1tbLTXAg1CG1s7ebUbGVZ7uO1uWhTF4thLdyx2j3Ie5Zid0bLBlvsTw78TtBXwxYQ61BpWk6xLpk8t2un2iXUdxezTFJ5hcyWMMb3M4VGa48iASPygwdx+G73w2b+5upH8popLlUW3DFX5wjeWw/dSKEYMpKrh8gsrA10/hLTW00tp9xPcTIkoEEizh18jbgRu7sdsp2EJghHAAyrkqeqjUaeqV+is9Urf5fpvt8/j6VGcVKLalfWNnd7Pp5/JabaHtHxC8Z6Qs95oiQRvdC3a4C+TZqpkmBaFmRLcl38va4hJG4DJbIFeFQ3NxJcwxT+XCkixkxm1tQsKGTeJAgQ5K7920tubdtOBkiHVL97vxJq0829IXuYvsztCyToLSFYttwxywAG10ijAIYkOWG0DY0yxV4ZZgIlkVYztYfOyFxu8vcMEoDmNjjHdhxXZc8hdOi0sn391vp91rXeq6jJBdzFQREIklIE8UVtE0TbgrTANG2xyG+XfuVXA4OObN5GbWSOOSMXDllYF7O2WYNCshQrIsS/vinIKAlgzDaUJFTrLHbb4VberoQyHDKf94lmy5J2lGySfmDHqY2uRMkKuFnNqF8uTezPGVACSSsM7WCkozZKuuQwB5AJq6Sls9d+nu9Xt10+7oK905Wa5WBX2w72Jjt948tVl/wBcEG/eseGQgg+YMMrLRWLdapBFcfZYlR5ZneNLZpFXzF2lgYwcqQGyVUBt7YUkZ5K1jFWTad/X08u35nNKnPmfKvd6X3fw7/j96PkCPR/GkPlxP4Wv5TJaQSSSWmpaTdIsQgUgMTeIXB6jbu2kEDOTjNv21mzjeOTSdV0wMpjLTwKrscAIIiGKOCc4IJIHTI5ruru80WKEtN5kjR20J2GMKmRChVRlhySWAKk4JK7QK5Ke7sr1IxGXJPKpcPKxXlW25lZtvYAINu7jHpZ7xzthrWo2gBvJLlSW3IzwTISOgXfGpORjJ3MOuCDwK6M+M5hCEmnUKyFSLlH3PE4CsT5kY3xuhwxP3gc5PNc/cm9Dj+zvJkneUxrG8jxzMRnIVywjWMLyNwywBwQRkXvFK6r4W0KPWdVvVlt5U2XUFo8d+RhMLDHG8bSyzkkKBHkA5LZADG4Xv5dTGqo21tzOyT+av+DL9t4psURVeSD7PDtURQOgKPyOmVwehVeMZ54K1bj8R6VcExu9zGkwOCCrIWXCglEkJI7biOOozzWB4c0yTW9LS6Wx06VpXS5mttQ0wNKFmjBENw/7tl+XBYIucsF3HBFSy+GZrO5UnQNEaJxI8YsGuLeM7gco4bd5W3GGIIDHAwSMnX+uun6X+/8AI57O22i1/L9P19DVka0kDBrmIxlETy0HmszAFQxJDBY2UjIw21sZ+YmuYGkQWl1PJmNFlCAKOVwdxcuu0HzHyG8vKqAAABk1meK7IxRWum6XBdRX+o5ZL2K9mgi02OHbuiCRLuMxDHDT7l+VXB6rWfZaddyahDp0GoXkaRWvlTNeaiLqedF3HzE3gCUsdwDMpKjaoHXNRV2vLX8RX9V3+f8AnoaOqaZY3OmXwKKnyhJZJwqrMSuAscj7gJNu1vlXeRxnJ3VhappTto1t9mlVVhsvLZVO6KSUEsrjIyOOOFzuBByem14v0me20+2Xfcy21peLPLK4UTeX5e1ZdyhRII256YPzYya5jTtV+06GlyBPPGZp7derKI4pVTzQfuqC5Zs4PyN+FaS2b6rr10/yEcxot/qFlcRG5gJG9sqhKs4KbePlGNq8puJ3dzXaeGJriwnPlQ7onaWcM+0ZBZyGyWAXBOCc7Tt4z337XQIZdIivpGMryiQpFhjsG1SG34UFsZLDOAASN2BWbp+ntOsQCSG1fdAzFiY0kyyhBIu4bVPOAeAePfEadmnr0/C3/D/cPezkN0LrftEjb1jkkB6SB942A8EkkE4z8oNdHd3a3F/pk0jyy/Z18pRCjGRwUmjJYts3uUndcYKEjDbsAVqeFNDN3q9raLGbxFmO+JPnzEilChAJZ0DbQemDnjqa9L8K+FYpNWjTWrQKCN1pJsVQrKyqFXuqY+Yj1GT1JGLlLu/6+R2KELL3Vsv0OTtWj8KWRs4tIUXUsaPO19OTLkDaENvBsBjVQAAzE5JDE9Rhf2jJdS4WK3jeRiFS2tgzB5CFO6R/MkLMTkLvVP4wM819C+M/C2m+czlVkby0VVI3nuSXZBnd5uTuJB+XdyDVj4f+B9HiVNWu40uPs9y4S2YlkV48sN/AL5D/ACLklV69cVlNpRd/l6/h/XfrZ5BHpeo2sUYureWAyqflJwQwBeMkbcKO67sM2R/CM02PS7z7KlzHBINzmMTAbgScg4JAztyNx6ZGFJya9+8dWyi+gjsbd57hisSWcSGa4XjeAkKruOFJYkjEa8knqPR/Dfwuvtd8PafBFYXDTyXMOJUt3VYt0yB8sykrHEHPmHLHlsZxWUPfu07JbtjaatfqfJ2iaDqV/dxRNDNtiK5VwwDZkBXeePkCMeM4UHPXg+86L8J7+W9iuI2idG8vMews2FjyVCvjI5K5fIbqpPQ/W1l+zjq/h7Vm8+XQhp7l5pLm4u4v9DVIlaVpLbLylVbCDuXK7wByfpm1+HHgOz0eC/XUxHc21os11LZw/aYpxHHuk8tTGgeZmVhCI2C7QME80NU0/fbavZaqyemujbtbvbe4JTa+Gy78rle7Vltb8bdNnc/O60+FKw3LPLamR/MEiOqMqICQ37uPrw3ylmBVsBgCM10Gp/DG41C0uJ4bVBDDCCXJJuPkJ+6MM3KgbQVULz1ABr7ov5PCMfhSO5h0+6a5+0PLbm+SGznvbINFl7aNXnkDPG4ZftLRklSp2gnHCar4g8CWOs6P4dUzXdzq2padYW8dp5K7p7qKaRpZlklimksUjikF3JAJVQAAHJXdjKpRptfvLX5eq1va3W+r06b6XTN6WFxFZN0qU58sXKXLF+6opOV29NE7vVnyr8L/AAwmnThrqF1nk3Q248pQs3zkFJDg7ctgg9chewJr6Nfwne3afa4rKRI1byiI4G2wgkeYNwVYQ4G5mYtnkbVA69fJ4/sG1VPDOhWllot7aXf9hvqMekWjXmnqiSqLuzk+xsZ57gMvktOspkYgu0Y+Y+d+FfiV4d1SfxJb2d34m8USaJp4n12XVheSbIoWmMmXecILjMTMv2eCHyZFEYYKQK5quMpRko88febSTe/KlKWm/urX0T8zqpZTjqsZTjhqjjCMJyko6QhUkoxlOW0U2+VO+stFc9Z0H4KR6zbW93d3FrZW0jKspuWE1yqQ5ZXht7dXZ13fLlmAIO3IPI7fT/hhpmlRy201zZLZhMRyKjkvO0mJC8M5XywMgJHzlRncrdfJNH+L9jaeEPG+v+Gryxurbw5olrqUoupJwtpHql/b6ZBdX6ysD9ntbmdXuQh2simQOobcPP7n48aw3w6+JuoWNvpOt678O9f8J2d/remXrw6fqGjeLbfzYrnTUQ3UjXdpfR/2fcGMyQg72Vt0bKMHmdCNNSTveEqrs+kea+66KEm76afd1U+HM0rNwjQlCSrUsPJVHyOFSs4KnzNrlXM5RS1bd9L6n1pF4U8JaRYwwS2WiajPNfI6X+r3txa25miljZI4LewktYYYo3IR2lnYF2An3KOLes/ETW9Ilt0l12Pwppf2IXBTR9D02G7W0SSVZpI9Qm+2XEkTQp5kDQv5jgCTO1lB+X/+FzaHq/wV8M+O9X0We4mXxpJ4cutM8xZVW/gSbz0e7cwKbaWDy5nlfGcktHuVhXEfGjx1qesfDf4ZeMoNMj0yz1vR7Wy1e0j85ZLLElzbpBZmSfckd3ZwbWGduzy8F0Woq5lClTqSUryhCFSUVzX5ZuKi3fTeX59TfBcL4mriqNHEU/ZRniquElOUofxqScpxhFt3bUXtu7XN/wCM/wAftD8P6tp9pHq+ueMtVmiTUri9l1K68n+yvPeK3iYwhIA8wXzpEiiYYckZYjE2vfGe00rxTpnh+0jgtYH8P+GvEKtdRFtQkbVNOW/PnX8svmTmIT+UFQA+UHDPuyo+MviDHJJb+DNUaXbbah4VujFGixGaCCy1W6jkzLy0oZ9xjYEmMBIgFC5F34iWrSnwbdOg2yfCXw7di5kkeNjHdy6lJG4my0koWMFoAhyhIh2BflHk/wBqYle1ba92pQkkktOdpKO7drSu9N4972+2XCGVqngqaU3OdDFwq1XL3nVpyhGMuRJRgo2furR3sfW/xv8Aib4i0i58IxeH71YE1KxfXtV8lkeFtOhgeSJVuUBWFriZ0VWJILLjbjpzHjv4j6tL4H8C+I7WS4ZPFV1brLJKUZtIijsJZZp2jmZRLunhijUoo+adZAxyceRfFaeGLS/hTqBjfdqvwe0CGNrZpUjmNlcXcbb7cHY0lzu/ftIjyOWUgKoGLnxXlmX4LfB+x097gXXlzvdJ5R2W0EFozieVWHmJNGzxIFaIxPHIX8zKKp6a2NqyjipRm4ySpuy1UeZwWiutXe/XyPHw2TYaNbLac6fPGeInRqyezSVVN9/dlC6t626HS+P/AIkapd/BfRtVWe4t7MeJf7A1N0l82dHhjnkt0dJMPKl0+zy1WJvLx8z4IJ4f4U+J55PCnjfVNZvr+6i0uO4u4WncCXMtiy2VsLcFxHvnyjFk8uNSXySTWZHHHf8A7P2miFri4a48ZztLJLNvElyFfO1CqrG/lqIgwEe1NwO4lDXP+CTJaeF/iRp3lgJc6HZTIh2iWI2+oQwMspPCoTcKY/8AlpMqtnBWsZVaksRGbk9cLCVvsqXK5P5uyS21t0ueqsDhKWVYnDU4QUqeauClZKXJ9YppWlrJLldn5aN30J/hbqRHjSzsVaSYX1lMn2RI1FvLPEBLF5wLIvloFyZNpdiNoyrMa4HW2b/hJfGNkohWxudeu4x5TEW0US3gEJgy5BAZmZhuxkEg4yw7TwdGT4r0byojJd3E1qiLEwR0QTRm7kxGFWQC1WSN4n4HmZBLKpOFq+mBfEesRyh45LbXLlDBs3sim9d0RogoYq0YXO7BZWBySeVq6MNdVVmm38m+m2r/AD8jo/dLMcTyqK58HR5VdN80ZtJ2bWvR76HmnxlsJ7HxMq6rE9ss3hfRpNNeFIY2vorSzkgklm2FmEsTqYvnVeI4jgjaawfFdv8A8U58NZZWilH9h3SJM4mKjZq8tys6t+7la6cSNDJE2SAN3I210Hxc+13HijTmnnvpLdPCukmEGS3eznQpOHWOdWeQNGyKJERgZcsGBdcVu+IvBvizU/hp8NNSsdKvL60sb3WbXUNOs7BbnUY0mtfOsbxw0sciWewCZJ2iHmyLhXIPzXH3vbtJ+8ocvynDs/NmDlGlHLvaTjFynVUtoxblFqN07Wu47v8A4bgNN8M/8JDos1rFA175GsW2qwhybeFprUyXSypGgSIB3mkE4ldWfaTydy1zbpvmhSZUjJv2t4HcudkVuxWLdG6R4lLq4USbgoChGwxA9w8AeFtduvDfjG0i0q/jvoLfTtR0eMltLe4nZpQjoZFAMjofNEcZMbDajlWam6d8KfG8OpwT61otu6llneWW7iLMzbiSiIkjrMWO4SBFyW5bnNaLmUYcqvJpabaXtraz6O++6v0tzyxOFhLEKeIpJwmrLnjeSai3y6tNXvo977aXPmq7tXNuBDdSxTPPGjTfMiAxSospmjaTbEsi5UwRSOdjttA4Fej/ABY8N3eiDwrYyv5tnp+htHYzQgQGWMeVLKkkg/eqiu4WNpC21NuAHBr2W6/Z6hW4S51fXd1lGIdQ+w2kY+3+UH8/yri3mDFghVlM8YG+Nc98L6R440HwNrnhyO+8ZW9iNKiuIYI7+P7Tb+VK8eDp1vIHEkc4jjjmeJFk+YRpI2cVrGM4QqSqOMLONndW8+VL5fM5MTmWEqYnALCKriHGNWNWNOlPmfPGMUoq1pvR3totVe7R8wfD3RNU1Hwz8Rr5bWO6sH8NhBBLGJxLNFJ86rKh2yuIwWk3rkRoWB2sab4U0/z9a0W3FtPIsDRSTR26b4VW28qYJcyQurb5diMBsYJtH3SxB+sPh5cfDHS/Cf2Lw5qGmjTI9OvYZZLy6aK9v/JgPnSlbiDFxe+XE7NFAFR1wGi3YB4aL4meDLW1uLGy0Y3C2V0LZdQj02PSpHsZo4ZVuYNoSedFWRY7h7hVDTJKTgqd1zqUUqM5YiCVr/ErvVab3Xk5L5nJzY/FVMbCjlmKleWj5JUvZWpqmnKMkmm7NrXquuhwPxe0XUoPFMOpW+lvqen6vp8N8jWmbt7C7t4lQ20lvDG0wlliUTIQ2SmVyQONHwd4c13U/AVwqWMi3eqeKxNPdmzntDFphZYEZoLkosphtxHNIV+8C6qwchT6ZbfEPw3D4l0PSbSNpdPuZViluJLcW5tPPjxbxMAsrSSRyorK6uyDegL7AdsviX4weG9J8Uar4avbPVrKPTbr7PHq1uq3qC4jijuWjntLaMzImd0RJfAyCeCtUqmGs6ixCabcbbxu0no0rvTze9nex59RZo408H9RlSq04xrKT0lKnTlyvTo29NWtdb9DIi+Fui2VjcCSRTeSr+5laL7O8V1gos6yfO8mJSku0/KqAk9xS+J/hf4Q8Q31rqd7a6jZana2zr/aGn3UDRO6LEguTDcRDzD5abJ4WmYNlSqptWvItU+KevahfRSxalBpCyXc6adb+bGyASukMVq5uY9089y4BjSUIyOwjDBfmOXrPj7V9S1Ka/uL6e3YyW6QQxFolhZEjR/LSNmhAjliZ2TYQxYqwfNSsZTXwKbaSTcb63t3fzenldaDlkWYVHGVerBSaTs05OD933UvdWnr8tD36x+G+mW2g3+n2UdzdWertau0tx5LxyzxKuyWBhgJIXVZNkeMSAEAYrObwtB4cuo7mD+0dRvEt7mScMltcRwxJHHFNO0EiTBsA+VEVwI2OQPkLDxmPWZ76W0+zXk7pNeLcGCSSWCFp5ZEjd7eCHy4VnYfPIIkRd6l8A4r7E8P7PDyatrWvMtrps/h3Q4J/NBufs0iQz+a+4sRO1zJIoV0iQRcRyszyFhtTqqtzSUX7iS99O+19trWv6em/FisLXy504+1c1VlK9OzXM7JX9XpstX8jwW412Mi2MEOqQwQuix/6TBGJBAjMwuEaG72xvly7QlEdc7lwCKxP+ErisrSUabpFnJiYztE8k8m2S4YSSOIjFFGTIFBWSMxgbQy4YVraHc2EkfiW8nuPMbUp/MigvFjCWlkqPbQHTljOIC8QDzpggzHcTluPP7y+jcwWlrqKLbPdSJJOk9syXEdukjS/Z2YOtzEHRYZRFgocuroyvWFeu0k4SV32S0asru+zsuz+Vz0sLgqVS0alJtJxck5St71na1903bU6eTx1rMu1ybW0dDlBFBgr1Uh5GkcgjBZjlQBtPVuY/CekeN9W8drBq+oaqdP0+eOa4tYIoIpI7eTdILa48rYk8U6sDhstJEQ4bCHHA+aqQv50jzKwd/s8CySzmFMOxZVwq712gqWwucnNfR37OUUl3Z+K7u+0vUrVY9VSHT5tVsRHvt00/e0qzrI8rW8ruxtZJXMYZHXcmWzODlUq10pTdlzytfeyT2S0umlZW/zeb4ajg8uqVaNGnpyw2TknOyveTvp5X9Tlry5C6nqrwNMLf8AtGa4tXljki2wuyyxJNDKS0UioRGWY87cqWjK10dnqI8sEq6SZJYsnliXeV27SRsRQOCGyrkgqQcYh8QaHqUOsG6lE1wt/Y2j2sMcpmkhtba3t4EHnOD51uSJFVSzSkYTcDV21sbaSKN1iLuXijP753VIyBJ5qq2Gilz+6KMcRn7qnGT9FbRPvf8AA/POtuq62vvb9L739WVZYJb13eJCjx7VZUO08jsrABuDn5Sdq4xgEioEsLqJdyJIZnDqhQBJMlgu6MEgZXcRsYYLA7sDBPZ2UUUEuAgIMexmYMkkbBgqghtyySSZ+/EcFgAWXmke2j2GRAPMZthTe0bbxgiOTA2RsCynBG5+nT5if1+X9ehk52k73slFtJbt2Wt/ltey12PLtS0iaW3lu40EktvwC53TEwsPOknigJEdwpHnJsEO5G3LuKhqK6TUdOFkHnRWPnFp12yO5UxAj59z/OsSh9pKHGSpztwCq5mrK/Rf5r8LL5CtOdnHRWWj6fCuia219NO58NSa5od7DvOr2Ij8q32b5UR2JjjGdjnOMgk7QT36c1M1ro88cHkaxahuH2veRHcOWByHAHPQHGduPr+gnin9ib4Y262lvD8JtYub4ada3FwNH1rxLBbwC5gjdJZbeO8kEt35e8RxxMmAcOjMoJ6rQP8Agmd8O9UisNQ1HQPHXh/TLqKWSY2fiu+S5BSEusqw39ndkIoZXdWByoK8Nyap1vaLSnyr+aS5eid1prp266WPcl7KP/L1X6Llf53t99j8z7i22OphuIjtXd5sciy7zyMAZfC43N/CuM8c5rIkF0HR0VpCWOyQtvRPlKhkVzsDZcqMDAIHbp+hmi/8E2vhXqniX7BrvxC+J2g6IWu9t1Z6xpCnbBkxxhrnSsksNpyyjdggLk03x1/wTP8ABnh6fT7vwd8aPidcaLcJMZzqWmeG75gTGTax2t0sdmW2lWe4eeFxjAQI2SOqmo8t+eNru9nez0/r8DjqSjz3jN89lpyPlt/j1j/Vz877e9u9GMjRXTwTMN+533Sfe53ZI+Zjhifu9hgcVZn+IOvx26R2M9uvlqWleS3jkMg5OG3oADjgkbRyDmvom9/YEujJcNbfGm/bMghWK/8AC1o08dwwWSNLl7XXI4kMsMm9CQmVXkZ21574o/Yi8f6BDOLH4naJe2tvqT2V1d32kXtjAGWIOLpXk1VvPtSBtJXPlOBuY5xRGUJS5VOPN2vZ30XWy/MV6jS0ur6tRVlt1jpba/3dDx2fxnf38yzXsdi0kMJUBUSLekhyiPhlDlSS4yd2DjkE157b6gItTk8QaraXpvRLL9ntI7jzc2ULho5rW0hZWcOd2QxK7QTt4zV7Xfhx4e0S5Nl4j/aK+E+mX9syubD7Vq2p30kyYCJDp+gQaxfPO2Nqwm3VlbanVxXPnTPEGt3NrYeFtF1/xRAqGEeJLjRdS8E6HcXbxs0VrHL4mt7XVJJiEfyTa6e0TZVneNGLVo4VtP3c3b+WL0WmzStb5r8yYxg2+acYpNbyinLySb/JvVq3Y+iLHxHY+JdE86ATiOWzmQme3YMhlzHjy3ByYyDjIyGBwMDNcl8N7W3uNNvrC4dY49O1m9tkQoGDqLhiAe5jf5nGc5BG7HGMHwr4N/asSB4NB+Ct/e6fc3j6UL8atY6rDbSJaRXz+cdPlknt44rG4t7lla33gXEahyWOfe/A/wAMvEXgq01LU/iZbNDeyiK+FjaaRf21nboxA3A3ipLPI0hELSSL5c7sHRgOFJTVOm+d6tr7SbW26T8/xLVGcmlGPuytaW7Xyvfrqtd+hd8AaMdZuL/RxB9oSylVZd0aKLUTNJDgbuFYgBuOAOV5Oa9pi+Dq6VoP2HRLF7geXOu6RVeQNIxYsGl6MrMfnLYAPGBVfTvF3hj4d6JPrY8rTDqksUt/czrELq4DqfLjSJxKXlhUgqoG45Y7jmuztfinpeo2fh02kqajN4j1EwRJkw7LO3bN1POTlfMjZC6xHBkcEbQCtcE8ZCLsuV+b10aWtrr0Wuv5+hTy2vUVOUKMpJu0WndXVm21fz/B+RyfgD4Va/pN5Gb2OCwVJJn+0syNNMp6psVmbGGCkDagdgy5r1C4+Fx1OaO4tLl0aDJSSVZm3GVsLsXiPZGd2W4BGBg7snxa9/aZjRL6+tdBk8nTNZfRyxuoS9xCPtCK+BHuV5LizkCIcsYwkhbOVrrtM+L2v6z4tsPDmmRCCTVvCN3r2mpdblL30nhy71vTQyIPkilaKKB8AlsZG3jHN9fou+jut1Zq23T8lv0PVhw/mE0n7NQVrtyaUUrLXTtfVansg+CmnXkQbVPFE8ReMKc28Vupdjs4kmd1bOcDI3njoMV6F4d+Gnw48Lzf2DNqyanqaRwXdzYT6pCt8CE3pPPaQsjwQyqFPliM/u+QCrZr4DsfjL4v+I/wO8Zaprs8AvdE8X6BZ/6HvtZBa6tpd3cW8e/zN4ljvrV4VG8BiMsAVrpdWn1GD4nfBfxE1wbtPEvgb4bajcsod7m9e+Evh7VEaRgGnnkjiFuWMh2OM5DZauCpmKlyyjB8s+TWTa+JtXaire7Z9fU9ehwrJc8cRiVTnFVlanFS96lGnP45PW6qXtZWtpuff+lfEn4W+GLXxDq8ek6e50vUNIsra60uyg1G5vf7bjuPsaRzHJt0le1ntmluJlDsEU+o73UPiJomkDTp0sbh21ewtdYSwt4pFe1sbkR7HW3iG1J4hIrXCHncpbjjP5ffBrS76+8A/H2206aS2udH1PwdfCGY+ZPt0XxRqFpJBIrNvAWBgjCNVXerFTya/RPxFPFpeg6B4hnuLCAw6FbmSS7QvNFcWgiiuRYj7s8481SY51MMkXyM6eYr0RxNScYzTjBSSelrL3mmt1r7urdnrrYeLyTDYSuqEZzqKMuVybSTUqdCXwrROPM3vql0ucH4s8d6jH8ddB8MR3gGkXem3Fhdb2LKJb3SptR2RhQXa5keFJDLISigkcg1Q+Dnj3XvH/g74u2bXgEHhe9SDSobWWOwvHtXjlW0aS9LmGUTvCxJh2MGUJhWbNeW+OJRD+07oaahIlnFJe+DYbnyynmRfb9JgtJobVGLRbvtMixy4BZFJ2sRhTmfswQz2Hhn9ou0VZ4Lyw06zv4bRhJ58k9hqmoReXEMHzJJVQJIPkG1xgYfI8BYqvPGToynJw9piEnd7RhBpO3bl7q+ttz67+x8DDKMPio0YqrHD5VUT7yqV7VHJWSbXMubppstD1bxb4r1Sy/Z20C8GqfaLyfxWPDv22G58yf7Is893Jb/AGzecpCIoVn3uzSIwBYcCuZjv7e31nwr4z1Sa4urbSvDtlfwLHdBorfV7OO4Ls8vlyTyea0Bhktw7dRyu4Vd8aWUGt/s6mx0uK1gs/D/AI48PajIkarCtqPEQuYJkuBkfZ0YsgRHMexRHhzwtc1F9muPhv4Keee3ERfxRosenuWt31M6beia8ujcsyqzxwaiY1mZvmHlBANm6sMVKarqXPKyo0ZRb2jZ2bWu6dk30d9dDty/DUfqU4+zpxlUx2Mo1opRjJRnGE1Haz5qb5uW10pW0Wpt+L/iFrFn+0DbSQM0Gn2/izwazRWqPCbjSL2w0u5SG5EgG9vK1DzCMBmcjcRgY0vh7DDpPxX8d+FJ2lS68QP490aaXeimO/trHUb203JvCMNwV/LBRnYqRgtgef8AxL0PXdQ8faf428O6ZfXujap4R+H3iE3iw77aw2La6CRfXcjfZy8b6UBdmKYjaxkbYMmvStZ8Pa9YftRa0YNOv5IbrxrPrUGp29qZ7CfRrw2dvdSlo0wyWi3T286Nlw4PDIARhF1uZT/eSvi7bvWFaMo7WdkuRXadmpff3+zwSw0KUJYekpZPCLUZRUnUw1SnJRklrzpt9Lvlvqm7ch+zNbaz4ru/jR4YvWg8/wAVfAvxTbszxxm2MemfZXMnkL+780P5UqHAJw7hsqN3lfwuurv/AIQH47+HfskIW+8E+Fb6dTKd9rHo3jLT7aeW1j2lnAS/eVG3JJG7YRvmUN9sfs0fBTxV4I+K3jW71uy1D/hHofBnizwpFdLGkEmpJ4ijiihTT3LGCecWa/aI2ijIjOPMGVOOKsv2Q/EPg3xP4n0LwJquseMPCfivwF4s8EXOp39s8+paF4ns59F1+y03UvsRa2mt5pLW2Rb17qGNI1mct9ojVW3w+GrKjRk6cnGCxNGd97TvBO29nzyXk/U5K+cZb9fx9J4qmliJZVjaaim4c1B06kouS0jO1LSm/ek0/Q5vwtplzffsh3x8i4nXwz8ar2/1H7LBNJcrYXmjrHZyPCkM00zSXMka7IoywSYYOwPS/FnVJoP2fPhlpy29zdSWmvXeh6h5VqqQ2WpaQt5cSxyMA0s9zHbXBg/cHy4PneYcqtfZvwR+Ft54D+GfiXw/ceJYriLWtRTVX1rT7PzrKznS3W1mSKQtfC4Z/mS2faJbZ4jE4yCTi+LvhLor+Edb0zXNWj0/RY5NN13/AITR4VleC6j1R7vXbTw/p6fv4fEF1obfYZLnUGiS5knSOS2BiDjtqYWpKhUtyxnWwtOnUbasvZzjO/TpFrpa/lr8ys+wsM2tyupRw+dVcZSnT5k5xrQUZRUUviTlfdt6JJJ3X59+NPDt7rXwq+GuorqFrFZQWGtaGbfZKnmXJ1q4ubmM3MckLLMLR/NYMUFv5SMFcytn1f4meFJh4B+CWu2KzzQr4Is/DV9diKOaWMWStdWP2wRcpKynULaIzYTMIXCsQp9d8Qa98AfDfgpbG7udQ8Yx6NcW02i+EfFrT22tXmr3ktukQgTSreLS5pLiNXuNRF1cSqGQwOsikga8vxo+Bvh/wnoVxc6RqSw6ldzS3HhLS9C0+WC216OM3lnb6ncXaC3MVzNb7rbyAWtT87xMeTyKGGiqkKuKo80oULuMnLllScXe6Wt7arR666HpLMM1qVMHXw+V4upCljMVOMXCMI1aeIdSSg25KXuqScWk43VrN6L5Z+NGhfEjUvBfwR1Dwz4S1/VU0XSfEXg3VILfT7u4vbfUf7dF7pkk9pGsjJp8+kSLLFfArCsqPbvIrQ7G9G1L4YeP/FXwu8BHT/DrDxF4XbVBr2k3DXNrFNDeQwG0S1uboKl3IYh5lz+/aKC4f7MC8kDIPbNZ+OHjzWPhtf8AjTw9pmn6XpmnWUVpqOr3LrFEniG9vIk0e20jSmjlnufLtroPeiZoIPMjwnno7FPH7T4y+P7jw9rltcR6Zaaje6ip07WbO6vWv49Na3t/Nh1WO5Z7A6hPOt1Kn2GKOGFGiRRvaXLqYjBU3NSdSUa1JOMrW5ox5IqS13bhe/n3Ryxo55iadD2WGwWHqYPGzUnKs5VU6zcpQqRvZxhGppypy2dtrXPCvwY8U3XgLU/Cup6Lf+Gxb67Fq+mahf3UE0GsXaWqLIkNoskMltbOsptQrKT5lmbhpCsy4l8HfBaTSLbXm8Ta3o2q6RfWAh1uxt5bi2FlaI32jzpLuDzZYDFKElIRnW3KKBuLV5fo/jvxFBZ+Kby+1zWTcNLPpmn3Nz9ttpWFvHBefZtJ/tB41uIp3kaBbq2UQSTFokmQKQPdPh5cXNz4a0Tw9q2kzNfeI4ptBvW0kSX6w2/iO4njk+zyzssMtxZvJbDYzHL5VZUQVphsXhKzg6cJqUYcsVUkvecbKKduyve767bpc+YYLM8HCsq+IpuFevCc/YxcUpNwdRqU7tWUbpqzbWu55zodr8H4msLrw7qGh2niLUYXs7C3h8Qapq9xAFL+ddeVeEJBPdPEYUaSKRiJWSCMSYK09S8cfDWXWbbSr5NQ1nW/D1xLb6tq8ul3WFubZ2221zN5KNdSaaNqxSCKdUZBsIB48FutH/4Q/U7ezvr82OqaLcz2c9xc6fMj6bfabduPsd35CfNcukaXn7qdoVhdQspkSSuU07WdW1ZtY1fVFhE99Jd/2ithFLbxyG4laCGWV3knIlviVmlLOCxLjG3BpLMKmkfZUo63soaW91Purv0730Ounw/CpJ1HjMVV0XLUdVxklJRdlNJtxs21HRLz6/TWr6t8DLe58OyPp8cyXltbW1pPPZ3sum6dbfaZ18i/eaTybSSCYSvJF5Uh/wBJDJkFsbXiXxx4R8F2b2a6fe2l5dOkbnS9OtDaPYRIq4jublpo4WMEmLcRLztUklBtX5Nn1JpbTTYdYh02bT9Oj2W7i3kiljhW+F6IZGt5/Id5JTLFI8kZm+zn5Ap+Y/Q3xZ8KQy+CPBOstp7j+0NIa+a8ebyokaxlu1mt7a3VDOLiBLq2nMNy4la1MR+ZmKi1jKjpVZQjGLgqdmox15pWafLZKyX462Zy1shw9Ovg6VWtiqsavtItVKzavBNqUbq/TVLdHOJ8XdNk0rX76KG50/UNM0ma80uDWZbfzdRjS9WF3tDABG01k867423x3cZVo0jUbR4De/Fbx7fahby6VdavLKUULHZApbOHO5x5+ECB25JJPlFht5xhdL8PwajqdpexQm4hsS89zerG105hJhs4bOyRkaMvJPdQwyLH84IDLjLsMn7HrF5qd5Y6Npuu3d1BMqRW0ej6grtKwhuDC8ZtxEqNayxTzPIyrynl7yCV5HWr1YxcXUbaTvDmXVu6tqt9N9kejhsqy7DSqXp0nzOLi67hJxuoK7dSy05dXZ9+57R8FbPxdqWreMdb1a/uL/VrXw7LPHZ3U0lw0Ut3ewbbC7uzI8cC7FkjgiZmJk81kHykHxbx7q+r3vik2Ou6ml9daLpVxp0Vi090J7UNqkcglvrcfuJbucGdXvM7njSGEN5cbSV9Afs36B8RNJ134t3fivQY/D/hS68P+AE8HmcS297qPilPEYuNTS9nLRiWK2+dVti6CKKeVLlioAGL8SfhadR8YeI/EWhxvFFc3El3qjapHP4cvLSWGDyzaiG+i338AujNbO9pNcWsQaCdbswXEZPZWpVZYHDwjzOd3KpG75tZaXv2WjT+flw4PE4HDZ9jZ1J0I0/Y06dGp9mM1GPNy62V037z+9HgdpHNFPa25eUQNDqF9NAPnhgtreDzJZyyhoEDqpGA3QDeGJxTLyzguLWLybe5j0y6KWhl23SvNHI5ndGnQABhlVaMSZ2nnAwp9y0X4PfEKHTZrfRr3wvMl5ZXFjeTR6zJNIlvI0c0lqIv7PmWRpyAHht43lkVGi835/mu6r8Mfinq9xqEWo6v4fvBfRxXMlrB9q0az0+G2trOKPdDcWVpbR388sbqqxxxSxIoE8rBmcckcBiWk/ZTSe90o9n1fTToe5PPMqTs8ww1r6/vby5na/uxTs3dtXa8tzyHw289t4n8MsYbiaOHWbbEIhkW6iUkxPG5Cebs8soV+ViOCASxzu/G2G2tPip4mtbCSJIZLXRLq4CMBvvbrSrZruf7OB1Myhm8wESEyEqD1+jfCPwhsNB8W22tXF+viq0ttNMsEWpammnta67H9y6ENta3w1HSrWE5ME88UhuY42EjwBmO54r+FXgrxfrVl401XAu2gj0vV7WO8lt7HWNPtrWSG0uGQCOWC9sztfMc0cLLGh8vh69ClhKn1VU24Rl7aVRe9fTlUWtFrq15aPTqfLY3iDAPMY14upOhHByouUYNN1JVFUVlK11HVXtq3tsfn9qr20UVlHZ3bSW62sLTg29vNI10rFBJDdlFmyFHMJUpLL8xb7tcvBqPifVvFlh4R0/wNrN1BqEqW9rrSS2kIe5mR/3I09HF2Viwpe7RVhEkqB2DbgP0x8P/AA4+GVhZ2MFj4d0m/uA6yrr2o6fdS6pctGz/AOkiMzR2X7rrCFt4025kZm5Y+gPpWg6MlvqUehaLpzRJNCt/DpdmLiWNIle2Av4YppEVWBkkhRzjrlxgjelguWzlUjKOjaSlpfXyuntpv6annYniejrGhhqrfvqMqjjHVONpKPvXTV3Zu9rep8Q6p8LfE/hPVvCIsNL/ALa1TzEGoW0FvdzQWF7DGnnNLfrELQIY2w0bsjM6tt8wg19e6jpEmv8AhebQJbvT9L1q70W2tbh5vMhs2lkVd9t+9BkXeoZYHYny5E+U4YUl/wCIZJbqy0w6teWFrJComa2KAvPcSKxiXyCZ5G2PI6zLE5hCNvAB3Vt6jdPY2d0CIhbBYY2uNStWhu7i+wEgsLG+uyJjJMDKwmuIzbCMHfJHvDL104RppqMXyyeqvpqkrXaduvpfRo+exGY4jGTo8yj7WnO8ZRV5OTtunp20Pll/hxq2iXAttTfT2e5RobOQ3dtYxNexMxs4VuLxcXQkVN8cNuxZxtRl37jXJf8ACoPETS6S+n6amn21lc3sUMVrbPJbLPqkTgBo7XzGt4BJ5kss0kPk+YcMVJVq9u1P4q2ml2mqNFHbXmraCXkXSZgLyTW1mdYba5bUIwbF49NbzWu4LeXznSOOSNmUMFyPhv8AEi+1uy8T6nr81o9hY2mjyW507TJIr+yu9Q1Ge3+xtdWxkhv1aOMTyXLQma2C7kjYBjWLhhnJU4ptpXsm1bum9b+t7O/c9WOKzOjQqYh06UYx5FzVEouUpctpRiv5btvbXfy5iD4Ga6Y1kuta0uGcxs6wBZZQ5VtzxB45sEGIOZGCHao2t8xUD6I+Hmjp4e02a3ubey+03HkC5itfM+xw/ZoJrZHjiaEKhvIisrxSsGjJdH5JFfLWr+MbSwvNf1KOGCXUv7UliuAlnNcRWkkNnDHaxXFrfmCW11OW3ZbmREMMLzT/ACmTLGvqbwJrtxfaLo+if2taavc2tpY/aJI7YO8tv9kkaV3kWbfDexSNHLLLJ9oUSboWXZIGXqwiw8ZyjGyqJW3bd2lotW3e+ttdLPQ4M5nmdXDU5YiXNSbjL3YRjHdWba1S7N36X1PMvGU7T+NdSSCRngsEsbG3MLmKERRWyPJwQVXEjld0QAcYz6ibTnMa/ZnUyNOZFWSTEYkj5bI2hg25mJ343KwAViuDVHxS4n8W648RRoorhIIwodkUxQR25b5RvbzDvYtggE4CklTXRabDbWyQ3spRIxAI3V1eVY1ZmV2iJ+aIA7nlAQEMuNma9aKdkvl5P4dLb+f/AAx8XWvz3Ter2s1ty+av36rvqrE91pscSASghIhlkB3TQyeUrrLsO5jy3QkKUJKlj0y54mtoZWUSywiKW4kjt40mea3SIy/u4lHmyEZ4ZCHDfcJxsO/DMGhY2rJOAke0O0kilDEV4lcEmIuAQsihiD5ZAYA1BBbLPeKwW5MUcLsEVGLFDE0kiIqt+7hCh2GADGFJz1WjfX5LvdW/z/PtYy1un8uuy7/p010vbXj9TsDe22ntLKJ2e3jk89Fa3Xz5B5iMsbBXjaRX8uZJE3q4O8cbqK39UgSVDLHHN/osSRspDY8sHd5anYUbaCjFRskyQyiUb6KR005Lkhqlp3u94vW93p8tfXX9/NM0201eLSfGGo2mj2kOqWenXdpem4sY7ORFto4NsU6+XDMUuUYFojiPlGLNzVvxJ4g8GC0iRZpfEl/JqIs/7N8M2baxe20TKQ0hMCJa2trEdou5ZLgPGh80o0Qdh8R6n8SNX0TVItJttLuLTTNG8azwazp995N6kcGp6Qvn6XbW0aJDY/2RJYJqVv5Gy0lW8CvEsiyM7NI1jW/iNY2WlvdT6fFrng3V/E+h2dhLdWTaP4h+H2sXeo2N9pl3ZyrJd32o6pp88eoWV3Iljf6DdS2kqM0KLLz08wpzg4U9XbS6d23bTa179XZLy0Pbq8OY+g4VcUoRg3HVVOaS1j0TelrPXs7an5YfF3/goN8Eb74k/FfwL4A0rx14j1/4feL9T8Oa3o1j4cuNMtdN1e0uriC8tNQ1fxLJpdiAZIZXt57VpYpI9r2olhMch8k1j9v74w6r4X/4RjQfhb4V8NpaB/7N1vxp41vvEF1ANwMMn9i+FbC3tpTGM+WlxqpjYDZKSua+Ibl9M0P9q/8AbVh8UeH9V1KJ/j1pviXUdG0bWdL0DVZbbxd4Sj1IXFjqGpWN/Z21ut6RIkJspdlsfIgiBVVHN3vi7xBdXEsem6Roel6aLyaC1F3Pfa/qMUJmP2dJZLePRbG4ulhG2Z0iEe9TKkYUha+qwOW4SthqFaaqSlUp05te0cV70YyatHl0Un32stevl4qvWoYnEYenCEI0as6SlKMXJuD5Xra6a5bdep6v4o+LPx58aq8Ot/GO90K1aUy/Yfht4U0bwucyFRJLNrN+Nc1mWeRQEecXEJCBViCYAHnOuaFYawzP4q1bxx4+lcMsh8XeMtf1eCUYyinTmuo9M8pRkmMWOxjhmDHGSO08RXMHmTeIfIllWKWI2Gk6daQJHJlQHa5j1KZmVjuAWQABeR8uTVu/ByTsWlu9c1UnYbma51jUTE7ARo8X2eCWC3W3dzJsVIgDwCu0HPrU8LhqbvChSi7WvyR8urV+npvc8516z/5eS13SlZP5LT5JfIt6XF4d8LKkWm6d4a8OwKFz5MGmaazhAH+/GIGcZ6iQszPlgMZr3n4H65pXiL4r/D7T7i9h1Gx1LxnpWlXssO7+z4INSs9ShRWZ4Tb3TNcrDETA0se5kQjJVWwPDnhjwvo9vplxp/hXRLWYXNl9pmOiWDXrRiTE4Fy0MjSOwbcWMjMpXIPHPvmikSfET4OXcrlLOH4neGrG1imbMZWS/wBOlbgKUVGchVEYDM74jC9K6Zxc6NVLT93JLyurddF02SWvkYxko1ac3eymm0tL2a19fP7j7v0vQr3wF47+JcOm+Z9ml1bwZ4pttKjkf7JbSX3hL+zJY4ZkEe4C301gVj2rGT5Uq4UKdn45wHRPBHh24ikItrq80+1UttuXu9Pa7a/NvK7rIZIFu/K8uMkhVVlVivA9S8aaRdR/E4WdxbCzXU/B1va3kq7TNGmkXLr8ijAMsi6mhV5NrxrG6kJkg5fxN8P2Xir4dWYt7i0+zaLfobW9WXMIhsLnascMW8EsySo/mAERTAQyMFwa/OMU5fV6vWag381K71e+l+v4n2WXzjHGYWTTVP2keZNJvW1v61+R8B+J/C+m6vrV0viDRrXV5pbS2kt4bq3QQ2Wnzae5EUEUYyrMoMhl4Ix8m3ArofDfwV8L6ha/Dq60+3azC+I5tPuXt5ZJGt9NuLmy1JYTC8oJeCKKWN7mQESQTSmN1lQZ9L1Dwm2reN9Lv7Z7x9Dh8LyQ3c8EkcrSXptrrTRZlduJJIlnLTkgpEVTysjaa7XwD4P1S08KWulrLpd3qkmtRay63Tz29tEdPgmgtoL28jI+zwtDE0vmw524CyoChDeBGpNSfvvlSTu3rtG/no3pfTvdH6NKdCNKnyxUXaOiSWso7NJXu/dfW97u9z4Xvv2b/Dl1F8UILPVtQtLmLxAl/DaIqyNalPEl4nAZVRoHWaYR4Yt5ZUSKGIz2vgj4U6rY/FX4MajLrr312uhaJorRvYwRRTwafJqfh2RRNAwHnrYzQmdHR3ZkyWIfC/ROu+DrCy8WeK76LxNpzR+J5L+4hBuJXMbXctpcCwlkhRoGUXMRWC62xtIrCRcEtXUp4buPCeleC/FklnPqH/CK+IdQtLK/tZ7eKzvHjn/tRrF35uJ7WOe2mimvYWVIi2x2O80lXmpPmUeW927bK6V/PdeetzrdWEaMacHJyqLlirXbcobPZJdPXTqfnhoXwT8TaB4C/aL8JzWrSapo/iDwtrH2JW2SCx0TxLqdnJqMXzBZBjUoFeIgOYZvMJIRQNLxB4b8U2el/s7+NFs7iSXT/CsujW0URZ4orrw78QdQixbhWO+8sreWKWGOQrIEnBPyMCf0F1u+8OQweLdVsvDWl36+OLaSPVrua4vLqOaKS5gurmyuIF8vFyuoywM5imSF8wFE2RMp6PxlLbfCz4ffCy80zwzo4t9YgN7Z6TKJNQW3XUrWDUb+6tDeF2i1W6nnZvMlZ2WLIYMsaGhKnyS95uFKMFzLWyU+ZdNm3pfX82VcVVjUoweHvUxNSajGUuWP+7KFS8mnZOyklZ3air9/kH4VeBtT0j4hfHzT5PD/AIhgs/E8XiGz0K6v7Ge1t3On6+usxIZ5QYZXmjug9ozB1ZQzRyMa+yvhZo2u6h8NrXTfFunxzXkN54jtYrW5ab7Tqvhi/wB0GLlY33WtxPdYW5EhCtZp5lt+8VMedn9oDUo7sXNzogs2uba3S1gtJpLqDT4IZJra/ubqS4HmPcXEZgELjYsU0bBc5VK7jwLc+MtV+CXxI8Rapcz3OnjxBp+meHdWf7Lb6tdwzm9/t+zVESEyxR2E1k8xYpNGS8kcm2OQVVOvSVOXJ78KcXNt6XW/5uy7uy1e/DjqWKqyUqkKVF1amGpp8/NLm5FT0tyt80VFyvZXS2Mjxv8ABPSvEXxE0P4hX+sadpUNpBo1/qek21nO0V4PC1wZzPZaldXNtLb2slqIIbi4uCxhWMySyb252vgn8HvCmjeJ/H+iTeNLa41Hxvpl0xj01oov7L0HX7y6u4NQNz5sxurr/SFFtcW+YY9gfG2XjyLxB4R1u88L6JPcaXry+Horb7VGdOivrrT9M025uPsd1vQNJHFa391as8yzslnOwMcH+rr0z9nT4b6qnxETVN8otzoNloyXt0YAljZXVzpv2KWW0jeVxbrBNBJayRqYwXVS7FttcNOvTljIf7Moqcm3Jy1fPDlk9UnpotNE3bc9HEYTGQyupzZs+SlThShQjSjZeyqRqQg272kn71pbqPXW+R4P1r4CxaJ8RPgle674l1HR7u2W61PxZq1qNIub+z0G5trW1t9KmtQwd4rob7S4nT7VcGSR3wOF1PEFl+zrcfDmy8ORaXFrVp4Qu59S8M6Xqd5c6ZrOt6vv8u9aXV1kWeKDUfJW11KW52QztEkTwBeR8peNPhp4k0jxnJ4Ws9O12XVde8ReJbG1XRfDesXKS3NnPqE8Gl3U0FtNHo32lIHuPsl89tFcL5c0QbzIw3Z638CPivbeG7Z3+HfiW9+32kUKzW2i6hut5b5CPIvn8mS6hlWSOR8TqLYFkKSPk1w/XMY3JPBRfKlC8absoKfNGKdnorys9/5mevSyjA1uSss4rw9tKniLSxVOPNVcIQlKzlTcZWiotRWiW97H2DrniPTNF8MaStl4dudD8P6j4V8Oalok09hHqGlQ23iKe7LeHhB+709J7Se3vbiS3kTyIrR7WY/O5RPHdU+KfiqzurYW9rDbSjw80ksct1LbJdarLJcRrfQS+XcXIdQttctFiJHRWgKqhUV9H6t4I+Lnjv8AZg+BlhY+G5LrXrXUb0ahp1wYbKabQrGyNloF7L9r+zxi4ltfmlilfzY3kXarEEpxv/DJXxku4tJiubPTra1nhtZr+Ge7gmvoZTIrSWloLQXTzh43VPtMrRLDKHWVDFH5hrGzzKpU5cLTqql7Oi+dUmlecIzd52SjZvbfZPVnDlVPIsNTnLMcVg6mIjicTT5atd1fdhJwjLlcm5c6jzqTTu7Por5vww8b+KPFXxT+HWnnxDfhtat7qzvdN027MNgbi3sQWSO3ZZnlluZppvLWaTfIixoVTygrc5+0B8U9Z1DWbXwT4S1G/XRtJuZBNc6VfzWIutTtzc2Mi30yOlz9qjZJPtImYNKXCSKNvH098Hf2N/iH4B+JvgnxprGs6c2i+FtavNa0+zhgkGpAwo81tarH50kG+JfLW6uBI6lUkdIlLKi4fjD9g/xV4q+IPjPW/DHiPRPC3hvXdY1PX7Wwk0y+vdZW91fUrnUbxGhe6XzYYmuXeGWIlMq8aKsaqDUqOZTwEKMovnnWm6v7x83s1GLi+Zy0XxPfpoc/1zhmGerEKvQlQoYKCoclNum6/taqbklH4oKolBybXw2ukfGXh7Wdb07wJ4hgt9Xv7C5Gpw6laFL6a1t3ggiumvzJO9xFbWcLXZjlJlV45pAzswKknd8EDxd4s+Efxk8M2eq3smrQeGdQ8baPfXzTav8A2XrEBt2u9SZy75W/jWWKEsfMleYFDyhH2TpX7CmiQWE+l654nl8Y6VdWdxZa/od3pNkumTxPCVvLXV7TzbmK6sZI2kSaxmKyeW4LBmIrrfCP7PvwN+G8E3w3tr6FJNa8NR6Y+mf8JAtre2fhSOOxd9I0mCDbLBaXKaVbRtJJJJdPawSW2/DM1ThsFi4tyxM+SDpypRjKqm/eStJ3bT3vtazXqzGZ7k1WM1hKTrVvrFPFfusMlGLhOF3ytXsuV6STSbXk3+J0moarr2q2lhJPc6kY74Rabo8EEEjQX19qCCJ7VZUFw9zEXjtE3EFIi+PLJLV1erWr2VxeeHr3SdU0a40LUTNq1hq0EkV4dUhnltYmtbLbFv3iWXLSTSqZDJ5ZZXU1+xqeD/2e/AfirS7gaL8PfDd1rd3aW+mP/Zsl9qV3dbxJao1zcxTQ28ouLeJrOQI0rzYCtkk074zePfBvgTXIr7VLEa1rECW95aX9/Z6WsrrMrW/nK2oWruRHMUQwQqrhgmEc4NYSyzD0oTq1cZCKhUjGbUk7XSVnru3a210pJdGd0OKqmKxVDD4TKMTVc6U504NqlJyptNOMeV0+Xf2nvXikmoyPjn4V+B/E3if9lP4qwJ4YuP7bl8VwX+k6NdoiTS2GkNb3bapp8cTMkjG3gN0lpKylCptmVZMrXgzfDX4p61pbSeHfDstpc3MFwmm6v4uim07wxbXwgM0F3qscElrfPZN5ZiD2qhlbC+aqZz+lNt+0j4J1nwveyQWccWv2UAR9KMssKXcksmxoLaRLdLU3UiIGlVFXO50Y7iufnjUf2i5Lm0nW58E6N9otpVtYbi5vrm4gMbS/NFcxI0Eoja1aVCQ82+VERAAOaxEsqcsM6mKlKMaNOjHljzRny3a5uW7g/ea3d2c+EqcRurmEqeTRhz4r2zVeoouneEIy5VKpBVdIppq123fQ+UvAfwK+L/ii00k+Pbrw74a1NFit9avLO+l1HT4JpGd5p9DsY3ubqaCaFU+yCSWIk7fNcKGJ+n/hT8Km+HWs2l+fFWq6k+l6lq+yG5t4LDR72wnnjurK7t1e5dreeElY/MX5mdgyAPEHMnxW8XeLPBF7ZXWgaBoWgaXrzJq2iR3ttavqF5p1vpVvdT6KsuqFY7O2d7me8gRsXQxbyMVKR44K/wDiT4yv7BUsNcsNNRNRc3DvHHcrc280odTuu4XSJLdNtsyqdm8b1GcmuiEsHhZOKpyjKL3te17NJKUu2uzbS6dePEQzrOKKl7XDUsPVcko2X2ZOLcrJvdNb+ab3bvEHwF8IeI/E/wBvg8UX0HhuPWNWvPE1tqjabA+oXWpSprVvBDcW813qjOgkuLK4vmtZZPsrRXKxSbXY6U37KXgvUbZvDGj32v2mo6h4gN/cXCal9p1OGC2sbn7JZ/ZLqw0+zks7KF55biXyxcyP5Ij2yL8vlviLxnr+owSPql9bTOYRbyS2Vtb24lkRnmR9libaDeY32SO0AadVEcvmIMV7T8HvHviC/wDA/jm6urlIdS8OeGbttI1qa7kutSR5UEXn/OrP9ltLZ13xbjMxZQqYLZ1w+LwVatKEaH2ZVE29+WN2krtLbS+i39efFYLP8HhqVV5jeNOVOjyQlZR55RhGfNa0+V2Wsdklo7md8O/2OfBltdyapqNrqniVNOkjW5tH1m01XTTcTxNEJ9R0W3W1uIy27ckM7v5KGORpXfa1fROleEfDNjpF3ba5ZWniDR4r+7u7zSPFEcUOlWk8kUGnG8kFwZ7NEgtdNtIBDcykMkKM+6eVnP50x+IPibYtKvh/4gzWmqXVni8v7TXLjTZZCkkU5spoLkIk8lr5pjWVljcJzHIwj2H3VfGHj9fhrPpXirxDZ3d/G8Wo/wBqr4itLrW9SMVxDPb6bfrDa3MVw5kjC+VeQlJLbAfKFyumGzfD2nFYWpTai22+VwbVklfd7fa8rO2hhmWQZnVdKdfNI11OcYpR9pCdNXtzty5YrVvVWdrOXU+mNH8Q/Dq31bStA06/8KWJ1e6ni0rSrLTbWwtMXHmJANONvbLA8z3FuVXbHBtjXd5hciub8e/HH4d+EL3U/DJinvddgjmfVdOsdOG5o7CxF0S2oSxxR2z3MA22TSNK80i7Aipll+cNN0vUPFnxA+G3iO+8SWWq63qNzdXnivTY3uNKtdEj0cIlvtk0OG1a1+3xCTZLCu17jak2+Fjm9+058Lo9Y1g+O7G8sQNUjtLPVbO6vJrWSBrS4byL5btrZmuIVbbDJ5cPmwoAzgpk1vTx+MdCVSEYQ5atlJJO9JpdE9Hfddr6dTzZZJlqx9HD4nE4ica1BuUXJ3jXjLlV5u/NBqLautbpppWZ3sPxk+FfjDSzeWGry6fosVxIJLGTS5LW8a/eze5Y3FtCWkIMuL1tQiWaBPs97vbadw8X+K3xHsPBuuaZpFjHaeItK12zsrufWJZo5RHZz3iJeT6Ytk22NlhMhiN006S5J8oHZj5Qg8IeJ4VWGFxa6g+s2mm6UEv7lf7WstbtriGe9TUQttZrpLwztY3AnYSESPFNFHGM1my6TN9uk0X7ZNqerWdxJo9rp2npc6jA0NuWSY6fcRiVjFHLG20QrsMYZ0O3IHJVzTEOPLGknJzhdxXvct1zK1r+8rs9qjwrltKq6sa9WpRcKijBtNRukoTc1sqctW37ttD9J20XwJ4S0uWTTmhkk1PSbuXTPMka9up5JLObUI/ssjoZPtkrwuISq+YJQCEJr5n+IvxEsILvxJ4d0/T7SHS4Gs0XUoZJvP1G8ubNLm9t7yFYEeKW0SYuV6sckMp4qHwbfeMtR1z4aW3iPwvrsWneHBCl9e/2VezaXqNj+9hj1J5Ws4fJggguGtxM8xjZ9r7i+a89+JEH2z42fEPwJa2etS68sq+IbSzt9JuJNOuPD11p8MlrqEGpgmCKKO2Rbc3DIwaeM224nNduIxVSphoypRnGTqey5eSXM/3Sm7WV97r0XkePhMmw1DHShXrRr8tJ4hz548kUqyhu9HaLTad7K1tbX85l+Ini62s7+HTNVuLa3uIbe3KRxWZltLO3jEcKWc0irsPl7FuGDFmOQxJatbw98W/GGkWt3Bc31jrIeRnLazbwzC28vYySRMvlGJtyg4ysQKAOcMQ3I3dtfWKTQX3hfxLK9oFZ7Sy0O7vL6RLhxDDFbxQpumuZpDHDAyq0LF1aSVUUsN/SPDhfRUuZ9Pnhv5J7m2mtL640u3vbD7PaKxtb+z1CRStwrubdiCUPzNHvaLI8umsVz6OtF23amk9Vor2Xbb8z6HE08qjR9+lhJRk1FKPspSbtu1zN6LroldX3OztPH/iW3u4YtV15tSv7/WbO7ELExLBZ+S9q9sGghe2ht5TdRskaqgUxCRSyMa+qJVltLCaC4u7a3trQb9Rkne353QJJFqm0mKVkR181mS1azRFYT4iBJ+H9J8Py/atOfS7e9fytajgvLLWEu7a4gkt/Lu5p4rr7C1lqNhIWW2gms7mXbLhZSpdRX2e+q282h67cr/b6a1d2Or2NrdW3g64vbG/jmkdLAPb6nA8At0gkhS6mQoZUjupYF2hUPt4T2zpyVRScla3Mmr6ee+uvpr5nxWd0sN7fC/V1CMZXU3T5Vazja66Wjb5eh5tcfGVNE0211HT7TS4pb4fYfs18dP8A7VT7DfrZT3X26OG5cLqcazTr5E6wbWjj3BYmDeZeMvHXiPXfF9toGsuPDX2tku57y/1K1h09dMyIpbqeVP3k7LMrCzto41dWaRg6oVJdpfw31ka7dx6tF4e1nTLF9M+wNqPh/VtOspfLuLW5uIbO70s6dfeULhLlLs6hp91FcM8ssSgOsx6Hxx4Q1G80q1tre38Lavq+n3N1K+uWelT6W95pcr3ItrK/tdWubq3l+zRm2j329pvzbtKu3zitNqvKErppprlUdE72vf0Wv49Dej/ZmGrU4QjTdSaV6sveir2aleW1vO6uvRnjNvrBiXUdMbU9Ku4ra61TUtMmvrC+u5L97ZZF+z2tzBJcHbeIrG0jaIKzsoklRBur6O/Z2gtrrwL4k1YNpEt/qGt6BGba3t4o/s8rWM1xHZyo6rFHemAyzPbR+a43tLHKxY7PD4fht4ym0dEtdSsvDOsy3MVxaaoupzQzabIs8RZFt7S1RUtQjGNnhuiu1vKMWwEnuPCvhtvBuuLqcWp6ePDsTW0yaOH1pHbxDaWcCW+uNI9yLe6kN7ayz2sqRRmKC7ljIkhLQGaUa0anM6ejXvPRJKySaWuqvd+umhtmdTCV8JOhh8RFy5k7JXvy20vZXWr28tdjlfjToUen/ETWjJqk0s/iuWLUrjTohH5FjF9nt4VtrlEB+0xp5eYyGDqsRJbPB9H/AGdLINrOsahFKk4sLY6Y0dsuy3hknUkTfvMBxLHH5Ue1CVlYiQhGBLtS8GeG/FOtw694k1i51GWaMlIYdVsrG7sBcCUBmecOjRrLlQkqNEZCgLAHafV/g14NTwfpV3Z3moWN7MdSdr2a1urH7e32iUxW1zPHprvBNbqDHHMPKjSKTc21CUrfCULYrnbUVdu19dIrdpbbfNvueVmGMispdC1aVZQjCTlTap3ck3yys1eNlrovk1bzjV7Z9O8Xa9ndEq37TRF1KuoCxMmyLG0bSwyBuDMQU3ICK6G3N5tgM0qsFczAFVxLI4Zsu5CyEMCP3IwOTgcCrfivR7mfxzrxlghtU82FUDTbocRQQr5gL4KCQp8sZ2sJGABLcnofsBubGGOVma8iIRhGYmLRvIqxuQeVSOMea+z5kUEAk8V7sbtJ9Hutuze/y6nw1VpuKvsknbp8L/rfTTyM63tJ518/ytsbsWR0iaGOQKTujeQkBMn7jbU+U/MDxXRXFrabICsS2iPEnn3fmygH7ZbGI25XIhMXyXBd5Ai4JEp24rVsTDZWFzbXTi8xJHIkyqXV8LGjjA5VYWUshVmBTc0oVsZ5PUZ0S2neATJH5lwt1IWzG7TDZCYwwMYzCz4B4RxmQlBRa1tL6vXTl0t336mC318red1037dHbvtco3NxDFFJYGZ0uzeWURjhYrAbOKfi4VHDchTDsRwIirFonKsDRWFqs14CZiCogVIgxdZZmFosMcQJbc/l+WVjkWdYnDqjqrJtkYov8/X5f16feHvLz+/yXy6v8emv6Xa74cuz4/8AECMk12h8W+BNYMyWtw0I0nUIrez8QTuzQra3dpbT3z2kd1bs8eXi2upXaew+EHw9Nt408N2N3vibSo/jb4c0uxuJ5TDHpupSSRWlzcAgSbpE3TWVxITC8AcxDLCQ5niPxPrlhYSXFssliLfRjp8CRSN9ltR/Z9gl1Lb20jrHHeNJbQSWwAePzlSZY90tfVtpoVt4TuT5MQh13xloNjeyTG3gbUr2J7B0kuiiuyyXNhFdNbalcxpFbRz3CDBd0A+OweYQhGUofvJ+6mmrfFbVdO/b71dftWc4LFwVNYj2cIVVJRkpKfvQ5X7yVra20T116LT+OP8AaJ+G+r/Dn9uv9qvQ9Wt5rebxR8P/AIM/EaFniKwPFPYSaHLJZ3CgpdRR3drKhmhdlEqvFkMteO2KxeZcQNGoEd67ea5bgzgqHjCElJlBK5xjAYuMnNfq3/wVo0620L9tHwNFBG6vrX7FNok0uE8x5PDXxJ1iaCO54BHlpcykknaHUbAoOB+Tcd0v2y5m2kLNNuX5QoGSN7knPXOBnr1YDiv1PIsROtleDdm7UlG9lqoTcFfTeyXn2uz8szim3meNneK9pV9o/spucYuTSd/ilzSstOiSVkevLLFNBp1vDFFEkdnDb+YoAaR4o3Mkw6oh2BUbAzvztB5NNgkSa3tERpI0I3rnay7i5O4smC3XBDZLEE8DmuQF/JFbxfMFSE7eD8yh3XzOBg71H3HwARkFcE4vWd8nmxksNvPyR42BpT0TJAITHzA/dLOMHqfdv9/Y8Rwa80ejtcfZIQkuAoUSEoWVGkSSPPkoeCu3a7AHBZmzkdPQdWvYo9E8OawTltO8S+G9SjWLO+GW1vEkLxupG13ks4wn3WaRsFiDXkTyCSLexYHBWNWAHJ2hgGPIDjlABjPygEgY67Vb0v4Evnj3AW6Wd6m0k4WyndwVDHJIHOSNqsCc5BrWKfLJPaSs15Pf9PuMpbw9f1R+67eF/Et14o03WPEGqRXup6h/wlcmpS+eBPaLcQW+oWP2eBnMsVhJEqJbkbRIVYAKME+b6r4c1XSvA2t+XL/aGkvp9xrSRwIxmln0+4ke8tVDBtkO+NpY2jKyPBFIrbgAT9tnS/Dqw/BXxja2v2608a2NmNWntMmS/wBL1jwpBfSXA34d7mCW2gNpEm5ZIxOEXaxzxmnaJFL4Wku7eC2TRoPHOueGI2ulYSM/2ea0sop+PO8icK0/lMAZ2kjBUFxX5/iKKlCvBe7Jwq2le9rW3131/E+qw1bkrYed7qM6La0V9U7K/f8ArofmvpuuSahbT2kE2xnhAgkMjxLFCXVipCOuYpELKxwCZArL8qtXfX0bW/wit9XjluIpbfxb4ot2s4YppZbm3/sq0uYYQtuzTXNw5tJktLcDzbh5gIULE59z0jwdZ67FLZwHwjHothrKN4iubfRrWzuRYaPA8kVu8b+ZqFuzokskMVuQXYHzNr/NWf8AEnVfB1l4W8P6V4Sv5o3tL+3u9XtrW1jt7MGOVoxAt1dWskl2+oRSSCSQDz7eGOMi8CtXx7pctOc51FdpRV7p3927S2dvT8D9Oo4qGIxNClSw1TmVWFR3SsoRjs5avW+mnbXTT468OXFx40/sU6HavnV3hltrXUtPutLuoo5AI0FxZ3iRTWbqOGWaOMxPkNhs19H2nhDXrn4OwTmedrzwr4u8ZaX/AGTHZzapdXiazZ2sVoNMtgotZLS01Dz4pjLwRds0fmHK17f8Oz4A8SeDb/xHBoMJGiRX+lX3myol5YwLZw3UpiuWjUgbVkkgERYSkKrspIBqePfiZqXgG10bSPhdoXhTUby6thP9q1vSmvoNMAjtTaXEVndTW9jN9rgLXF5qF557JJ5iRCN41UTGjQw9OVWrVbVSKXu3fNeUXol0una2i+elV8dicTiY4XDYRQq0KvM3UtaLhay0W1nf1d72sjhbH9mfxDbw+FVTxK7WGoWT3viS2hu41/s+6uYxI0MkccUwSVdwg8prfy1uLY4YB4s/T+tfB/wx48+Hfhvw54wsVvI9AFja2suiGJZi2mFtOsLKW5ubh4nl1DTQLTWpNMfyjPG1zAkIDRr5lcfGjWrj4VfEHWFg02DV/D13p9hLqVjM1ubyLxDMqqk6RgQQ2cN8hjgRf3gt4hFM+9izeK+GP2gLbwl8E5/CSa08V59vurOzlu/7RlXR7e/t5UnvLa52x+XDHKrSPHIJHVT5yOSpDXUxWGw/NHllLnpKdtXdfZWuz173WuyM5YPOccqdXnhGWHxipRdNP3XKDcpc1+iVu+raV7HTzfsN+HXshJbeOPEcGi6drV088Fg2myq3heO4trxdA1q8njuAkdkIZIrvUraSyuRAv2lxINpb6z+GGjfBfQPhtceE9Fu9O1bwhp+qXOp3Eut6pbXWnzal5rpP5v2kQzxW80TLZRRYZ541CmR2kJPwL8EvEms2dv8AFXSNf1/U/EXhLVvhrr2o6ppdibkTalr0V9pVvp97YvPE2ZkSScST7RHLpocXEbII9tq007VNb8yw8I+A9buls7vSpb60+y3BuZWnZLW3WV7qG2t4sOrOkKI0fmMJ2KxKoXmljXFU5UMPFOUXzJJuT1SUG4p8y2a6XPSeT1MR7aGPzOahSnCUanNCEOXlT969mppuUY6Xvru0fqN4B8Y+FviBqGraT4ZXwj/ZlpYR29+un6DaQtNYRX0lnaoLR/vWcNzLIltPcr88jSypG6uHbw7S7bwX4b1/R/C/grSJtC0HSLjVvD/9tJcznzNPTU4f+EgsdcvJcT6nYI620mmSzXEf2W5tooLNjHEMcn+z14H13RNW8Q63rFlr/h7WRYf2A91KlmNGs7GC+tJHsfPMii8GtSyRojQRvLaG0laOaJdjnyHxLp3jKTxDqfh+4udQjK3l5Pf/AGpi0DpJdKi2scB321vbXAiW5ihOLiWNluJ8IokJXxldUcPKVBSrSdTmtF3ilK8VrrG6V7W10b1OXBZRg6mMxtGnjmsLCFJpTqaObjyylpJKck1ZXbXY+l4Pj14W+y3NxdeF9Th1C48S3Vtd6dpbQQzX2ow3MsCXa3txKj6gskcdpMs7CXbHMsMMjrG2Puzw94I0bX7fS59QurmGa/1Cy01JE+0iKZLzTTrUR1AxSI0bEo1pHI/+qkA4POfx2n0PxG+taDqYkt7iw0/VNLtWtl1JpppGgMc0FhDEIj5ks8SkiGNJbeW6Q2888Mksbj9fvB+vWsNppFpqN7DCtzdaT4pt2vpF0q3imgsVtDYTtMxktzEt5GfIkaSSMxsVBKAVtl9apP2n1iPLyyTirON0vi67vTft6Hn8VZfQwkMH/Z83Ln9r7ZqtzJP3eXdqMUrSb2S01SML4q/Ev4S/DTwz4hu4NafxN4o0eFLDRNAhk+y2LapffaDbwXUsIW6treKKyu0vLlI5JfMWDeYmuVevnXw58cvGWreEvi14i1DTIfM8IDWNd8FaxpWgQaP4cvvDEmnalP4fTTLtr2bUtYd9PTT725nvrW1YCSaGRDJhx8y+PfBHxC17xT4rvbvwN4pvtXvPGvi2+jXSbOW/0u5tbrWbwW08Woj7PBLEloLSCAxlFa1CTD/WlQz4T/Dn49+Hv+EwsNd0C8sPCPinQ/EPhhtK8TatpGlWkCN4b1SPRNRhtJbqa5MFndTRWt3JDCbj98r3JS3hDDy3mmOrYupB4etCi4zhBU4Tioy15ZSk1qtrO7SVmtEe9heF8jwuVRrTx2GxOKqTw1ap7erRdqadOdSjSUJ6xkuaLcrcz2dzm9V/as+MMg1WWz1f7Kkwsyb2SJbma0s40d2tLGylK2VpA9y7H7Ssct3JGBbyTYLU3xH+094z13w/daMujWenHxDZx2viDUNKF/BrOrQG0aE3EervPLNpUzeTazPLp4iaMQvFEyJO613fw/8A2TB4n0Uf2r8TvC0Wt3EtvNFpXh77N4shXTA4lninNtPHcWt350YV3hiu7OK12zNLndjp9S/Yi+HFkl7F4h+Pmt2KPcaVe6Qklp4d0tYDeuIk02+hk1WZ9Qkvr6GRbG4sI4bWKFY4rhpWkkU8EMPnzh7RV4RjLl53PE0la6V0vfervqredrWPWxOO4LpVXRlhacpUnblpYCvryqKcrxpKM4315k5RUk2nprmfFf43eILL4VfCvxbpbz+E7b4g6p4vt9av7S0vZbbRr3T9C8MwabeRtDJDf3kdpcozq9xIWlEcs7xywkBvkrVvHfjLxOw+Iuo3lvPq0+tWNpbx3cUcNvDb2UcSzTvMkE0ijZ5l7YixEMAubx4niKJMW/UbWtO+AGgfC7T/AABrup2Oo+G/CrR2tsYr+TxPdvr81pOLg/2WqKt3f38v2wLEjQwWq5EuIokI85+HHwA+AWszza1oHiPVdanF3Bra6DPdK83hCxnSe2hku9IS3e3MEDyFMaiNQltrqK3EjKvDejjMLXq14KGOoyj7Kk5J1HeE1Tpqco8vNf31Jq1t9LdPIyzM8sweEr1KmUYqilicRyV3hZunXo1azlRpuckpU5KjyRanpKSbs2fnlB4x16fxX4e0rVb208m38WeGNYN3MfOvIwmpxebbtPM7G4gkjKOEzCkBDSRqm0oPpL9ubR5LzxD8JpbWAx3OpQalpdjLFHcRC91eCxbVzaI/l/Zy1ppVjfXvn3suzyrdooi85RD6loXhL9nDxT4vW00bRdM1fxD4fiuLOPVPFN9NbtrTaRdst94muTAJLO61DKGZyyWcC2yNMLWMH5fQfiBqPwf8Ta94Qn8TarovjbxjpFtdW9nZ6Prcd9Z6RNaLfyR3FroUdzZ6fHdpDLPp9nqM0E0q/aWs3wsiuuLwilga+HqYmlJVqsJKpF3l7jSd72k3e+6utbavUq5m6Od5bjqGV4yEcHhq8alH2Xs+b6xBOEotNwas7t7tO17o/Jfw3YapqGirqFnaXkmm38k9tZ3VxDdWfn3VlcvbiVVuSlwsM0kRliufJP2shsfKUzpazoGpSXWpWSRXs8miQ3U180el3rxwnTIzPcxzXcdqI1EBkbcGLBD80hQZB/YP4Z/Cnw14h8NTzxeHNGttFv8AWQIbXS72+uybUXU91bSapMZFl/tKKQR7rGwuUgSW5+ySSqojFeXftBeI9M+Aj+Bbo6DcapN401S50m0s2lh0bSUMVtaKlpPbRWM8s2oXrzrE00slxNE6O1w7tuxP9g06VKnXqYuTjH2cmlTUr3cbWd3o9O1u9zrfHNWtiKmFoZc51n7WEYzqKMk0lJ3uvdSUXG7dtfRnzL+1toWreKLr4Tz+FtJg1TS10yC7lnhsEm8m/l8O2emyw3DbYxbQtYNGwmZx++tvvmRdh8Q0r4P+LdV8PR6v9httLgllNrZQa6L20utQmEpSV4UMBD24AYxymN0dT5kbhRmvqaf9oK2ml8Tvd+BPiL4f8PaRdano0+rarcaVFY6XrGn6jbafJcRxQyQ3GovaX01nbTQpavBbWEn2syO67Gs2/wAZPB2q6jP4U13xJa6Ff2ln4onufENzqpuzp+o+GXFo/hmHTtvm3c2r3nkHS7xo4ftNu0qWtuY1N0nfKlhK9WdWpUn77uofBHmsktb3SjrvbVfI8Oljs3wuCp0aWEp/ueableVWXJOalZKMnBtc1r3V1qj4y1r4MeMTpUlzpw03WRBLdJLbaPHd3bF7Fke8ijlufs0F/LChZIjbyPbPMpgeZJIpQvqfw2+GN94cn0zTtVl0i+h8SaR4v0vxD9rF5p9/B/bMWkQ6Rb6FOJZLS1uYo7a9GpmaGQrNFbiCVAjlrHxP8evYatr+lS2dnNB4clsdUt7G21ldL0fUbyOS31NLK2XS7Z5XhMUy3BsJrxIJ1juo9QnnllZJPPx8e54zPI/h202m1ju9Nu7Z0nS21JQNPtriK2+xxwG2NnNcLOixeZJcytO5Rm3DKlPLMNWk1e69xtuUmk+VPTb+vU7qlLiHMsHCLjQVOdqmkIJ2aUqbd530vzK3zRL4n/Z01BfE0r2/izwy3hu2tLdWuNYnudQ1i6v4oQH86w0K0uGkuLlsKBFPtRol3s+4LWt4f+A+m29hFaN4g0fU9Vl1yyF6mmJqdiNNsfIM84jttTtri81C8VGjlhWV7OIq0ixybcg+fap8dtZGqXb2VrPBDawX9loWrWV7d6VeRXF8u631K4itZU025js5lfybSWzEkZO7/WDB+lPhB4l8a+NvBuqeIYLTw5qXiPQrSS2i+32ySHxPpgisbua5u9b82KGTUNgvhbSbQ+m3CPbzbHVkN0Fl2Iq1I06Um1CU3dys1FdItR1a7+7a6ObMHxFgcLQnXr0be0pU7qMLucpJLmcou6vv7y10afVvgbQvDPgCTTrmfV7TxF4q06xn0vVby4vLDQrLWDc6ldS2FzqNr5LjTp7K1ktbN/LeSZ/JWReZGWuo1/xpDcajOwudJub23imieyh0qTxBPbWmoxSBHtUN9D9pWWSO4SC6aBRO0O3PRa/O/wASeP8AXNe1WDRL1ofDuiap4ok1aDTNLa3jS3g027mukkTVr4PHe3TjyjLNdS/ZpJN5YAFVTI8T6jr+m6jNJDqurX8b2aq4j8SCe4Gks6zWUFwdKKwwtYqkhkti3krKy+W4Khjks2pRTjDD/uk0kk+Xovelq/J63tuW+GMRWlGtiMc1XqKNRtw5uVNRaSe2i0slyqz72f2X4ng8MSaVoC+JLnRNVSHUUeHVX0PSbOys7kzLaho7RXupIdRdnFs1krSrlZvmAUqM/wAMeEdN0jVrrxB4d0/SopppksH1rUJdItmuJGJ8qDRoJ7eGy0x7l2uDJb2hE6u3zuRtr4gsbvWJbeSC01KZZljea1upbqaSKBY5jfFrKORpo4rsSKCiDdunaR50maU16N8VPEnjLx7p3w6gsLTWb4WPhifVNVtreG5gvr25gvXt725sbTT57S0uorV1SW4m8pPJiubhnKhdldNDMqVSMqqwyjOLgopOzd3Zt2XTTp17s4sXkGKpuGEWYTVKp7RVZS5+RxiozUeTm15nzLR720S2+m/GbwPHceHtb8YaNpg029tri70WLxlDp9xYJDKLmPTdXtbOQL5V0cSXWmTOYpYZAPK2SjHn15eeApNQ1Cz/AOEh8FW3iN9ES7vr3T9R0+21JtDNx9mtriPWGlRWsYLtXT7ObllgkDGWMbxn5Q0ey07Uo9Z1DUNTKrPdWWoR6e+mwyNNfQl7Zk1S9lMtoFeO2SVTJc+dK8ZjCFVd66qSz+F1xbWsmratdW2qLpd3BbaBa6OmpSskyBrlvt6sI7aK4u/NkiiheK2RFMaq8yvKdv7Rq3v7OK6p1Kk7q9rbRsnvr27HGuH6MeWHt8TUXKqcnSppRd1HmU/fenNFu2+z6pH1vZ28mt22nw6Fd6VeRXFmkttc2HiGwukiSPYstxPHpck0lnAHdH33CRxx+ahcopys+i6NIms+JNC8T6+mh3Ohi0e7ka6uLxViuDJHbIlx5XkNLfXET29uFk8uOd4kmZQ67vzz0CfR9NksrPw/cXek6lFqGh2h8RXstvpUlrcW98lvqGoaa8QjuIbCZNtuNKuZWSeHf54mJBH6c/F3WLfQvhv8QNQjt/tFxq2mJotrLAIvI+36nYF21B0ddjeW6785b5kdY2EuTXoUMVKpSqzb5fYq9k3a7XMkr7vytay07nh5plTwOJw2HTnVWLbjGUo8soWlTv3VrTVtOjeqsfGfxE/aK8Q+G/Fd/oOhadPb+F44orfSvGmuwz38s1w2xFtZ9Ji1jT1jgWNZPtFxZfaPKcwnyyfMYc3qXxV8dXVsEv7i0uNQmu4pdPEOi2etW/8AY1vHKZBphvNXKwandRGJnt5CVWVGjiJ84mvAtY8OCW9ivGnidbxgsnleeI1nnEEjRQTyzvG6tKZCVjGVXbH0Qk9a0GpwqbGAXzylcJc2LyI9l5OENyY1TLBQjM2PvIMqVc7qwljJvTmbbeut9dPVL7juoZZST0pxbgopSsk2lpvpdvV7+Qt38Y/HIk1LULJXgtYQ5ivltYZG0iVbiOK3nWy+yyQwi5fyontb65nWKZv3T8AV7V8Kb7WfF/iePTtb1K6AvLVtTllgP2WeK4ikhkkWBGR7Qq6M6+TsWFBjgqTXyM+jatbXciypetp/nNPO6s0zS2ySlw9xGjSG4t3mheS3kCM0hyMlo+frb4CX1hF8RFjvA5/tOwlsNJjkfY8MsUUVzPI4jxItukCMZPtHlxpKyRyOMlSUKjlWpQqSk4uVnq7Wtfe+6tfuvvs8XhFTwWKqexinCi5KVk2mnG3dbXSV1d7nHfEnQ/Gug312dR1qa5s1vL1DbxXkVq8MdvqMltZwPYidpHkmtGW7cCN4FT96xCba8cg1O7u7h4UkurXy4wUWafdHJD5zRkNEg2spC7g6lmCsVPHFe+fFZ/C+o/F/4iT3dios9PtY50v7vVri1nk1G30l7m6g0+2j0vUo9Qjnb7PHbW8skMNnGkkzrJBIWX52szbXNvpl013G91ebXl0q1guLSa1SdIWijf7TGqS7pXeIRpIUDI7bQFVRy4iTVWdpStztR953bi+VdtdPuPeyuMJYOhz06XN7CnJpQp3TlFPp73+Lz+Z2sMjTWarM8ZwjLI7tuHykDGS2QARnLgHnGOMD379niOG18RXUxIWOaC401i3RWnVZQyhHdQXMYZGkGApwCp6+E6hoGo6QlhJqGk6hBHcyqG8m2jlDoJfKwtwjeRPcRXCGCSyWXzknVkJXaQfYfhL4T8fQeMvCOtwaFd6R4LXXrmHXpdQjaC/neDSrtbXFrdLG0EM80kIMqCWR8NGHEaOT04L2sK8W4zs7R2b0bWr8krnmZ0qDy7FQcqcLxbjeUE3OCu4p3upPl9emh7P4zv20vxRe3bxCW1v5ba3RnlZjFssgWm2tGdyJ5RBBK7zIMPls1m/2y0AE9r5StJCDtky4wcgS79rsiEkbW6FeF4Fdh8T9K36toyq0MT/YZ7hmjP70SBoWR1/gaPaHjRH+Rslcj5a5e6sTY2DXumzOpj80OuWWMgpvCJEI5Aobg53NEG2q4A5r6mKfLbskn5bea3a100SufkjlefMk7Jq19Hb3b/db7krI5s3up3JkKRGNSW+YjbB5swUrGkzfu13B2ZlzlAoPU5reubXV7XTby5i0yLXL6C2FxaaLc6k1rbayZ1jEUI1GMNbQiQtKkltLKJHaEDo/M+lyG5iaMJNtnczwjEfkFlAws20hWyGcRlMbW+UD5MV09rGVjeJkbbcBAvlh1ELPcjEi7SI4zubDEkDLK+4OMAs/+D5W/Rb67MTlzdle2iSeiS8l/TOdurG2ms7qK20/7DNcKt/PaxEXAs55Iomk0yJnKtP9mud8dvLL85jWIIV2LRXa6nZz21y9pdxeXeS28yJHdRCK4kDYRUhZhtmuPuRmVzv+7LFKrEYKPX8ku3p/XzaS22+7b+uq8j9LfH2jaFpzt/xOLbXLCSKwtbO509IzZiYQJI4vILmGJgIYysm2LcsrNG4ysRWrfwu+Mt/qvi7TdEv44P8AiSWOq6Np+qX2npOzabbWss8s11OA32ndJbW7loUhT7WpuWEkahR658R/2cdbtdNtdNstavLy/u7zS9Xe2jsbOy1V9NGlKfsrWt3qaT2899qYNqFdnSC2G9z8wavLvCPhjTfA3iuWe8uXvPFWkaFqN9eeGLCMakNMT+z5JLqG9exa5ja/ubdY47PSI3luGguUlTiaNn/MaCxEq9LWnSpwb9sr00n7ukWnJu8X2a18t/6TxyymtgKvtHXx1aSl9Tny1IuCco+/8MYrmgndveOvQ/GX/gr5dJqv7Rf7MXiK2azlsfE3wt+LfgmbVnt3sbGDVrixtNQ0jR5ZpNlru1O+S6jsreaUSXN1bAWas7SsPxVM6LK0W3a6MYyh2lVYBUZRsZlO1wxPJHU8V+5f/Bfr4fXuofsGfGGdhFY6z8O9Y+GPje5jiRQfD7S+NNC8vw+uoCCzntNbjttZ+0JCyLfxWwaKbzEkjuB+AHh/UPtOjaHeKN8d5pWm3vmSYJlM9nDIzE/M8hyTuHVj1HXH7BwpV58nguZc9KvXpS5dtJxqRS5ZO1lVta+lk76q34txFSpRzWqqdKpToujQ9nTrJc6tShCUtVf3pRck79fRv08SqLMOrjcNpcMQod0JX+EZ6ddzEYYYPWn21+iEq2VOR5aEnaWyzKxHUAjnPcDPJPPPyakIrYoFeQ8FV4AUsgyzAkEfPtAGMJwWHao7WcyzeZyjlg5IO44ZQDyxwxHowzgnaMZr6b2miV9Y6uzetle2r1v87W8zwfYRSej97Zu+m219P68z1oXu+0hcHDlRuiGCPM25B5+bHXuOeDgGt+fVN3hTU7LcW/0AByV+byxMhaPsFDb+3BQknlc15/FcOLWJgynBVVHGPmGSSR1BbOUOO3XgVr2N0klldRybZP3M8UqFgFZGUttBHJYHgNjhsDgAmuuk777afd2POnDldtHq191v6+R/Vt8D9TttX/Z4+BVtqN9EmojQvhSNMnn3udPsbjwsluY4CVDIieUceVK0reeR5g3AV1V5osen3PxKgt76OXT4/EfgTVxPcT+ZMt5ptrd+bcoHJKNc2SW8UpH3JLfypFJxn5R/ZiuNZ8XfsrfArxDCxvH8P+GvB1oLqBoLWOwn03U9R8P30t+v2lZLltNj0s2bgRrHHJJFI77ioP034mg1NbDxdazS/Y7y48LX9va6j5EK3SX0DzpbTrNIXN3JC6FZTPFIBJ+6WTgg/EYqPLVxUV9mrUUV1autNtnp8r6dT1MLHSlNysl7NPS/wyh71km7JKzsvPY+XfhdpOp+HPEHiqPxIypa66fEKeH2k1wyPoVrqFy7GQ6DFCYbqS6juR5d3IwawiWEyRublivPeM/hbqWsB9RsEjsoVYQXFvPp99FPdzW4jC/MUNt9j+Z08+GNYZJVKFVxw/4gaP4k8GeLNat9R1VLu5vrKx1bTLqe6cy3cWoCyu41s4BBgTZcW1xaRfLL9lXG2KLFdr4mGq2vwS1rVfE1xfJqqeJ9JZdT86RIZ5LmeFEtbKaWOMKpiIcLJGFieOYIR8rV8TUjzQqRq05J0VKSv/ds7f8Ab3a/yP1yjzUZ4bE4bE0n9b9lBpLW3upvldmkrW/7d7M0vgRoWgeE9D16w1WayvG1a9t7jULS6mWCKazgUxXNuDIdkduXd438tcsoKOQDmsbV/CPws8VxaprWNQ1Wxttb1TTNPRPFbWdrpd/O5uXsdP2Wn2m9S0twZYbYSTQmNGTLFAq/KOryG4kkW1upJYYyEjwzSie4mZUkkM24EP8AMS+PlKoxCkkZ9Q8GaDfn4VahYJZ316th4/8ADurQO8PnJHb3umX0fnxNIY4oYp7lHgikwyNPLt3K+A3HHF88FR9jG1KL5b3e1rX7vS/otEejPLFGrLGPHVKdXEVoqVrJcs7Rlyptq1tu1r+a97i8XfDc+Fr7wTd2H2DQI7eT+0EstCmuX1q5jMeV1GW6u4UVZVTfaCNoniuGaVTkqK53wvp/wW1fwVqF0nw9lhsdH8Radov2LXtm6C4mt7nVrB0ubqa6S6ihDXIWe6kiLtKsExYMq1zcPgrxR4jvtUA0WW3mjv55dTW8iFtbQqkcTFUgDr5kSFNv2kEQ7ixJOUqfwFpV74l+D/xW8GWWga54e1G3+I8V15l2XhOuLo89rZmK2Ylo47A8u0sXyMNpjldkd1UK2InP36MP4U3D907Xik1G8o69Glez/JVKGEoUnOji6ytiqHt19a91e0ahKo1GSak1u+mtrLQZpHxR+GOhaJcLpfw7vEvdajvINSjS4m0e/urC/gaVpF1mBona21Ei6s782BghtAIbaAKrmUegfDP4z2PiS61bSYvCcHhwLb3C6cv/AAk2q6vHH4ZiWDTYNGujqFz5kckDXcPlTQsqpbRKGbzCJG8fk+GHxDuFvxdWrOsenXGbO01DRhfS/YMKVTzp43H2q3XEfKxSFQ8ke52c3PCXwt8cWra2X8LTRRan4Z1LTvIv5Yri4ggkmsLo3ZtdNFxc3FzCbKNo1thK0+5Y4mQ8hqpjYtNU3ZJ+7GlCK2Wi6r1vudFXD5LVw81UxUHKpb354tylB3jaSi58un95SVr+R7Donx58N6NCNFmsPEEEXhVtS0SWSS6t7s7tJkKyMpl3vcPa2kccsZnlaYHEbsWyG4q2+MMq3+qLaeHrb+xNSuV1E3LlRPLpkBupr+XVWmiukurm6Z0a+nSOPyrCK5s4YzGwWvAvEH7OnxZ8U+I5bJbTWba0n1K8urW7SOHR0e2m3CHUbtdRkiurWGUGKF4bmMXEqqzliHNfTfww/Zy8R6N4l8KR+K/EjXFppel2T+K7R7WO4t9Uit42j+y2k0Sj7Wbu6SEKgTa9vFJOocoVbmjPMZyg5c1OKlb3oxvra626fjYmtQ4fw9Kpyzpzk6TetW7lOKvpyvdtPqkr76n1q3jP4b+GbfT9c1LVrOzvLDSUF1ZRqbeJ7yPS7e/1KS3gMYuG1JLu+i0210+FIYLhQiv5ckLltj4M/E7Tr+88YX/icK3h/wAOaBqGtaLd6pHDK1zNbX1sGmllP2iSyeGFoWtLCI7VaSVs71DDiPGf7PXhTxbql/4lttcun1C6+3XUWm/2dexfaJ9U1rQr37JNK0FxG8On2FlqUcEsRLPcXdjBOkSI7Hc0j9lPx28OuGy8Y6RY+ErnStd/sC01G11Gw1ofbNLe0tbzxKlpsgtLSGaV7m/i3z5EKMEWLcq6yqZtLE3hRg6NJNx5ZRjH3o/HUva9nZrR62T7ioQ4QllnJWx044ytyKUa1OrJ0nGpFulQ5Yt+0qJtXtZ6u6W/z18V/iD4zuvB3wN8WW/iPVob/Wb74iS6+q31wUOrw31hLo9vdK0pza6dosudPjk2xDzrpQh2Db5H4b8X6mz32oX0sE8cc1vbyeaJbzU7myvbhNPvGtYruXyJZYEmkurhWdIfscDEvIyha++vFP7LsXjD4ReHNB1vxl4UstQ8Mayl9omueGr7Tr3Tbm1e1TSZG1OO+vbK5a2uL6Jbe3W3nZxerHbne28Hw3QP2T5La/0/Q7n4keG9c8Tx6lenUtCsr1bu6azsoUjENrpQuBfwXumTzmbVXuBKBbtEbaNJ28xPLrYbHyrR5KibnGnde2hbncIqV/etrJX21b02ufQYPNOGYYOpTdouhXxEbrB1naj7WU6TU/ZL93Cm1Tet4pcrXNe/y14e1G+0D4geDtX0OGy0DUJPF+lJG9isysYrjxFDOqJ5l2YYGvrWVLK5MYFqbdSkkEjStv8Aav2ptZtZfjt46e0ew06Tw4kVhdRXnhxHn83Sre2WC10KS0aSXVEjW5h1CC4vTaCC6MsKxMqIW990f9hm107xb4P1LxB8RNZu7bTtT0jWJdJu4PDWmy6zf6drSSwWllbpem6s7G5njgjbIubqG3jaaeZXdSO0+JX7PvhTWPjR4k+KVj8VZNI8RapcaN/bXg6bUPBmpaHd3kelj7LNLpOr/a9USHVtHRpXjigRbgxTXMd3C5yrhgMbHAum6lKLeLUmvrEbxgoSvJJNL4pJcqelrmFXiXIJZvRxVL6xVjDKq9FVYYKvK9d1aEoU5+5z8koxqWqtOCemnPY/PTW9NuNP8P22m3l7pwW213SJrWWymvGiisdb8OLftqOobkke2aSS4jZ5Pmn81pbZYgkZr6r/AGPH0qP4l3ngd7vTp9XfwXqlzHJpNgn+n38l9peoahY6xrl0Wnu10wR2sVjarb/ZbabzkRmkaU16DqnwA8GePY/FPiyT4naxb2d8lrrWsSeED4P0jQdLtdGtLS10WWxiOlSJbWFrFNI5spZLqa5S1iZ5WkZcnwb8L/s6fAD4haDDpfxF8T634+8QaFDo6eJNe1uLUPCMK+IFGsW9rrmu2lna6JpupX1ra/2jDHI5mhjt53ZYrp44k0wuBq4fF4evUrUI0bpTlKqm5pppxjFXvK/TRaW1OTNOIcvzDJ8dhMLh8fWxfsXKNGlg6tqVVezq3rS5YqMIp2m7dly6o/Pd/FWneJPEHjjVdZ+06bN4j1DXo4V8P6BY3um6Lqgv5NN2R2Fre2d416trYXcV1b2KF3HnmfzGljFFz4Nkm1GWLw/aW9rpkWnyh/EOsXkelabrE3h+aCXVJLi8uvskFpqVtFeWaXOjidmj8zcrMVeVf1j0a6+BOlXureKrLV/h9Z3moap4xudU1xn0CxWe90668rW/EjaLcWjXMKys0i6ZqUFnFcajp0r3NqjxTGZdPxJovwq8E+HrjUNVsvBy+H7uysNQtp4dBtdVk1G41/fJZSaLZ/Y1N0b+G3kurkIFL29ujz8LtOiyql7L95j4T5bycopRtdxfWV7t99/U5KnF1VVYU6eT46CqKlSpUpwcITmowTUU462StFXm7a8q3PA/2AdUvpfBXxJsbzULfUH0P4gaLc2dgJ5JrWCwvoJft1zGgUrDDcXEavHGS48kecwEZVm9O/ar8GaF8ZPgh4lTTLiKLU/DOpf2zoF5f2y2rwa/4U16K5nSSV3EttZ3ccE9nPIAsX2SUXbI0UYztfD34kfDG6gurTwtrdoNYvcIun3emr4Yjmu42is7bUp7MLY2V69tb7YLS1ExvHjkKwgydNvxp428G+AtNvbLxcttZyzWmo39hpOiW+q65rPiGN54rCOwi0eGI3F7qt9fXs1scsrPAo2D925Ps01S+oU6f1iE4U4KMqje7jLTrddN9nvfp8Ti6mLq59UxMMFiMPia1eNSlhnRnzWUYQm1FQjzRlr70fdu2pOOp+H3im41GKH4gSavYx7PE91410mwbSNdGs2mh6j4h1a51K4hku9PmistZju4dQih/t6BLuzuEtNPhFurxrIPmzxlpl/4P+Inijw9qz3v9uWWpXEGoXF0weK0t5dM/tawv3mhbypXv5Z4havsjiiVWeUSyFlX9V/E0n7P1z4VfxP4Z+FWkeK9EfSpPEWoaE9pqPhPU/DniPS9dtdG1fw/rGkRX8dnYXtsLq2un2288mpJFdoS7QhhR8LXfgP4kWfxBvj8P7DwPY6/oemW3ii/eSPXLPxxDp9rPbaf4O1GzlgulstLjsoTbXF5eWvk29ukckEqTr83lyhRlOEY11z1E5xTVRKStpaUo8tru+skmtm7H3GGxuKWHqV1l2IjThN0q0b0IunWvD3ZQU5VHt0j13Pmj4xeEb221vw54jhtb59A+JPhDwx4m0C5vLW71RGgm8NaTDez3sdrHJFZvDeiTzrafY0bSRyPEqTo1eA3/hrxFaXdrpmn2t4I9Wtby4Ijs7i+mW3df3hWzDJcWsBOElUogjty8qK4BNfefiX4za14Uc+Bfh/pfhrW9L8JeDNPuo9US8F2tlostrby37abcXv2GPU7zQYHW0Frpqys7W8kkNq7WsijtPBusLreo6dqVn4G8M6jeXHg+XXE1/TNWs7jX9Ul0xrWyvrKyNwsscMmiQazNdarA00Mn9nb47cFrmFWzVDA4nFShTrVJSbUZL2aceZ2uozb96zTs2tmlrZXTzLOsuwFKrWwNF0lB8kpVv3vLe8HUha0ZcvJe7vdXb1Z+edn8JfiJZXOn3uj6FdanZy2v+j3NysUc7STQsb6yvLbUlgkEdg7zxPP5L24iiieGZy0Zr2Cwf4jeEPgT8QB4M8HeINZ8Wzx39t4Y0DTGvIX/t7UdPg0S3J1HUIbKKy0SOeYX93KJPs9tFbzyxyPNIhb0X4j/tN3tl4y8ZeG9N02XXLbRNZfw/p11NIYEt309fs8kttHbTRCSKAKXjkmmWKRlbzOgVrU37SnhyJrfT7/AMJajrUkdur6xIl9Pao73a26x3FvY3Uk1uT5YIhRZ3ga4L4YfMB0UZ5ZRnUUcTUi+WVN8ystbRdnrrZNbeZx46XEWPoYeNXLMPKDlSxEYwrXm0kp03JNpcrTi5Pnvpyq8mr/ABf4c+BHi/T9B0+XWNI1rUdYsfDujWPijVp/E2mQ217rjQXdteXtiIUvhBFEg09p7WeSIXjRzSGTfcbhqXHwO8bao+o3Gow6dHNfxolvfrrQj8qdJ4MyCKGBmnF3CDBJbIixpvEpLhWDey+PP2hPDkGm2F/pngTXYVtL+6hu7LT4tEspdesYJZ20a0hvp7qe0tbjPkx3gi06d3ZJFjAMvmL3HhX4oHXPh34p8Y6/4N0m4v8AwPDO0FrbxW8S3Nndrb3yyPlorSbVNJjeUzSxR+U0Y8hIQwCtnTw+W1ZShCUnyxdT3FLVQjdvW2tuy167ouvmHEtKEa1XC4aEZ1I0ve5HNSqSio+77Rrl5nZ2tZd7HyRB8DvGum3MIk07UJ7faBNMbqyjm8+GKVZEs4WuLSL/AErcPsss4IyH83BZQOll+EfiO58I6B4V8YzwabfWur+ItT0G+s9VvdSeKw1tYrRHmaJRLb6ppsdhBf8A2G2uJdPlhuLuxktTcQteS0Lr47fEnUZLy0s9R8Oo17LLMpl0HQ7q5txcSkpFC9witbKEH7tXAZIR5ilMZPI6r8VPiX4sstBTVr2xgt9KnuLMvpPh1bW+vLq3nNsJbltO/wBFaSwHnsyujvK48vhlBbOliMtpRfJTryk7RSekbXV3pdX83Zq2vldfC8R4qVNTnl9ONNubnT9pKcXy2Wjpq9k2rX8r2bO9vPhJ8Uv7CsNHk8Q+EJdLt2ubm1kbSLeBrvV72acWcF3HbeVcqrebFc29yGlisUnuYFtWl5Oh4f8A2c572+1S5v8AxDHqU9pE1izSaLpraBqMqPG0yzXod9QittPu4DDCLKKDVZk2uJYIJZYz5aPF/i3QNLhtZtauW0hr2Oe2g1GKzjNndSSSpJFAMR3VvDd7VMQvFWXKSJDNgYr7h8P+KdasPhbp/jSG3gvXtra/1C/04WwjmuPshSY3YkBja32QO9+ssjj7RAgjSQXBiJ78E8FiZyk6MrUo8z55uXu9ertbX8fJni5vDO8BChevh5KvVVKEqNFQfPdJczei5vO3fc+Sb39mrxxd3+l6hb6v8P8ATI9O1bT9Qigg0nVroW7aa8TXCXEbxINQsdQgTz0trnbHAtybZ7kvGJz9s+I/CWkeMtJbRvElu13p8em2d6dLhzatBrGnCYR3sEs6zJKzRSNJb6a8txbBGCyMzcV5HH+1BqcOqeG7i10yy0yOG8D3lrp2o7LPU0vlkjuItTmuUvLhIJH8m5iCSQTpMib18kBH3rH9qDVdUWOcaWuofZLm81G4h1BrNriyt5Fa3l0/T2YRQGwjaQurzRSXEluGXy4xhh6FPEYCEZxg179nKPvNNK2lnpqnZLbtpqeLjcJxHip0KleEOfDNqlOnyU3FycU23FSv8Cs10PGNW/Zf8Oyx3N0df1a506ec3hEttZW9lpxSWUsrRRJ5IlSJvKYw7CJBtTGaW5/Z8tYrSZtP8V6vH51vJa20em2kFvcMNwUzWV0ZHa4maPKTD97EFyGAIOOa1f8Aam+M8+n65bwXGhXmjSSJHIkPh+zdbC1MhWyj23FxGR5KJtUtDNE6QMcEgV3/AMNfiv4o8YeFPGcnieGO51zwZoWp6zpWqrpkWm2enRXtq8VvLdWVuYoImgkKCHy7dZ7qOZGmLqoNTTxGBqzlCnRbkoyleUUk+VJtLll3T1drbry1r4HPcLRVatXo8jnTpy5akW4uo4xi5L2abXNJRlK7s5d2Ztn8OtL067F3dw3kxtYFxJr89jLbywWEW+MyrbwQXEaafCWMUQDq8bMbkOcGut8K+FvDnh3U72WCy0vStZ8Q+fcXFrbSWkUl/pqQR3FvcaXC0iyLaFbm2NxLbbYbkGFrgAktXx7rHj/4leKoYk1PXmuWWS2tJJZprPTYvLVfNQNLHBA8BH71gyYVzgSkA4DdJ8Ya1piNqkmsW1tPpto9jHLJHaXWrX1pdBYri1s9TuPtVxb2bpDBHNDEEWZYICFCQLWCzKimuXD8qvdN230V0+ZtPzV3v0Oirw5mNWm+fMOZ1Ek6cefl3TSd4xVk9OXls7X16fbuo3Wk6Hfz/wBpw6Za6xcaNa208119htpLnTrOKW1tIpEkbyLh7ez8yFbiF/O+yqwkcg7m4gReAPFFykElloF5fQW2+CeTTLSSSS32+eklvcyJ+8RtzSxTI/yhndWk7fFF3Pc67qd5qFzmaS6ubi8jiMgkZVcZJjlkA39G3741aRise07QD2vwpvNV1zWI/Blrrdj4e05dSbVLS7uoGkv7q9uxZadBodhdujraQFIG+xQAiG3lmm8xRFMMTHMvaVVT9nFwk7RV1vp3Vk77u9/UJ8LVMNhJ4hY2r7WELzcOaEI7Xj7rbdk7aLq9bH0nrPiHwVolu2nTSWsUEAjvP7KSyiYP+9Z5r1LTAiV5Z5TJNMo3TyuHLtIzNW54D+KngbU5rizm8RQ2UJjmIOqPMjKLSGS4kQQ+VnZDawO48vI2KQC2w18t/GCSaTxLby3scltr72c8WqW8E8P2e1h/tCWOwCCGJLd/3McqloY41kbaSFdTXnuiahd2r3dhbyWsf9rLAY457a3eV5kkLQNa30jA2fnOHtrlZJI45UkIkwATT/tSpRxns1GLhF8ttG3e3Xay5tbf8EiPDFDGZSq8q1f2s4upbm91NPVWe97N97btn3j49milu9HAktZobkC7sLpI3lnhs4xGkDrIH2CCZnLO22RThMrkYPK/abxJX+ySSBord2eFf9VPsT96jDOySJkDK6uULoThiyitvxGjavd6LdLbFJ7jw/oUAsYGAaO6lgS4vUVIWa3lQzzmNHiLQbU3fN1FnR/Dgiu5/Oj1GLcFiito9qtFNcu62gzMFEUJkZTK6swXHyoVyB9S5OXLa6vbr/Ml+R+Y1lGE+XRNXXra3pv/AMNcq6RZyXsiTTW8iC9hMKwwweczTSoPMlhfJWeWONVMYCJMGflWYDd0en6BqSxTayzSMdOOkyGBomLXMCXcIuXud7KLaWG2Em5RCzySALKuRmtTSksru6fSpIpIbzS3PkODJZ6lFLF+7eO2vYmAmieQiSW3miG8KQspRgi17/T/ABEZLvUru6ujZXc3n3ER81pIcu8cBkDt5UNq+0tEImkh38NgZWtoxa0bv18+lutmr23fl11wbdnZpevy/wCG9SLWb4+NLzUbO10+0iktvtss2u3T3FnABCsEVrCTGR5U5t9kqvkQSvE5kUK5yVXlvXsfD121hGY0N7b2Vx5qyI09/JmTMkgSSOaEwRxxPCVAZZd/mDbglYyclJ6v7/IatZJPorfh/mvvP2+/aB8GeK9X+ItvLovhrW4dQg8L+FtV1q9trd5vNv7zTobeSz825/dWwjaJ7e9s4XEUEKLfzujSBj5fpvwX+JGhXFzqZs1ttf8AEN65v3/dxWlmIo7WKwlR7VHe4murK03Xl+hlU7reHdtjQV9h6t8S18d/2tpHhiPXYm1DwJrOsXd9fz263mn3tr4WjW2ewW3MiNdXNxGEv3OYZZBujAWMZ+Crz4m/E7VrvTzrGvXt2tpPLdxXFtdJa+RBH9mhgENvCqR7VWJ99vgh0kdx6V+TVamFhLmpurUjXqSleEoxgrct1GV23a6V/d3Vrn9TYKOdV8NTw86WAws8HShGpTxMJVKk41IWUpKDlyqXK3y+9L8j84/+C2fgz4h6d/wT/wDj7F4g0/TpoPEp0vSfEU8qS3bxWOlIl7pt7IqXFvN/a1vqui6XHa6nfR3XkOsx8t45VUfyt/CXVP7S+HfgS7yJo5PC+kq0u453W9tFETjacgeUVKjHKtkg9P7Pv+CtFvqOtfse/tcabqks91aT+C217TJpVkngbTL+Gx1CxuIFXdFHGpnWB2VMRIrKzBlav4q/hRoPiPwv8PfDGgeJdMuNJ1rQ7BbG+065KiW2kLyTRCREfAeS3lilwrspBxuyGr9Z4BxEJ5RjqKg4To5hJPnd5NVIQad9nfkt8vu/I+PaFf8AtfA4iboz+tZVQm44ePJTTVWomlG72sk3p7zem1vaRcoUOBvkZFUgE5XG4Ft4zxz8x65JOQcEMgucHcG4JA3ZOH7cDgsDnBIHJPPtjK8qfOjKFKdN3zdypA9CTgDkAHJHSq63Th9u8Y7NlTyOuBkbsDCjA6nivtbnxvspct2tNPdTV73S206X13/X1C21ON7Bk+TasgZHGQwY4BGBwSMcDjbluc8U6y1SSNwDuVGEvm7j85Dt2/h6H6qegJODx1vKBbFgQMA/KCSwz0C8AI394MOoyO+ZbC7xKXIXIysYL52szEYYjtywOBkgfSu5NqUGm1dO23RR/Tff5I5XRjq+XXzb3fz+fof1I/8ABO7xHrWp/sceD9OMun3EelXvjbwzHpdtaCO/v9K0/wAQ6v4o0/Up2cmK+1DQ5766knkkQxzJLBE5LRqK+0/FOmzalq/xD1K/lgGnR+AF13SHg8tQttcX8aXo2Ojsn2e3cTjaqo88byn/AFjCvkb/AII+TaD4u/ZU8QaQlmL3XfCXj/xLpamUFUt7TxRoulajFb20jKRtxLKwkj+USs0bBWUg/b92tqniXxxo9rZw3Ez/AA+Sy0/z5lfdYR2v+n2SeUZE8pRDPK+SPMmQ/NGcY+PzJtYyvLlteXOvO6Tv9918jTCKLcYuPwWTX95yS102s9O9jw/X7ZPHni3wvE8UAextIf7MQwxrc39wixJHeTvtaUWkAdXML/JIGaNEUMTXoXibSvCht4/D+teMtDlvp47KKTSr2xtwkgk2lpI0uj9lZ1ZFkL7NyYAkcMy1S8GQaBFrWlyx3dvdalY2FpqpEDO8unNNbtBZqkv2ZkdLqFbhkSGX9xJ5oKtIi1558efgRqnxFstIvZNX8M28WleI7DVbu2udX1DTrgxRSLIbKT7PH5q21wFRUiEobLu8mGVVHzWIlOMZSpQjUcuVuL21tu16rTsvU+wwcoVKtOniK86FKEbQmnrH+Wy83podVf8Ahv4eeFNB8TeKNOOnappvhS0k+3yWWk2wiiuLYSJMtuph2zXBkA86VCVYZZCVQkfJ2p/Hm3s9LmisfDkEEzODp8ku2aKyhkjMq2flR+Wt9eOx3eUwFuuNqBX+cfTqaBD4f+FHirRU1HR7mLV7G7jXS9Bm1G5ZbphM0JtPt8aySPvlR2toyiQQbUVpQjNXwHY/Cj4jR2ltDb6AdRklvbqTc15G25Jrkp9sufl3QSYXyoI0RyANsjDGa8fGSxMXSjQhq4e/GEbtSumlpa9lb+mfX5Dh8srrETx9ZVOStCNF168lFwSvs5WvzXv3s9dz6M8NfGa+1jwL421Ox0mGLxD4WsNFnu9OkkuLiHULO+eWG/e+Dr5qRRv5Zh2MUj3OJVZ03jyuz+PHxJd7eDTjo2jRvA9uqQWEF7dyNOwmfNzdlwkcaqfssCRiOJCDww57z4ZfB7xjpmi/E+01i0SwuPEfhRtHspYp45Lu41RLnz4ElijVBAUGFcjEJV8Nlt1YPhv9n3X/AO0WGr3NjFdkW9gLTS7yCaaxY2pneW6Yb1gvTcFYfJkDmW2ZpgQgTPPUjj+Shyqd3TftLSUJXjJpcy31jbW3p0PUw8eHKNXHxq/VpQhWpSo83PUXLKjBtRd1FxjUbi73d1rsdl4O8ca54o1e0t9fma9uYbDX5pbuW0sDMnmaJepJLdXMNrbmdEnji8mGRmWMQ4T5xuPAaz4/8S3Fhp1vFqWrWRtrexigjsNVv7a3vxZtKl7qNzIS11JPcjbIgiuUjWVVDRunzV7p8NPghf6BLcX3iPVFk12O3vrewj0sS/YYbWW2nhRtQjudkssged5ZoRstlb5pJcYAw5P2ctSlcS3Wuy3Riu7MrC1pA8clqQFMAmtr4RvcvMJPs0fkpGkfliU7SS2NWGOlShbnbknzr2sebeNlfTXdvy67orDYnh2ljK0pRo8kPYuk5Yacqd7e9yx5HFq7XNflXuox/h78U/F7XXgbTYLl2uJ/EcOh3mtXam9g1GLUWSGK01K5dt81xaRTrI8GC6RGB5DE22v0Q+Injfwt8K7TVdTF1plt4mnW2j0fwhrMkMes6yqalaLqBs2gtLp4bw28kkumSLbsEkMMc3mFmYfntpvwvtfD2v8Ahe01X4grDZ6f4pOpRWcMVu8UZRFlu557mDzhBcrNaW1lfSOJfLUW8caswcL9SfHfwz4S8eeJNC+JMvxA0zwpp+kaNIJNUl03+0bvUfEyXlodDvrTUvPjWKwtIYpn1G0ht7n7SEVrZklgIp0pYmlh5e/H2zrQjBVKkXyx5IpybUm9H6dzlzOhlGIzHBVKVOUcI6VaVd0cLVjz1lJTpU37jb9qm1eEbpact9V0lt+2PfNdas19oFl4TsV1m4sfDmp659o+zajHp8sv9pKsn9nQr9os44rWzltbSUS/aruK4Zjbybk5/wDa8+J3iDU/gR8KPEOk6ne6Hp/xPeSPX7SO8ktrXUYIrG7VtOvBaKjXNlqUy+elrM6pEGaAmWIOKX4mfAf4Y6mmlakfjIkOr37WXiee21qxi1LRdWvtZCTzTaTYWEOmXEem6oDE9pcW6q00LxpJLvXbXo3xN+E3hjxh8GfhT4F1HxlZaPpnhIWt/Ya5axWO/WJNN0+7stSgsILy6YQfaUvGJeadms5YFRszbgScsfVw+Mo4jEUbunRVNqcUk+eLbcovZx0fk3pcxw/9i0cfkuMo4SryfWqssSp4etJOEKVRQapzjec41IppRi35bI/J27tr/TtJtdmrWFxpt1ZxyXml2F7LcSWk94811Z6bdwiYkXBvLOK9mt4lFpFMIZJU88qw9j/Zw1FLb4/fDXUPtq6cYBePc297KhWD7fouoLdS3bmUxp5YVjcXreY5EAiSQAivrXw5+yf8Otf8BXPh3w3rGoatrVxrVlrFprca6XJe6Tp62kaS2b+UP7OvbYRxvdH7VN5scvnJbt54APrPw3/ZB0j4e+IdH8fD+3PEGqWGowavZ31xbWqWKW88c9pDayabaSmXUrSU3EyuZcbjiOKMlNp5qGXYlVKE5TpSpx5J3jLmbUeXSK0bbslpfrbrf38w4tySWHx2Gkq0atalWhGlLCqlKXtKejalaKUnO/7xR9Nkfmzda5qth4qu57fxVqN3ay22qW0d5oE6zKtjYXV3caHZ2jTSwpNaXcrm61CTzrcpDK88yyyDyzylzrtnBDHq01p4m0/xUmnaLY2Wupc2e77DBp81pq+m3OlRI37rUHkhtNPvZ7l5oLFT58SvIQf041H9kL4V6p4t8Q3GkRaz4Z0+e7uZbvw/4WuH0/R9N1J5Y9RurHytaGq3vnawsxYlbi3s7bznt7O2jwI68q+In7IXg2N4NNufiXqfg2bWJ72y0wale+HmvYnWRmnFnb3qwvcwxvD9ha5dBvlMTrIsu3PDUyrFxcpKdBR5t5VvZxSk1/Port2V31VtDbCcV8N1vYxVKvGfsoRnBYOLleFNc8W6N3JNX5vs8qu+54L8O9eu9H+DHxo8QjOqXF1d+GfDi2l/Elzo0FmLixXTFsdO8yJJLy1E0yTSSwDzHtoSHkYuK4uHxbrtqbe+1aPW9Y0qwvNJ1+Gx8J3ctnYW+uTCeFpo9LNnqthqN5C8J+y2z2UtrpsME72UUatK9fbei/Cr4NeH/hzc/Du/8caNqNpc3NtrWpTpr9tBq97rFiVlsI1uNOS4tbELJagCMhpGSR0l8+fY1T+G/ht+zzptvoWj6cNGvNSutWsr/TLPUtfv728XVbWdVaG9SGe0mj02Wa7BjtbwRtqUzB1i8syovU8vnNUYLE4eLhSjBxU1K83OU5WlB2bcqnzaOOPEWDw9TMaryzH1FXxkqkeTBuEXRp0KNODkm4uDtTk3u7NPax+XnjDxdbw61/ws/WdPs7PWbmOKbUb7UYTcatqVveXUdrBNrlveuLW/vZY1t4Z5DbMoXCGIo6qfpv4h+IdS1j9jf9nwxeZ5GmePvFPhuRHnmnkvrGyuNdGltfyFmZLy2guZrSQ7FVI5I/ISOORVX6O+IPwy/ZKt/EWu6t4t0zw7PrsN7Z3OtWq3eoXVza3rwLewGbRYrmONZ5MK81j5m15o4kZWkVYjO/jP9ly58HWnw911rSw8KaNf2914d0280nUrO2s289tQn1OKWzE8/m/ad76nfXcxaaKWO2xLGViELAexjiqVbMcJBVoKMUpz54zVSEm5pRVnaLVtddm07G9fiGGP/snE4XIM0qfUsTHETbw6UXSeHqQcacuZ3dqseVOMFY/MWaTXr+40nTbu/mgh8OS3OsWusXMl7BYWVjb2F2/9nQ2IZ0+zy6k1ti/m8sw3NvbgRSBw6+56nq/iTxpo1l8R9V1X4larfaR4YjttF1SzsLHSP7N1mHUXv7vSPtDWCQ/ZY0nmuJLZXn1mL99Pbnhin1z4PsP2bPis3ii10Dw/olpqgn8QeGYfD9895BH4m0JLxNQTW9PW2SO0aDXLXTxfW1tLOl/aWkIt7lIt6ofUJdB+CXh3wrp3gzXdBs49C8Q3lre2sVpo2v63eWf9nWEwgmvrzSlkv9H1i3DzxrM84iRJT5isshcvDZVy0qs1jYyoza1vKUXUSik0rpXWyfbbcxx3FtL6zQozyXGUsbQlrTqUqUJqhNJz5Gnz2koq/S3nv+efwwudZ8R/C348aZptnNc6khspm0qVopGuZr/WJb2DxTpl9IhnOsxRT3WkzW7nZfW8UF7dSQyIwPgWix63LaalY2trew3MV68c8WbaCMPp7YLzbpIzLcQzbhHIzT5KuEDRjK/pVpf/AAy34UlvoNGgXwsL3TJdEuWOnalaSXml6jdWV7d6Le2+qfarG9uXMFuPtMyPeWiSSPZTxlZnT0OPwR8ONd1q78aTeHNEY2Uuki8uZ57S5t9Jt4YrhNPe/NvI1tAwhj824d4kFxB/o7eeitLXQ8vjXhRg8XTjUoUvZp02+Zrmc1Ll/wC3ndu93ZnD/rS8FUxlSWUYtUMZiIV6cqkVG01TjT5eb3oe9ypppqX2ZJNH4/8Ai7RvEN7Db+INetxcReYdNjvFNn5X2hojPFYxiNrazV4oIvMkgRQihnYyr5rBvrv9nbwT4p8JXT+NNZ1y5vdN0zwnq9xpOiNYwWmn291r8MFu9qzO8sdxPd24hvjFHGS0Cph2KAL9P654U+E1lZ6DaXOkeG9Ju/F1tqmq2ekSWOmaauv3GiX7WV3PaSTrcC3jMaNqFjHAsSajbXKfZ5JJmeKsLxt4s+Hnw6s7HTpfFvhaX7cLW7j8OaajXN8NM1Fdr6sNLtJo7dAqb5Y2v5YmuGSBEZVddrwmBoYOu61XEU3JONveaipOz97maer19NXucmZcRYnN8HHCYTLcRD2/uyfL7VeyTStTaT5W2nFu70f3flR8Z/AX/CF/FnUtSVpLiz1e7k8WeHrq6WV7iS28TvNF4ht9iStFeS6fqEF5Zw742a1h+ziN8h2rlpppfseoa1m7iit47CyuLwSrHdkl2hsI7aO4eSRpImmXeIo2MkckjIo2mv1Fu9O/Zy8cS2OuT/FTwpLq+jhotLk1e0l027062mlP2rMerXbWaJdyKEljiRJF3STIUaR3bGf4b+DdH0yHxJpl/wCH9KsJXvY7/wAnQ9P1aOyTR7Oa/kuZX06/1K2ntDao8zIv+k+VKJkRQoIiWWUqsqjp4mHs5TlK0fea5veu7O27v07vy3hxNVoYbDUsRluKVWhSp0ZOpanGThyxXLzpNu0Y201PzaXQNQ8U6HoItbe+Nq2vjQcW9jc3K26zW0N2dXuCqyNJb26s813nmCNWd2QsjL9UfBDwXok1p8Y/D+mTDxH4V0iSfwUPEV5bIhvvGVpp/k/EE6GFtTFL4asZrux0/S7syz30l7BqgmMccCZ6q18ceDUtLd4ms57TUbq3sNAtfD/iLw6n27T5Ior2C61bTbjXtLt7GZ23EaSQ1wtv9kinm+0MbZOX8N+N/htpHgJrTwjea7pK23iOfw8/gexj06zvbvU9Y1a91PXtQsFn1uZru41W/ubqaWRI7mSUhpVmWEuD34SjhcOr/WKcv3Ti3dR1laLe7VuVv59zy80zHMcwoRowwGJoQjXozi1Dm0hOM97Q97nSS+wt3La/wz4s03xLo7/8IdZabBdx6FJeTW2taJb6VMlxBaTSO2pxXk8ZmuI7mAPFO0Ml1bPaQmMGJ42C8l4a0DxFdeHWnsEvWkllmiu7uz8qw01tZ1aa5Mc9xLeT2ljama6LukUEgcTsWiIOAf0W0e5+EXhHR7DTYvK0DT7zS3it9F1Y+HNVklgMYuNS0y307TLiWB2hllea5WNZFa4nkkkHUj0Lw18HdE8TvZ22m2Wnaa99bW+tJE2kae8dgty0iIb63N19gjMEKhxcwB3Rm2IVZDuyp5bGs3yV4yimua1nyptJXS7/APA0OmpxWsHTtXy+tSa2nP3YzaS521Jau7bdna7e5+WOjfCS61BTqfiK1OrTSaJBba2oubW/kvbjw+suq2tw4guLia/jaVrm5jmWNpjLlI2Ziqn6z8N+GPGB+DWt6TPbX+nJf+HtZn8PWtrpF8mt6hdPqlg32eayyYINDbTY7wPqM5huENtJAkUiXCAfa1h8ANOEf2i+1i2s7ixuZ7RfsejWgdns22299aT+cBGJVbcnmxvHgEeZgqRHq3wv8O+G4bfUda+IV5ZyXCXEkl3OwtTFaQFYzPc3090Z0gLCKDAfyoZ3hhKkzxqfSoZdSw6qyc1yzhKk23ZWmrSlZ223Xqr32Pn8w4nlmio0qOHvKliKVeKtztum1KKjaNrN763807M/MXxT8PYZtP8ADuqaj8VPC1v9q0bz49KOg6lol+iJFMfscQktLS3upNPMaLdNJIkrSNviedo1hrktCsfAMk2i2+qeN5bgR3t/DqEtrpOpLaxm8VfKv/t0VqTNbxuqp5m4KIAXmdFLA/p7HqXwDvZLDR7jx8niLULmTUba3s7rR49VXzdOi8+YxN9hmjDTQ7lt5CXjuyJRiSYgHbg0T4XQeF7/AMWeHLPQNVtY9EuNQt9b03SYo7m+0otKuoWUsBsGSMwzxmB4ltHdXgSPyioMbRHL6D1hWopKKclpUfLok2lJadtfuvcufEGKpQiq+BxalKS5W1GnDnny2UW6d9dLK93vfc/JzUPB3w9t9Jv9avfiZYyXNvC7XWg6Tpt9LewK0JeK4t5NUt0XxBYp5ckbHTpIZEkX5TGXIr3v4KeErC08D/E3SZdWvbu58TeHI9etvFtnpesSQHR7e3Yy+HrwXFm5t2M6W8k0EdzcTTWXnNZwyGCRa+zNN0/wRe6Hpvi7W9M8IWmkWFmZoPEN0fDhh022Xy7R7G6vGsSYgrzEzRJ5TW00irJDE2VXk9Y+OnwQFta6BB4vjmSxuZfLtNLY/wBlGWGF5nhW6tbVLe9eQKZoUE0TI+FVsZVtqWGw+Gmpyrwi5Qdlb2fNGcGrvmqSurPTba12ceMzjHY6ksPQwWKny1Kc5vWpyOnKM0uWFLdTUW0+y16n5w6/8G/Gnh6WzfUbbT5rV9cXSrWa6do4Z0vY3ukmjjjZJ5LWC1BkjunWKN40SZymCjc7d+HreeC5uLXX/Dur3K6lBpMtlo0Rm+xh7jyIdQRbFpgtjI6u08rKpJG0ne+0/dt18TfC+sN/asWtQ6eNW1G/03R5NVudMsdGJ0+NJJpI4Zra4uRcLHIjPPqBsSPLltIwfM3151JqNpc+IPENxp+pWtvqel2UbfabvRdIudNut97p2mx6zof9lMbi40ee6ur22kF9HDc3cli7XCCGCOSTn+qYPmfLJOLaatLnvtazbstO7/Q9CGcZkotV8M4zgk7+zlFWbjq7qyt15n+B8y3vwu8byT3+mWunaYFjiuftE32wIPscGXa6mtiyyiKWLM9uIUmdo2SLyya1/hH8NPEyeK/CLzwT6bpHmLrkPiSwmhnk820jDadDJFcwYtZWbMf2W5tv9LRnVvnQFfQfFnxBj0XxV4ul13TNUuG0+fR1sI7XxDPaw/ZrOwt4LqK2hSO4gmlu79zqgUwywwW0rpLbTPCmOe8NfFrShJp934bt5NK0MW8cBkvpb6S+kkieeZ7rU7nyYFv5FknEBlmt1kfbkSqoIrD2eAhWUnOUXGS0TlurJXvFJa321XTudDxefV8LKjDD0PZVYJqo+XTntJS+K91000t1W+B42+EXjuPFzHq8/jW7vr3X9Qktbu3t7aXQn1nXrvVLXRNJuIk8y/0vTbSYJb/bby4u4Z/P8qRLZoYI+V0X4KeI38SadL4q0O0fR0kt55nl1K4it7+3D+VM2nXFs/nGe1mYMS6rFHcr5O13G0ddqXxL8a7IL3UrqBHnmvDcrpAMFrKy3LWyyWKO5Se3t4BHJHDujuC/mMjsrrjrfhlrVj4g8V2d3deKNZk8ULd2kU3h+KyDaJqVlvDvcRuJGjsZ1tDPLcWsscaS3VvG21pGdxVOGDrYqm4xvN1I3UpWUmrcqtLdtva/TQyq4jOsHllVT9jyRpyipQjKVVOSe3Jy8sUm7S15XZtt3v8AREuiT6jqehPasyW2kaTi3Hn+ZNJh3YLtmEKrsYLA3mMgfHVS4NWrfwz4j1OSa8XYb8J5NvGJWYho0L+XBPJKYo2iDM0BaVCqxtFtb7zdNKP7Lk/tVAZIItNvJ24+Zo7V3kRvKUbWCtg5xjcGJLCuFg+JuqXemTQwafDaytfee88heIPEp3ERGNE33QJACygZYhXJjGT9bFpa2enTpt/w/ofkcryk5+7d73td/e738/M1PDdmltcvdzJLPf7UhmmmRlu3mWXfOj4VowIXJj83hXHylxswfX51tp7T+z4L6OKWXTARbywpJGIfOkyZI1CSGF9xAZSRGV3Llhg+S+DNcINzpd9u2Ts1zaTXDja88k6FrJPMEZWeUdEMnluzokY8z5S3xT4uW61S2jsVe2bSdPn08rJDPb3CiSb5d29BIVdUC7CxQFgxCn72qkpeT7df6t+WxjOLTfXz33tpf8DX06S1gF54c1azgjt7p1tDkAxyCRnjS6iwHjDQna0czstwwMbbj90lcjG13JE1zN8jAI5jc7LiTj5cRJyxI52DOE4YA8UUnC7vft+nf+uuyI/r8n+n9aH9DniTx/4K8MaP4W+IPhj4a/YbDxP4b1KSfSJ5rez1GGys7eLT2ht5rCYaeXv4VmmjWUgXEYEIjWUZrz7wl/wovxLF4quo/AJsh4Ph8KajIZJREGt/Ect1a/vlaGVBFZzxSPKHMschRVyuRn0m58M+DPEfgvSPBNj4107XL3QZDbNqck1uouNS8SvZSWsctq218TM0wFvEwZLqOdUHDVwi/DPRfh5e/EvT7zxfImm+KNO0XSrS2j0tmkt7bRdQbUbhLbU47wwXeqWk6EXNvMtvNayOgd9rbW/K6Xt/aqb+rVcM6XvcvsHCFaWHglJWXu/v07cqsk72sf0/Ull6w1XD06mZ0cbKu/ZuU8fKrVwMMcuT2kpNSlKOEq2Xtbt2968m2fLv7aHjSx8Xfsx/tb+Ah4J0fS7a++BPjC30ci9tr+7uobPwndXFgZILYtbP+8tPtVrHbBWhtGjSWJGRif4oPiFJBc64t9tEY1Lw54P1VAgA8z+0vDGmTOw2kBR5okHzcjOAeBX96Xj/AOC3w8tPDXji6ufE0urT+LPBGv6bbG7v7G7eW58XeFNd0ywlkSPCWlnNdhoXmkBRLuyntAXy61/A14tmS6sPAN/Gv/H98OfDayQmJlVJdGl1LQrmNQckstxpZMn8O47Q2zFfoPBUqlOOPhWnCdSVTD1LQkpRjT5aifMkkrt8trLRX1ufA8Zxwk5ZZUwFOtGiqGIpTdeNSMnUhOh8LqN9HLmjd2avpqcWZgpKYG0ZOAvYABl+9uPHOTgBgMc1mq20RyFmAG8jcRx83CkZPUnO1QRjd1wTUjuzNI6hQoPQjKqOojHzEnHXdjHOCcEVQeUugIIBznK8kDPOM7ep6beMbhyOK/QYzjJ2jrpfW/l5Py/PXr8M9Hbsb8V3i3dBI3Cgbhyuc7uAuByFwQcqc8HHAntLxHWQtmPIZ1ZQN3ygqoBzwPmLDHRuenNc7FIU3qN2fLBBUnaduMbhhiM5GBzliQcAVLDPuEqlsOqEAHBByuOcZJJJGGxjOM4yCNoSfMndq7V2+idk9/I5p03z3Sdrp6PazV/Pe+nXVn9MX/BGnV72P4TfFq7trmdLLw34w0XU9QkhvRZpBFrvhiXTLeZ1bKXcs09u8awPzNLHgbGUV+oXw/0DUF061bwdps11c6QfEVhqrMYri1Gl6/c317e2Md7NIVntLFbua8EDO91HLd3EEAFtbps/Jj/ghDc6f4j8MftH+CtQheeHULHwJqLxBwpjW01vxDp0hDKCylGkilRUH7pyG7AH9y9IEfw+0nTNJt7C22t46U3GrKJFkSK4WexWWRXJS5nupL1bc27qyrb73fnZjw83hF4mbkn71OnLmX+FPRLTvou972OejJxcoq3NKpvvommr793rf5uyPzw1rx7rvgDxT4ehXUbhNHg0pLWbRLdFaG5aGe9je7jDxs08kodIV8nZ5SwCViHLk+ieAvi74k+InizUNJ1vSbWLwveNKmk3sMRj1WxvrN0mTT7kiaRbmK7sPMFxcCCNEkZYWkR85k8T+EvDGo+JtIHiWCGyuNJg1JJri71GWzTUL4Xt0llplpaLbrNI84n+0yTIxlijSJY4wsrNUegeA/Dvw6uvDutX2ty6fcW8nn3c7vJe2c+tXd48tza6bDLbxzxodPtULFi2ZJy0x2oN35/UWKp4mo/ap0I1ZOUXOzirWtZrbS+j36ao/U6NXK62XUIywcnjKmFio1I0m3KUUmnDlesrK/wpeZwfi34o6taNpA0rU9LmtLr7Td6k+lWGnvHBdyQTRWlikkamSCfSpFVZkkkUG4ClztAWvMfh94+8W2vh7xV5uqXl3e3PhHx4fD95PFId/iDQdOk1S8mM8SNIkdja4med1WAytGqSfOqt71rfhP4Xz6i+m3MsF1qOutdqILK4ns4tHjQM0t+iWbpHc3t/dTpdTyk+cwhaNAQAtR2XhL4e+C/HjeFtd1/TdPGsaPqWk+HLB3ubaLRYNY8OT2WvPf3Nzfm3uLjWLJQwuZUEhAUCBHTNcCp1pYhVXiU6bvCPv8seaVpJXutUtktz1IVMDHAyoLL5VKzjGur4e9RxpOLbV1J6StzfzJ66M+Hvi58ffFvhnwdovjGXXboaboMlpY69ZQ6pPp+pa9a+IrCea4Fk8CN9rmsphC8jxLCI45fJEvz19B/sWeMNW8U6rY2Wpagl1Bquh6jfXdxZXlvLoV7qF3Ml3Ld281r50c50+0txbRPvjW0LSrkuGWt+2/Zs/Z98f6PFHp+oT6xpOhi20Rb3UtcNuh1tpLa0gl02JoyZpSvl5lkiMPyogbDYP0B8Nfgj8JfhRpMNr4UfUfDmlHW/IhkubmH7cLtNTCXsFtEwFz/ZuozWs1vcrHCsUtvLdNlTKXqoUpqUarqQlFSjeSqS95atrzfu90/le+WKx+CdCth44apGpKPKv9njGUJNrXRvRa/5W0PNbfy7DX9R8RWGm2zWS2niH7Teyazq2p3c9zc2100AEb3VrHeWjyLILuxSIWtxbBYnfcPn4LwzqepWPj7Q9TtfEAt7dpZXGmahcxxaRbCHTpY7SyukiR44zcXTG5iIb7VFGYoppd6bW+y7L4VeFIdO1aXT4LnxFYXyzXUF5qbvM+n6O07X0dpC0b289tpUJcBYLhWkS2iFtvJjbPhOueHfgz8Kox4+8X+LN2naYYXudMcW97BJqUsrwQaxNY2jPqCN50kc0FvtFvOtnG21RJLnnqUZP3/bQjFTvrK1lKSbsr6vXp2ve6bOjCZnhJRq0Xhqs2qEYqKo83OowSSd03H3lZtx/DU+cbA6fG2pW19caVNc2KeItZvbU6leLe3l9/atwEi0qaVIJGtjFITbpPcSyXzQzKrRzMFq1f6tpd1pemWthqep2Uvh/RYtR15r69MdjCLS6m1Dy9PiYP8AZbRNxt7SNWV5dRhuWO2OQk/SEMfwI+I1zd+KtHmsPF11rHhFbe5vYJ9Os45vDseqpqdrf3ttbEi1kXUYH/s+5hMN2kpvrN1ImO3Jh+CPweisPE0Gvax4ivrHXbJLO4huGfUZzJrMCGyawaCOJlvoXn82xV2+yQXSxxNDKxYNyzwlS7cK2HcW3dt8vu6Nc0ndauy23aZ9Dh+IcFUcPaYXHU5x9nGMVQUoqfKozUbOKSWvLe6stluYfxQNudJ+D0+nSXmraTd/DnQ10/XVt0neG7upr2FNMnuwfLU2upyJFHC10g063ZrwRssWDwsuuGbRr/StWvNQ1Gzt/DnjfTrHQvNNxFc61Dpt1ZaZqWnTzK/n6NZ6pBLcicBLWe/tmaEG6ZK971/4f/BDxl4Y+HnhbXvG/wASNF0rw5qd5e6R/wAI5pCWGvzPJZSf2hZatfWkMmlp4aK3H9oWchtpb43a3d0LhYoAB9U+Fvgb8H7rQ3tLLwtFqGjGNX86a9vpHk0zS5JrmHzro3ElxdWwmmkuUIXy5md5dv3Sk/2fVxdWq6WJoRuo3/eLlilGKfM48ztdNq6vo9LaClxDgcvw1J1sHjJ8tWrG8sKkmnVk4ctSTinOUJpSjCMVF26s+aP2H/GelaJ4E8Tvpv2bS/F83hr4manrviC5vNQ1G3ivdEhsodFuZNIt5Z4INNjtrhrm9WNIr8zw3V189s6Gqdl+1F441qG31nxNrls2qFrSbVb5fB+rTeINKsY72Q6ZY6Rq+iajptpfaFdx2emGW3v57No5gIlWeCe8aX748F+EvhB8LVCeGfD9hoNrZXWo2zvZ2bXtpFfeJo1uNR82e/L3TJrkIWEkl7edClsiRwiRD1R+EvwjOheKX8OeEPCsR8Q3C3Ospb29uYb2TSpRJFEqnzBHFY3pFwtjbCO1e6c5VgxWvSlgq9SnRpUsZTi8PS5ZcrtGUvdtL3bOT3irpNpvSx8lLiHJ4Y/G4zEZLXq08bWpujOvGnzxSdp03KStFNcsvcv0TUbXPiDQf2kfjF430HxLpHgG3vp/FWl+EfD19BrMXhvT9QutR12x8RQQ3d14la8uJP7QhvtD8nafsstzBco0MBNtCJa539tPxJr8HjTwDrCi3Mmr6NK1loV3jUPsyLcyzarPdW82EhutRnmRZJBGVgWKOKEt5eR9NX95+zv8NvE8Oktf+EfDnjrVI7a21OCxM1hIbmWMag0Gr3gWLTbYXElu1wu3bCoMdvGykmMy/Emb4Q67pem6n4t1Dw5qkUUVsbG21FraYP8Abns5HW0lieedfJF7ZLcxxTQvG0yMQQZFHJiMLCphJ0KmPpyrc9NuammouEubWLW7va12tFdXOzC5lSwubYTMMPkGIp4VxrqMI4Waq1VWoU6cZRm7wlDRuDvtKTW+v5PaT431CKPUtIE40qXV7vTbmUWdtLaSi3DzRSxGZQweKdi0U22SAiOMlZE3OaXw7rMyfEfwFEdNbT4G8f2MOn37axf3SzeF55LK10bUddWVYpLDVZZIbq4vbUrJHbGW2Cygb8/of4N+EvwG8WWmq6zaaXo+oWi3V5E8kup3qSQw2Qkl1G607TlniuvsNmYpYlvI4GkklhcRoyZNN0P4SfCb4uaT4I+Ifh/RPE89pqyxavpGrW95LqE91Fo8og0pbyDP2i1tr37LDfWAubeGWZMTy7hK8befRyuuqlJxrUZpSpyfvfFTjKLlrypXtqkn6H02I4vyzlq0p4DH0VyzpVG6EF7OrOlywi0p80bX2a0Su0uvxb+1Fc2Pgb4k+ObZrWW9u7i9h1u3uGkuI7Jxc6Pa3xu7m4jNxsUqZILZ5ASsmDGoGK8qm8SaFeeEjJd6cz6x4ibSrXTdWN7JGNDsNLW4l1W3t7f5YZZtXjkjgkumVZomSJ0XaTt/Urxn8Dhr3jK+8e+LbW3uJNYsNE8INpC22n65pWm6bpEV3GurauNmy11iczrZ6uQlzAptrOOCK3SIeZxD/Bv4HWXhW91W5l0rUfD2mNawSa3q1pb2Wn2d7FcBDpVtDFbQ29sVaWKO9jjhkuHcKlxK8jmMFfJqssRXqxxFBQnOU4wlZ8sHJWva+i0877nHgeLsLh8Jg6FTCY2pUpQoUpTpxfLKrGEVy6yjfmabcLOLd7aaHyd8F2is/iL8Op7CK6sV1DXriWW1DNMVvLrTZI5Hw2dtlPMzRyww7oGVNiL5e2vpbWfGXiObx3458PaBb2d14v0fxx4b8YaVocuoSaFfat4TvfDUVn4l0S0vrWe1i0y3tryCz1CK5iuI59Q3TRDziZUTK8CeLvgH4M8Q2UemzeH7KXRbu6hstSMVxeW0baqXs7hWv71GVhHbzBbFrWOa3t5FLO1uB57X/iP4t+CafFG4N+2p3XjP/hEbC0stR8JXk99cpZ65qC2ujCKfT7tLK51mKIm6tdIhfUbvT9PVbydoopfJPdRpUcPgYU3jcPL/AGhzk4VFonSjGME5J2fNG9nG2+h5eOxtXGZwqzybMIr6g4UXKg+bnjXhVU3GKScOX3W1JzabvpovkD43+MNT1iy0bw3puhJptxYa7NqfimLxRqs6vp2oTarJDqk9zaeXLcWtxpulzb7cQJNdavLJG80SrMpWl4Jn1jwReeI/sfi/Tdc8K6tFHZaxqOnXF1aRXFnfajZ2kTT6W8C3s91ZWd2hEdvayXQSO6GREMN9lyWvwq+I+jXWtalb6/rliL7+wtYi1i21R/FeqL4XeNbu8Wx8Phta1W/tIbtFm1CaOJFSZxOzW4wcm4tP2Lvhw763c6m0R0ud4Gtbw+JdaMRkbbI0mnWwJtpbeRZYNUF5EPIMEokCxKziFgmqkcRLF0qak4zjOUpJuPl7sYtcuvn6XNJZypYWpl6yvHVJx54zoRw/to+0fva3m5RfM1yvm21TPHf2u/tfhXxT4QsraxvbmC30mTw3Fem5sriGw02K6MgtdDtJEtEsbxi9pr13qy3YuZoP3Nvp9v5T7vheSMWsNrqd2dTbzbyawFz/AGYohiks5DHFbG7jxE9vFZuJ7qEkGIOZtjQtGR+wOueI/gT8Ztc0bTbnxv4Q1vVJEGt+Hre/1D+xYZbq5sUsLENbz6bbWhu7yMxpb2X2z7dNECJR+758a8W/An4Vajb6pokx1C51zQtGm1C40ix8TwWVjokt1cZv7vWk8v7LDd3kJS4e1sodW1OWzFulzFa25aSniculi61SpQr0ZQlrCKaabskrtOybtZX1DI+JqOVYTDYXH4DGUK1ONqtSNCcb0nOSv7yUnq0pcr32aPy50HV9T1PWrWJLe3fw/Jdz2uy1NpcswgmIimtgIjEfMkSabG7lY2UqQRn9MvDFx4bf4Vaf4V0+GO6khbUvt2oiWNp9Mkv9Fure4vYGijjNra3NvGLPFzCLhrqJ4kkMeI64DwX+zf4C0XWfsF9JZ63daeIppbiW71iy8MafPqFvDFb2sj29pp6TahfPJFBaCzjmls7oxCOWHzJzXS3nxG8A+ELAeEdJ8W6VeW+nXOow3+kwyO0wu1DaeJ7++isbQXEkCNKJ3v7iUTkEKituAvLsPLBQqSxNTDr2ycH78dHov5kt2tvlrcz4kzSjncqNHLsLjak8PKNRuNCpFa2fM1zTb1TtzWTdvi2Pz1Hgqzt7bXb7Q7W41xdBbXLvWJbvTYvsKeG9OLxQ6lAjyCaJ0/4+jHPHGy7o5oRJsdTw/kabe20n2KGS9XTtNNzBqMk0Q1CJbuMRCaLUY0AtRDbEQGTzC7biilF3Cv0V+H0Xw20W28QaV4X1q0fW/Edpf3mvJqlrBJM2jrbLFPbWF5cwxwCxitZNrWrMD5PmMEYgSVhW37P2jGd2sYNAGk2ttBqc097rMdvpcGkXG/7HDqMr+Za31s9wJIjawlna7eAgNkFc1lsakISpV8PJcr51CV1F3vo4Xfw7362t1vvDiWOGlUhjMJjIcrpqlKdJwdT3Iqekkr+9pFL7r6H5s6Vp2nmO2trO0RESAeSv2b7RckT2sluLu3JDmSaWNBAXR3eQxkuzPjH6+/BvxtBpHwS8O+NAiwHwf4JsYtVtruEPfXlt/b0OizQXuFKiZHnjkWVlcoE84q5OR80z+Dvht8P72/ml1vw7pur6rZwx2+hwaheRQC2u5mtoZVlvdz2P2dGDbSftEkTSzRv5uCnpvg3XPht4M8Iaj4LuPH3w9v8AR7hore40vWtX1e+iktdRuLc3FvB9jtIrq5WGSENaS/a2eIP54mDxq1d2WQ+pVK3PXw9qtPlu5x5VNNcnVN9nZXte2p43E+LhneGwqpYPGJUqyqK1CpzSpOKjWSaTjdaNJvXzNbxD+03YeGvip4xsf7P/ALX8N6drD6M93aajLJbz2f2W0jludNswY7b7ZZ6tbyvFdlpIBaPcQiGRnRq4H4w+O9B+LWhWlpD4o0fSH0Rry41jQ4ohNf6vot5PbC5utH1LUJdP0vV9QMVvZ3Y0iCRnaaNXBjVZTHvN8K/2ebvxdZw2niLSYoPEevqlppOieJNV1TQoUEcKXejX+syWUt1plrLcOkyzi7lvS0og8xELOvcaz8D/AIYeHNRl0658IaUZI9TW8tJ9Z8U6vc3VtpcwjK2Fqk92lrc6dLNFty6vP5Lyb3KAFepQxuIjVjPE4edKU3y8u6V/dinFppNW0f5u5486uSYKphJU8Hj6GIVJO86PJGThy88rSlrbms3FdVrZHwHFp3hGy8N2XiTTPE922qWE10dR0vU7e/0S+i1Z7h4tKt9HOly3CxNDb5vp5Lkpa3U0b2y3Ww4P1dZ3PiLRf2R/H0t7NcaJrEWh+JI9Ak01re3ZYXubO8tdTSS1Mwt7u3Fy13NEJWmmZnjkQucDb0r4F+CoJNRura68vTLu5ur/AOxrf6ZqGj6cJolaCT57d5LWCxY5t1ubjZGuDIJkBDe4aekNv4c/4Rua38JeINBlsNXtZbaK00jTdN1FddZkSN7GwtoLOOWe3Yi1ltLNEmKibzpZlXbeEwkqPt3Jwp+1oypJQ1SUrJztdvmSWjW1/JE5pnNHEfVPZ06taNHF0cRN1fd/d0uWTpq2jcndXb22tY/HGL4veI9A8AN4GtdE07VbLxhout2GsXN3JIzyavp+qf2va67vuZTZm91qF/7P1LyxtuGiSYqjgiuai0a/tF0STU4l0ZLuc6jpj+XYMi26obWWW1In2KUEjRLE0iMy/MvyuDX6XXPwa8NGxutO1DwfpHhbQ3njaKx0+6021mVbZNm2TUtV+13ep2995ME8yQywyWtx5oiYpJIg67xN8LvCWvaZ4R8G6n4X0mFYEuLuw1aKdNPSxBgh/cvLZptkt7ohFAUhgkYkLLjnmlldaoruu5yhCMYKbsnrG8fhbjdXfQ9CPFWX4ea9lg504YirUq1nSeykvj3Sk42SaV/Q/JzxNDdRx3NxAk7BLOSEW0oNzJdxTRKZbiaJdsAE0kSlUbzJolAKXJjk2jo9E/tmzsftMJvJ573TzK8unRD7X5Sxh7o2chaKKG8t87reCcgGRCF3Fc19nan8FfAlg+otBqunC9vrb7ElrceITP8A2fcymWMPY27wPP8AaZJIZxbQ3iXNtPHGzJMGTJ8PPwe8M3h+16d468UJHolh4iXU9L8jTtPiv4tQ02SxN1p8zeY155IUf2f9nERknnbcUQvtweCrQlGXtKdvdbcJ9mnbXlvuevRznAYujUUadf4NFPDz5pXjdXUXJb8qvLXe+h8/fELT77T/ABFqyXNxf38zR29473E0N19pnuAjx3E17Aiu0oiwjlo0mjn3RtFsHmHOsWv5YPtVraX6PA+0EuzOJgjAzjzAg8kyJyxwrlQRgsSfsq48M6L400qwiutYluYtEto9Nt7WLT9IsfsELWAWx0u81aVIbvVL+VoVW2WSe4kW8eSMPvKxHyKDV/A0t7L4f8P6H4rutbnMli9ksWotDYwoiyX8d/etHEZ7iCNy08cULyWjI6srLtZtnhk3FOrTTqawu9ZaXto3fz128zip5relyfUsQ5UYqNWUKaUKa93WTco20s22t79Dxp7ea4E1zLBdyXDhlnnSCNo3kdkLT4SNSDhgUZMHB3YABAn+F9pJdfFPwjY6LFLFND4iW4uttmYby4i09JY72RnQkPbxJKZpZZiHeI7Y1JTn1S08OeDNBmgsbq5uZ7qWGbWobNvEBaRrK4dVhaCIolxG0fmIXsZpGlcefsWIooHrXwvXwXFfJqGhXWktqt5EulXM32+G7vGj1SGPbZadI7LdzTQXMTxxyNbW7qgZWYMTu0w+Eiq1JuqvdnF6Pe1murdr28++hwZjnaWCxEKWFxMueFSmnKDjFc0Gr3d01Hpp1unbQ+lNXtY2i063ZYni+xamWYZCJAsjLI6IMllBLMYjktkqDtwK8XOnWyyXEdrFLBC8rGLyYjIzAW5KSRsCVjIIP7qQMwYkDd8qj0zVJIY7L7RcrIcWGp6eixsWBnZlZSMsCpiYruUqGYsxUsGC1xMbq8UF9LbNK0UiReQpaXeqsJZbiJY9jKhdpFdWDMwGxcuxUfVpp7H5Fs2uq3+65xb21/Befagn2qS0MM3mTwq0kcMg/eyXcM2wrLbNyAJMR4Dl8JuPrUvhue4t9I1SSb+27yXTX0+9nefbeG6mIvre7OGLXNs1vII4NokSNYQhzG2apNZSTiaS1mmDahBG0G2RVjPkLujjlX5sxpCCzQyiOQgtGyKwVjraZaub+1tLTU7aK7tCwtZnmjtP9IkBgaW3VlkjjhhyY8E4EZOV3AFbj8S+f5ETbtZfP8P81t/mR2Xg99autKsbd73yjLHdXOqxYVbeIjy/KmaB2MgZ3xCoCJKofzVAGAV7h4f8Px+GreC1EjPeXaK94beOMxSvFG+TGAwLRIz5i2gCVd7Z3FQSuhKzs79NvVf16nK5vofaWvfBT4m6N41tPEcvgu5t/s+sab/Zj6bqgh09ora2tDZXlxbebsuDHMk18nnQiZZJCpZFMmfWPil8G7oeM/H2sWmpnTtM8Qz6h4ggKrNPPZ6hqNsWm8xZIzbCC7aWf/VyBoCRvMwZPL8j+LnjL4g3v7LGr+KNZ8Sa7ba38Pte8D6zG0AuIdQurC8jn0OG3e7IcRW8wuBfSM0bAta7LniZSPFv2fviz8WvHHjbwrP4u8W+Kr7wlrWrTXEEcqIhWVNMZ7mWaRMI+mNfJ5KWYiCweXP5TqeD+N4enhlhqahTrqlXdKvH2kourFyi4uL5Yxtq7crvqnbSx/XGKxmcvHT/ANowKrZfCrg6lTDqU6WIgp0KsWlOUulNOLW/NZ2TaPbdf+GOrXngvwLbwzi4udG0zXdA1SeJZYzcac2o3F5brFEP+Pu3WW8uGhMmczNK6CIyfN/DN8QNPvNIg0Gyvbc282h638VvB0irC1vEh8MfEvXoIEhiYI0cX2a5jZFCABSDj5sD+37U/Euoa8bXUZ9TuNN0628QarcWmkwXl9C8iQ38VvDBnYJY7W1xPeS280rFmmjUExAIP4yv2ptN1LTPiR8W9JvpC03hP9qz486M+2RXjtrbW73T/EunwoqsSEFvdbgi5UY+UqBgfZ8AV4zx+Y06SapywtF++3d+zlCDa0/v2e9rM+P4+w2MpZblk8XUpVaixleUvYxUVB4un7V09NHrHmvbRWV9z5XnuCZCu9QCSE4xlTwoJYDcMHjggnGDzWZ9ocZXkbckKT97cP4ZBkkHO0ADA7d6J24aSToHzgcBgx4ZVxkAgA4OW5J9cZU0xYltu1fmC8hlXbuC5Y8sSeFfHHHAr9bjFRUdFzdX16X1+5b+l3v+VVElFO2re9nqrab/AKGuLqNAWBAfbggsQ0aEgcjOC2QQPm6d8io5LsFQwbJY4G4jLjaAU244ZRk7gflzg8Vho4YLnhVGPmOcEkt94dfXac4Ck1K7AZO5R5TqMHO35s8Dcck7hheDw3GMDGm34b/1uYn9FX/BvRrxuPix8cPDLrEtrffDW6vrhn3eYl9o/i/QJ7KSIrhQGh1XUFuFb+Fkwc8V/R7478K3viG0mg0u9lSKPxdpImjLbTFZrJaSXE7J5ZLzCYL9kZcMR5YbaFzX8q3/AAQD1m4i/ax8W6JHP5Saz8OfH0M6cCSRoLPRNXSKNQWOHbTzu3K21dzDopX+sTUdH1fUNZ13w5MUtZLhotYutVVLqJbKSWyjubGTdayhhe2lxbA22xz5oH7wbA4rx8wd6yvr+7S1v0ei9LWSXbsefP3Kr5V9q6SXlZ6ba9+m1rM/Pz9sKS8g8b6ffwabe6JY6YLmO2vHttzvrsVvpQsFSV3WMK8a2wKoGlmvIHiyzjJ4v4vaD4t1rVLK/sZ7jVYrPQ/D0VvZqjP5d1NZNJqepPGdkZurq983zpWBBYBHOUGPXP2m/Fel21/eQ+ItDnurS3eGC7ewje+YatFq0ttf6/NDKXJitoWgup5LdFlhhMzQY27jyt7490m58LarbaBoP/CTXtrpuiaLocmmS3InuNS1QQRRPfvdRpbQ6dpcksk08qzy+XHIjKROXUfm2acjxWKoSqyh7SpCS5br39ElZd10vZu225+tcP1cRHLsqrwwsan1eFWm6j5UmpThdynJ3XK7pX2ukkz5b+G9nJrPi28s7/T9VuJ9DRnslCT2llHqayvLM7XMgZH+z2kJn88SLHIm4kbBg9B+0boM2t+J4tW0iJNd+22Hh++/0LF0RPq1nDBZG1GyRnE0UluY5JPLjblwFOa9o+JXxB0X4c+K7/wjpfg3T1/sjQ9Nn1DUMq0N8t/YRzNDK0O2S1t3t/PjNztaUoCJGZHdB4t4X/akvtV168WX4S+H9K0K98u78OSW188Ora14e0rVY9BfWrwJbkQ2NpIr29igUwPJAWhkVAVHlwoUFRnhfa1JShXvKfK1q3rq1bRK192/vPdq47FV8XSzGOFhCMsOo0qaqxV1K2rXL8UuV3SfWz88n4J+HPEOn/Evwt4f1GGCxsbLVLmO4tJYxJHew6fpc95qquYJH828S8gaQeWyPaXESAfKpx7d+05FqEXjPwbrOn2niKKDQrLxRpAPhWFrvWb2y8QeFmhg1G0WExhjHftbsLwB59H86a5R2lGF+gPGGraX4P8A+Eku9E0Cx1OLw9oH2qBLzVbbT3lu9TjsL+/1SIIBcm1/4R68vboN5iz3FxG8G1llwev0TXrKPwjoWvXN5p1rcLbadPdzTypcTrptxcw6ZDe2wVWKRXU8sMMlwDGFeR2KNEpB7aFGFOmqMavM1VjVbl0TSjazvfvtbW3keHjcTWxFaOMqYf2cXD2UYxdv3i15pJd29L+rPyZ/ZZ8d/ELwx4Vsr7xH4u8dfbpblPA07eLbXUrCyvNQ1Ca/S20ifVbgRQX10Y9Wn1AwTIpg1GMyOq2kQmHTfFGPRviHbeKdA1HUPPEiM9+dPmiuPKjiWO7gi8wKYblbmzMX2G5AkRhKjwnaA1fYPxL8eXfhrxprXhSbStBvdMsdX+12VpcLagG0nluI7a8RwnnQ69PHNM0s8vnT+RKzBo7ZgpqaP8RdF1LXNB0WLwlpLR3PiHSbCe/vp9P022soYZY45LmVtnlotrbSfuZ5JCi+UsMimJY1PFWeHr1PZ+3cJwqL3fZ3SkuVa2dmrrXS1n3Vz2sJDG0aMcQsuUoVcOpc8a0FeDSk3K65k1Ha19ey3+Evhhb2ulWUWn+D9B8YaBPaz3drM15ocxs/EOlTiAQNd6raW8JfTtLurW6uPICPmR55/P8ALDRn640tPEEU0Wg3Hi23g0/UfCs3kXEVne291BpGrWdp4k0+K5k2yXM9xJfRlbMvEr29nFEUkiAcj6U1rxh4o8Dy3mhXOi6H4njkuPPt9V0o22jJb6VqerX8Wn6Q1rGyWklytnaJbSak/wC7uJGzcJBHNFu8uf476BrGuWz+IPAJs9Y0HUJrCK5N3o13eRWy2q2saHZ8t1eOZ762t7GJzbfuPMedN8Ma4Yl4dTjQlX5Z3jzRcHCLSaTV1da9Fe3W52YGOY16X1ijls61BqUlUhiKcpRk0nGXJKKdk9935XZkv4YfSLWK+1+y8TzyeKdDm0zw1bWVot/YWEyWV1HLrM9xaaklva3Bs4HuII7608tIftFnbLIwace0atriap4L8d2fhnVdXg03wzF8OtWkj1cyWsMjaReaZps1pbyx3bI9rr9vHqN0bNrlrZ0a2t40ZnkC+lXup2uleGby+1aSz1PQ5NIsLq0s7Cz8u81GDXZHe7s4og/ltaWtrLcrdyxNIV2PbmNG/e1xng3xv4A8WQ+INJm0Y6ZoVpFoD65pUOlyalZXuix6YmqaRLdvPeo8VrYpaySNb3EUUdtDEjhpgVVqdKlQlyKsoKpB7xalKDUkpJq2l2m93ZLdo5IY3FYun7WWAqVfq1aN5RcXT5o1IXg4WTU+SMo2svem2r7njut2fjTwxot3ea/qmpWWleOtO/4l0Gp217qNhZW7SLJZ7d1wy2dxFp80FxaIJFvR5sRjNvApI9R+HnxQ1LT/AB/4O8AaX8TJNQ8A2uu6NeQtqOjk6/dtdadNaR28oFtbzQ6cdXvYLaJJZruG0S5triaaQMZV6nQPHXwz8ST3nheDT4LbSPE+v3CRSXv2u80jWo9VvtPsI7q6tvtuyC4vbdbdLKC3UxwNBFFDi3jCqmmX3wO8Va7AsWgyR301/caTNq62V0LgnRtQ8uzuQkUiP9hEljFPaywBIre2j8oFNrLTo+whUpzpYukoc9kpymnPls5K+1n3s7WuleyNMZWrYjD1qGLyfEuoqdRxlRo0ZKm6keWFXWLcZwd4csZPWN2j5I/aE8NLpfx18f3F45ZNZ1xdV08SwE2k9hLptrb/AGmzkEsglgW486K1to4kWTyZ53MBZi3nWrXlhDoWn2YS2hnjmurpbtCtvczvLGoitblI3At7ZpI4vsqzBTwpZz94fevxW8c+C7m70B3htdbmuoNQgjvxYNcX1lBf3EcmoQQRyNAyyCG0iELI4ijV5HjIWa4Z9rSLf4c+LvCur+MNW8P6fZWcv2+xvon8M2uuRXVn4eaK4uzJbWtpOscKMbTzLTDSymFXLeWzIfOlgqNbF4iNLFwb551GveajGT5mtN1G9r/J7Ht4XiPEYHKsu+u5RinCjSoYSMk401KVOKpwtGUOaLlGOuiSlptY8Y/Zn0y38beCfifBAiWdzYfDGbSbPV9OjDa3ZNrEWurNfWNwxSdZ2TIDW0tu9whhjMqHEy/G2hm48BeHPAvgrStT17Txp9jbN5NlqWpWdtqlsjzWFteWGkw3IuoLl7tWS9Nxc3kkt6zxFwIsv91+EP2gvAnw81LVdE/sDWNU0R9UuzZ6rp8FklvqUd3Gy6dqt7Hexx6gylYI7SzV1a2tbV0WHTkiVnHuf/COfDDxt4m0XTXg8H22oadf38fgaPUNLupRPa6gw12fUVvLKxFkn2jUJ7qV47y4SSG8tpZlWGJ4JT106FHFUqdKjjoKpSUVVun8XOmrK6+yrdd0vM8etmOKy7H4zH4vJ8QsJi+Wth7xjO1NUowfNpJX9o1JtpNX27fLPiaPxTB4O8O+J/DcPisae/hzVNF8UXJumii0q+sp4rdlCWs4uVgu4L/yzc3jLNLeFwjIEY1ykk72f7H99fWNvq1ykfxEu5LvTEnX7JqRi1Wxt4YzHev5Ol3tzNcxXAw8eDZvI77JiD+kV34m0TV7C78G6lqfhq2ltNUtZdQK6VpsJ+2XNoJbW6dLy1dob1rSNZ5mu0h2KIZn2KwMnhninw34CtfDnjz4bDVfCkHhZbD7Rr8GpXEL6ZoEl/dpI8KS28kK2upXd/Fa3EdzITNBO8sCJNujiPRVwMYTqzpYpOEsLOjabUeWcnT1Wy5VyS1bum2rbnmU+JPbwwkKuWVOahmeHxfNSXPz4WlKVozk4xTqNSurOKfKrpH5AXBsZ9Qa91CYWdvBbSyQNNbsfssEqObp55n3hIoGAaWOHJubhOQwRHrfvtG0f/QtZs78fbLC1hs4ptPvru2uBavDHJ56XEbRSSSyosaXTphomRlUhPmr61ufhH4G8TaM8Hg2wttY1bTvGGm6XHfxeKNStdKm+y2ElxeWcYe3R57a8tIprnyJ4YS0UX7q6gRFJ9d1v4cfCHRPBmu+KPEfhfw/d6HZaM97HdFZbS2ub0xLaRWfmWNzaXMl1f6iIrMyrOs17ISm0mTdJ5tPJ5xjOTq0HDmhNT1abtv20tZvl0Xfc+qxXG+Xc9JQw2MlVv7J0ZQpuUdYJQcXPmvO/wAL7SvY534M6fP4d+DWs6s1nda7dx+EPGFxDBb6hdaXcxadeWlhE+lyavbmG/S+a1s4Z55rd/tU6OiefJOXr4NivNRukuNY1LwjqV7pMbX76paQpfHzNVt/Olfy5kYXdwySTqJLQqWkktwt3NJLPPu/TLwra6jYeBNHvfDGk+HNP0a7WznXTGuxJp9ncajYQJq1rfTXt28sKw3dvLbx6bdym5VmeK3TyihfHHw+uR4S1bSPC91LpttqFzeX1lqGla4sl7pOoXhhjuJbfzb24axiuFgRG064tZg1upeOOMytJXq1cK6sKMZVLRpUuRcrjKMpXVpLVvlaWzt0R8jg89hg8TmVephajeLxMat5xnGVKCSjKE4x0jNJWWuu68vy8gt59eV47KUQeZJIbV3jmUxxQrCrtc6gIrt7i7nuCqssUUa2pna2dnVfMr6D8HS3j+M9E0y+uNNl0nSdF1S9jtItOismu9WPhm6gu/JlEVuL++nmlljku7i6SIWcERt8QRLXtc/w70rQ9LnsW8Q6pcrcC0im/tWTS1EdvJJdWzXELLaWU+ni5uBJ9oWxlV7po4I7mMpDFIsD2nhqQ6JBFJqOs674dtIdKmnjvbi7uLRr7Tr3SLGXWtLs0kWAR6XK8enyz26gxQBzcS7ucqGAdKStVW8dL8qst0lou3pb7+zG8RYbG052w9SUY06sVOVOcnFySs1KUXyptNf1r8G2uqTaJruoajY+ItS0zXLySDSp54dXv3urvT7CK6nsbSySSVrUT2p8xw0MYRohLJ5jskTDno45LeaOd9VkR7q91KTzpNOS+u5rq4ie9jjskBAvbmDMjpE4uTcKFVWBLMPtDUvhlpct7PPeaDGuq6pZxxW9xfxahp80rxssD3cNnBdJBvuvMji2yFUFuDG4yzOte++HukaNd27TaRGZLeebUtNvE0q4uRY3iTTW5hiinuFtY7WGER2zrEZjNvnfjcprlnk9ecr1KtPl5nJRd5JXfra+19XqlvZHbS4vwFGMFDD1lV5KcJv2cVflS0vyq6TvJXa1emp8ZzB7+0FzMIyrxXEiSSWktviynysS3EBPm200sEkrSiQExSGSMYXaD9WfDnwpf6r8G9N0iOOS5/tCG/ggvILye3u9HgsNQlvLOeMpIQ6NOiKq3S7ZYJHQBXK46G38C+DfHVjDrNpol7ZTM0+m3NjawXsVtHc6f50N2sSGO2a3SIqbqaK7iDpGyyOfI2s218NbG++HGm21lFN9utZZ9QvDqKFxA8U0qQQF7VPO+wwsU22o2sLom58kbQJK7svy6pg5ylUcXSqU3H3H/M4206X5dPlqeFxBxFh80wlKGGjUjiaGKpVXGcOTRRcWlJPWzd2rW7WsfBsukymTU31RFka3u380zm4mlhmSaQyRo+Xcop3eR5xLbmAUrg1gRXVnJILKa3ltfEEthPdReH78/ZdVNtYJvdGSU+SskOAsrb/KYO0cLSMHFfYnir4Z2kV1qYsbzUEOr3K6rcyW9jez2FrfNJO1xKt4u8RQSh1dS3yQyo0SEblByovg9p8c82raj4ivre7WOzvLOeS2t57gIsqDy7gm2EcsS3JkmtImkLyM589TI5I5XlmIc9FdN3UubRptJXT9V83rfp6EOJMv9inOtKEuWMXBQk3zckW9I3utbvf73Y8CsdM1C40qYx2tlFb3EkFzPLdW9pZalp1wk2cxalNNC6QWdxIEne1Oy5iQS7W8nFfor458NeJPEPw90KytbeSx1n/hH9LtVttQ1GK/a2uJdPiiS+GtoZVuoXkUzQXEQkSYttRQG3jwuPwK8Or32oJrmiaoZIlk09fF3g6CSzt7lwslvNcWOmzRZudNlSWaOK1ljS9aRluflcrXu+m6lL4f8G22hq9nrE2ieHrGw07VJ4o9MN40DzzQwQxzyStbwxPcC0tIY3Bt7O3iRmZsV9Bl+Gnh6NanVTTk1yPmW9u6ad3s9Ld+p8TxDmVHF1cHPC1IVHSnKT5oSu4tJtNSW3utON+rPipPiZf6beXOneM7PWYBaW8XhzVF01IbO1v7C1aW0e4RJbaWz1Ga7ghhgtrx7iOLdEpaOV1+alY+L9JXUdIivvHul6DFJ4v0DxLbLqVrd6pB4R1bw9puqWHh1pbi2e2utfsNKtbz7Le2EnlaTcX1zI01nJFHGyQXPwt8dw/2nHaeK7fVdNfzFE95qMksH2u9uZd9vLpk9xOtpbeZn/j18woiC48tbhSDjP8AB7xx9g1HT7HTPCuoqyPHPEb4K8GrLJGYdSsbm4t97o4MkbxKViXYyExSBCPPtjoy/h1pe9de4uWyae6nd3XotXZpb/TQlw9UoR58XhoOcIKpBT5fe5UnaNSm+W0rrbVWd0bni743eItftvM0zSvDl6tq9vpsK6LpF7ZaZr91awFZb62tbp7tLc37BGFqyQvBaq3lrO5LV9O+AvFaeOvgtpviGad9CvtMsPEWmT6jNet5+lXumWs1tZT/AG9fJkjgdg88Fu37825bCAqGr5Ps/g78QblbOLytH019BvDHConayglmlge5j1FJYVZbjbNi0Xzts8caoVTyS4r1T4UaD4p8L2uo6b42061j8J21reSWWjvJG+pTa/JbM9vc2MwglsUt5ZUdpbm4kS4VtkkMcpDMvVg54mEpuuprnpuKctIwlCzu2762Tj13+7x84oZNPB01l9XDOrha1Kr7k1KdSL92UbKK+K8XZLa9l2+XNU8Y+MYlu5/EX9rrqd9pqKmiyPNFpuo2kF1LaQXMWnTtHNbXdhPcyTWWoqwlgSRZhEXlJrhoLjUS2km00+607zJXhVftb3bQLkyShJW2rCsAV3MhjZHQ5bzGxt91+IkPi/xlr82qv4Hn8Nz2vhazthpiTRarc+IbOwuRcX975tjut3vrS8nRRm5jubu2iheIFUaFeBjsdWNlJquiBbnTrGza6julM8RvpJIVP2a3iubNbk3b/vIXszFJKkkMkYjkA4xlSqJz0nUinu10sls+nzPbwmYYP2NJ8+HpTlGHPGMoqzsrLtq1ZXOEuNT8W6TBdGK6vrV9U1nybuytzb6hJqkStEba8BaLCXEStIrpAYpXSZsO4XcPPrHUJdL1eDU4ZXluItXu9VSKO6/syW4luEWC/O6MSFHCeUtyk6yhsspBzuHqWtxT6e93Lr0F1BZWcttc2MK2M88PkXsLvDLcRW0D3Omzq5kKpMEkldMqg+5XlkMer2PiiKGPw9qGsW1vPdHWXttKuEhP2mTUHjuktRboBerbJBYNcu6on7uWSB9u18eSfutRqXXLyqztGzStotD0IV8NOE3GpR5XFt2lTtKyW7Ukpelraddnc8VyWmk+P0ubu6sbOPUPBmnSWtpdx3b3MMOoebJNHZ3jh45YGn81rTfsETPuWOMxso2vh+WfxHYPpLxyW2myWmrQypLcPcbrKZXjjmZZCVlkQmN51Rxt5kRgzGud8X+HL5tT0OKPT9a1Aax4dN/d6vf+TqaXFnHqEkSQNHZqH0w6ZFeW9rHDsRmWGe4nMbMQ/pXwX+C2q6zruma5cvf+FdNtNV8iY6nBNp093EAsbizsrpl8+zuZQIfPkXynXftACZboowqfWo2i2lKLd9FZtf1bqeNi8RgaOU1OfE03OdGokk1N+095RXLq0tNH5padfsjxStzdR6WtrapKTMszBJYo1M1xJbtNEUuisB8g5mJGEaGMSRDdxVOy1Sys59PtZ4dXl85z81qifZIpoJsW8kl0Y2iEVwSv2VgyrI0ZZ8BdrbFxcnUNNntZIEM2m6jbxKJ/lFwl0ZLdijxrzELi2jHktKwTzdqhkOaboi/YtRFm+nmO9Ibda3MRA3w7HDYaKFY3jO57bzPMjJYA70yK+upK8Yrbmat87I/FZJqUrq2q6eSX6HWR6DpTXF8985s7CFrqea/Kx26fbZGRYUkhgUtiRGdZzb5glbcQRGcVhf2dBp2u6WZYZntnJM6x+W0Ysiqi4mhLgmSPzYomjYOsq7yhQoUFbepXFrbXdnqVhDcI1rtTWYLyBWtbxHEkV3A5UyIrCJzJHLtUZjLRnirfh7w6fEd/PKl7fJDp1wtql5Zqx0+W0nBlCwOqmRXjCFHiaFTJEArJljjVJqSX9bXZzyd27bf8N/keuXFwk72z2YjmiZljjMbgPHsj/cyMFwEQjadq4BV84c5wVQhTT9MvVtLOG4jhOoMiMUClnVAwKIy42YZJ4SAADlcAKMlb3f8AV/L/ACM+Vdv6/r+rH6d/H34w6x4G8X3/AIE13S/Bt74V8Ra5F4RsWuNJ+1Zu9JhtyINQs7lJLe7mkSezuWguIZLaOENdRArsrxc65pFpr/hvU9M0WztjqulWU0V3psUNjbGfUEu1mvNP063QWlvZliIVjgRI0bzDgOxNew/E6b9m34zfEHXpPFngLxsuvaHHqHirQta0/wATtpdtfX+haHpl1qRu7RGb+y9Qa00tbaBCJ47iK3RWbdMRXmvjiH4Gz3fhS3lk+IXh2fQdM8KeG9Pg0u/srjTNOji1F2jl1qaSFpbr7RLeGS9ljaN5Ldd22Iqit+NYpyn7SWHzChVpuv8Auac5ThyqE3eN5U17yT933eVtpqR/WWSYejCNCjjMjzGjWhg6DxkvZRacp0ISVVRp16rnCc1NN3hKPJNcjei8wtLKxtG1C4Ooi+bRtcm1Kaz80mLi3DTw3krKIYbRkH7yQksu5CofIcfyV/8ABQ60sk/aZ/awNhYR6ZZT/H3wL4tt7SCWSeHf4x+FFh/aVwrzM2xb3ULJpJAu6CR1YRYXp/X7qU/wm8M6z8Q/C+la94ok1HXn8O2t2dT0aGTR9Nu/DOozWl5qeianBcM9yniG1MZa3UgLb8uyoSlfyuf8FTPCKaT+0f8AG6XRoA8OufD34CeN/s9u8k8qnRLnxP4S1S+fcilR5UMUjOPkjitzztYtX2HAk+TM1SlKnzSwdeDcZJycozpyTd0lok1a2nnY+b42w8Z5bVr06OLpwWKw06TrxqKPsZw5dIzfuy56lrbNRumfkjqENvHptte/bR9uuNQvIP7LSCQNa2FrFB5OoTT8REXdzLLBDAuXVYGlcqrIDzsrlTzvBxkKwyo+U4YHHJzy3OBznoTV+6lSRcZOcqUdQ2794DkK2CdoJ+83OSVzgGs9lV1+Q42rg7mYkD7y7j0zk5yp+bO3ABFfrSnJNy37Jp6czi9Pv/XqfkidiKJmXn5icnLsQeuP3hGc5boMDI47KczGcH7zEFHPHA6cja/TcQMjIOc9CazmfCtG3RSGyyDao+6CNpyWz82ckfN0JyS1ZQFZWJeQKWwGUbCu7B6ngggnPK8kYNWqrf2VvZet0vvs3+jaIkuZel/nt/l+J+tP/BEnxHPo3/BQj4Z2ttLtj1mXXNKmVdpM0OoeDPEiFF3cNl7WJcuSFbt8wNf2y6xI6a5cXYTyWXTxfajtljYSQxStbw+chyzeUMwKyqzfvGxgE5/gp/4JVa23hz9v79n3UFmaMS+PfDtqXLLGSL+5uNFlyQcqDHqxB6h8DALcV/e2bN5dTuJLpDFLe+F5rSWIg7pBaaql28sRHzRJIgDRzAB23AlVPFcOZQfNSl3jJPXpeLTt6vQ8qvGSrSvdLlvbs3K2t7W2V1tbqfE/7WGlSQajpV7FYWMFvqs95dkwNcss6LJaNI8ttGn7m6LtKMiQ+cHUllCmMeTfDTRLO9s9JvrjV59Pk07W4tTMlstsbRUSaVILdVv2wqeXFEkxLN5kxclWGVr6o/aVsLfV9D8DaqLsQW0CeJ7edSxDJLKLb7OzuoBZklt5FbcEAkJKngmvz+8HyJ4v8B+OdIs4r+7u7TU7zxnpNxBK2nxWFtpFsk0t1czTo0MVrPcI0VvBORGZ45GHzZavzfNoRp5lOXLze4pqPdqKb18mtfTY/SeHK1aeSQpRq+z5cR7OTsnaNWoot2utktfv03PVfjV8Jb74i63H4r0y6kjXUdC0/wAP6nBFBaabc6hFYyXvn3KzTXJumEEc6QCG5sooZIFMahonRq+NdN/Za/aB0/4l+KPGviPxL4A1PR9f+HmkeCfDGh6Bb3nh2DQhp0soMsVsbSe0S81G08u81aa1lVJdQElwkaBwzanw78Y+KPH3ifXbOCbxXca1HJa2c0ni0+dBeavJdLBq5afTWSzs9Ju5Yw8F5dWsnmWEVuBIc16Z8XR488J3Xhnw5qWqSxrpGl3M1xdXV0hx4mOoTzaqLOdDAwtbMXdvptmQjp5CqgfcpQedUqKmqlT2baqP30ndtzUU2mtd99u7PpcLhqzqYbDU8ZQlKm17KM4rSME3HmSk279L/f0PXbjwWjX8d9411ya8e08OaRo2l2VnYQXn2t7DRbbSWl1EO8cl5BcbJpAIwjrGRcSS5RErtvA3hS3s/BWs6IupaPHPrWj2VvPqX9n39ybC20nWV1aMOxkitWtra0W5hW3tEj2SSWsjNMiMq/BesXsrQXqW0jXmoBo47ZrTVpzLYJdxPJKJbh5P3cdthZBGsSPKZSFAQE17Nr/xB8QeCn+HVro96tw3/CJ6FNr+lvNG1teaeUuSs9xIWjlhnEPWZGDyqqhyVCkc9DF01OdSceVJRjfm5m3NpXSS1druy6rc6sXkmOqRpUqeIhVq1XOfL7PkgnSip6dk20nfbXvr2nxl8FeK9e+KNn4g8K6Rfait5oNrqjq8Fqum2ayXMdlKbuWS4iufOnNta7WRZjDBPLESE3A6Enwg8YzRiaVrR5BNHdW9vB5cLyOVikmliWfHnbLk5SD96WEe9RtLLXi/i745eKfEXjh/ENvNc6Pp0Nklp4d06D7PLbx6ZFYQ3ckWpeSyxys2oI0klu2RM4UyOWjxX19cfF+bQtJ+HF1d6bpUkXiPw1HquqNJAJriOea+kgJtA6sqJ9mjbekex1Mu1SQSRhL6jUeIrNVo/vIys7QV5cqulq7Nt7y79EjrkuIcHQy3CQeDqc9B0/eTetOKm1J3STUXbRNrTZpnGfEnw7498SXWgtNpet20tvaRRK9lp8oWW/mi+z3Mt9bKJI7uWT7MlxaRxT/ZI43MaRpLPXh/iHwBq3hK21LVtb0rXEt9LvZrGPULXw1qdxNqt/dw2tukFpaQW5a5himuV+1GCNi2XuYyltbTFfoO7/aC8U6dreiXJtbe50hZ9V82yuylo08M2pNLZSxG0ZTbXFpZxxRW7AEEl2BYsRXt/iv4veHIfBfgLxre6ZeW8eq6xqtrfwJK13d6ZcWFrJdRS6ZHczRRyfbWEdvM0pIijk8xl8xcVhOngMQqtWeIqqdJKTdSHMkvdV1K/Ryta23nv1UsfnmWrC4ZZdhakK7dOCw9TWU5SlLVNJKTtfs116F/w14EufEnwMj8HPd2F7rul+E3j0y5R1mFtekm7ewhJfy5GSCZYnYu0gkJSJPkNfK0fgvx9pPhLWms9+hx6tpTaT4j8qDyNX8SeGJxJo6+G9MmSUn/AISQanfaamk2lzHNMNMOqvbM8sAQ+hW37TWsS3c0lhpOn6ZpVys/2eyntbm4uLNZCoN29xbyRRStMVUFAu1Aw8syCLJ72H416pf6P4plGhadLfaXHocuivcwKkU9xc291/aTyxyup3lonn08RPFLGkijLuwBdWplmNdO1Wpz0qLp+5zRuoqOrVmpPu9L6J9DloYbibK/rFWeBws6eKxixKhUqwcqc6jiraXS961k9tWuhx/wp+Emo6L4q8N6P4k0e6sR4csbfWLzW5LmM6W7Pb21vpFlYqJGaTVLbUrpV+xRxi4RYy0+2U714jVPBvinwJq1zp17p15aGwvtQt5dRhtnvF1W1tzNNJPZyortNbSCTCGM4eVWRi/IPpc/x7s9X0LQ7CDSjo+v6b4iR9RjW3Wazl02GyeR7yJ+JIbu6upI0Xaz3EBOPOB+Y9B4a/aKsL7UrbRPEnhu4uNTXVrXToLrTmjuoY7eVUKXV150MLRosbvHLa2v2iZHQLKwcsVydPKqkaNCGIlTbqNxnFX3UYqL1b0S0d7u67tnR7fiilKtiquVQrwVLlqUac4pL2cp/v4ycmpRlJ1L/wBxtrofOvjPw74j0XUfDup6zoGt6SLf7QsWtXs62WnadZ3djDPLFLBHcGC7tb2eCO1k8yKOWziQsAiSsD9Nfs23f9tzC80B5r3SrLwv4v8AtPh251iCDTtW17xN4j0e2k15LQbvtEC6fo1/pmlXDnY1uL2dCDcbU3vFHxb+GaeMrzwVr1pC1siw6ff3N1osktgmo3MMdz/Zt+kqEBG8+FAxj2MzLK07RlttCb4k+BPA+vaVYWMGi6O+rBbXVT4Y1CxF1pK2Bu4LWGawt4/s10nkfM9ujIkF9O6Qq7XAkOuHw+AwmIq1I5hTqJOdCUJRanGd7dHe6d90jixmOzjNMvo0pZJiKU6ihiYVItTpSp/HDlUnzOTTTfvWTdlo9PibX9LEfiu7TV7z+zF0rxBaR30TTotzCNLurq1ms7jbs8m3kt9yPKHUBkkUEtMK+qv2b9Agu/E6aPdapf6bptu8Hit4rdLZ4xEL5rWJop2lle5t9XtV062mdlWUaPar5zS+Sszet3umfDzx1pOt6pqNr4WvtFinhvNc1ZmtEudR1izKLbtrFz5FtcpdQu32S6sLh4I1my6syyrMcvQfGPgPwNfHTdL1qw07VIdTeOTfoqanq2o6dprO0d5c3GnW7w6d4fSNDexxebJJ9hht7qZkM2DWFwMMJifrEsVRlTqXnTT5k5Jytu3bRrdPdM5sx4grZnllXAU8ux0cVCHsKnuKXJO0G21pON07xVtmHjz4fSeM/id8RdBXVbrQ7O80DwUs2uNBY6npWr2trqepWWt2xs5RJPeXFje3emiW+uopI5L1LO3lSa1gRB8d/Fa7Y2niDwx4b0T+1Nc1LWvBGmeG9R03w82m6XosPha3hsr661S01SaCbUpdNgvbiW91ZrRIr64062vYpLi3muJYv0J1b4hfD68lsYrvxj4TK6zYjV7Qw3ixtDZ+H7uPWFMmoeSJNLY6nHHqNtb3UiXc8ke+BHAZq5bT/EHh7xpa2/ibw/qOlanpvheSfUHmiKWs+nz6/fX+i2kF1ZyK91qCyvd3kosxv/0l4Xi/0VSkHXiKFLEJwVWEHK7tzLXVSbd5aLb8/M8PBZhjMDCjPFYHEyo0vZRjelOCUo8sYylJxvOUrW5Wlr1utPlv9kg39vZeIb6z1xdb0h/iTY6DruhDTJr2fT5r2wjnn1P+1wYIoZjKjPJb2VnNYW0c8hidQjxrQ+Mmo+M9S0RZdasNPk+H9/cfDWK5kuZ7K3vPDwkubg+HrnVPDi3V1b3rT3cieTf2qx6jc3VrJNKHkRdv0B4Mg0v4Xa54ji8L+IZ783F3eQXXhTUrmBdHbUkju1vLq7toYIroZnuDBNeXMscjG6MTSy7kQcf8QvhvD478S+INT8QWeq2Wk6XoWieD9M03SruDSoJbLQpLbxE2pXSCRV1Gzg1R5LfTY7mKW+01hbT27ACXOk8JzYCFGM480Ycl41Eo2jZJyaurd11aa0Kp5hThnU8wrUJQozlCf73DzlJWVO3LFpNT1b5uiSPnyCLxJ4Kj8SXlpeXyQN/pgsrjV9On08GdpdKbxG2nhrq1tYokspzZTeQ+pI62skElssKzS+gfDSe/1Ky8Btelb3TvEXiTWI9eh05W1i6TU/DdnJqNprBv45ILW0kRmWynlmtrp3EErMvzy13d38I/A7hbmzbULKJbWG6sdQ0jU7h/sdx+8sppYL+Mv518Vmm0+9ikUxos1x5sC5jIreAfhI3w78SRaz/wlGr69Z20+oXyaTcwPPY6Quo2sSyWjTXKm8id2thcvcSssspMtureSyqeHCYKvTq025RlFWu1NtJJxd7NLlTtsevj87yvE4XEJRnGq78qqYZxlOTVrcyb9+zvFySs9Xa6PlP493HjC88Xt4ujVbHRYLZ7Gxg00Ga6sr3+2rj7FFbBiUMN1azNHdXkpjjjmMf2dsO7j5outS8WCfUbmz1TVNLudZW5t9W1Nr6MTzQ3EMcN1btJauoblIraGX7V5UaQ7I3VJgT9/wDxK8Kr4v0ezs7hLWeQand3urS2+srGFSG8MwLafs227PB89vuaOO1dIFjibzd6/LHxV+DGqaT4b8U6vpM9jNY6N4VRo4bi6aW9nLX9mljHptnEZojcxS3joZVcm+llRXjMcce0r4erOc5Ru7NpWmknt9999POwsnzTBPD0KNdRhJLl5ZQ0aUlvJxbu7/d968rv9Q1eGO0Z9f8AEVpDDHptpouoR6i0trHFbGLUJrqeeSadY4oboRmGZFZp4pZ2KoB+87H4f/EK7i8RXOjatqF/4o0K/wDDvjnV7J7a9uV060XS9GtdanFvLqV9HbXst/ILiG1Nmd9pMZYoUhiM0zaOn/Ar4lWvhvXNPutK1S01HSBpk3h+3tYNFudLSS7cLI+qXF5qK3VzClp5ZcWI81GiMbszMqjU+G3w28Q6J4h1LwXrfw5lPhXxl4U1qzufGkeoWV8fh1pd5p91pclkunwAErr7X9pJZnTVlvb2C0lhvxYCMyOsLh8ZDEQbhVUEmm3KTS9zq9FdPr0+Z05njcnqYHEKM8LKo4x5Yw9nzq0oNyi7KTcbOSSle0dNdHwngz9o7xLpMHivRf7UvbK71LWjqOm+HdNv9Rtf7IkkZ7SG8uNSsrUwQLPJDBZvZySXOoXuoxyrMtpbbJZ9f/hdDSWt3p8lt46k8RJLcQ6h4htfGM7xRSXMbXazaDa6rbXJttT04zJaxSXj3Vqbae5cxxSuhTI0f4W33gnWvHeih1lTQ/Eh0e/1bw94dvtcutV1kWNsbWe4i08XGoLPcRNFLdreQvLpSTmVkCRO6ppHwx8Ya21ydO0p8SXX2G4bW459Nmge2+yJdxXNncCyuZIDcOkCvE6FoVmYCWJM1dsddJTqL3EknFtPWOy0tt66teZFF5E4uUlhIrR3nJRurLW6abe267t9EdR4K/aYvtb0Fra98WeO7PTNQuktrfV7YreappCpPZ2c0WmW1pdwW+qBXguY4IbtPtEMzmJLkMYwfULi58RWXwbttW1HWrW71DTo9cja/uDfwS39jBevcK2paa5tXt9dsrgvHeaZJLM9qUYfvEavnWL4MfEYR6bBB4V02G+aKe+u4Yb20hsdOmjvB5C3BvJEtzcSOss0NrGTewmITTBhIjV9L+HPhVL4E+Ad54I1S91Lxprjy694ths0v7TWLm01bU9Zu799Le8tFhsw6yySmWfUbm5fUEZAHQHyq7cI8XyYh1FJP2P7uT6yuklFp2b2fy7Jnh50snp1MBOhWw0nVxdJVaEGpr2OqlJ8lnTilaUrytLTex5voXx+8U2tjLZ+ILLRbJ9E0g6pbzjRLa21bU7i8kt5dOnDeQ1vaR3mnu9rbEROtxIBLJsmEhG34B/aFj129vfCM3ivw2qaBqa6XqFx4p03SzrQe6jkvpV1aDS7GW2sV0yzmgurprKcW93bNFdRTebKFj5e3+BeuzRA26aNbeJMw2Wt6nqGqwXEl7Z6napd2LfYc/YZ7TRXuDBZW8KRMJ5zMgRrYO8tj8Hbc2mrWGiaNYxanb2UaX2tpZKya74ki05ba4a01OMyR3zT2D3NrNeIYIkdGhlkzCQroyzJL943yxXMm9eZ72dvPr8le+vJiYZBe1NUnKckmqfLaLulezjJu911+WjvoeK/jht1sS+GdQ8B3EFs6vHbRaXFFoWtwog/tDS9Xkv7G2v4r7VTKY9N1PSvLsrL7LLLd3QkdJD9H+G/E2rXfhHwz4s8T+GtEttWg0DxfcyaZ4Wt9N1RL670u1nk8OWgjtnuYdQkuikXlO9xJLOsiq6mcfN+Vt/o/im41U6adOgXU3uYrXRLLbDNrt59h01dU1aSDSlBW5ttPie2M1xGT5LzkMrK64+3vgumsaL8K7Kz8WWd3pBsvF0up2H2m1lsbrVIJxYR26WphUMGhuZSsV0z5WeXa0Py5rXBYnEVZVVUU17q5XKTSjNNaa2d+1nrZ20emGd5fgMJhcLXpexlJVYc6ioe1qUpRTb01t9nbVbaI+UtK/aS+LlzaR3EtrcapHo0eov4mhTwpbSahF4g1S6upLfR5gtqWu4ortrXS7P7P5j6fCSrtC5KtTj/AGgviDpWm6fqGraU+nX17aSR6lp15O2pHTtV8SLbahNawaDfW1tdlNLWzni08NeXP9mzXb2i3DRFUHq/ij9lzXbDxVreseHJPEHhDS7aVr/T59Ivr2zlTSLvTbr+1pZ7uXUZ547ix1Bra/udZW68+c2ptLeyhDGcfN3j74J/GXwFrHh/xU1/4s16K/0XS9Ot76z1qTxdqWmW2jmy1S1Oralc28bh7U2hltrieC6MdkrPK7F3EoqeIhDmqTqOzitXJ2TtfRqy6fK/z9GhUyXGTp06VHCRnOKtF0lCTdopQbSS0ldp63T3bu132t/tE6/pOpNq9t4ecRXemSxnQ9d0V7S3t0uhbPcXkelb7Z/MeBJ0tbhZZ4FS6mmZ3kRQNb4Y/EDT/EHiXQvCVrJDpfh3/hD38MWKXL2UNxe65Bp1ze6VLb6tDes+pubiC9trO8jicHfGssSyAyn5D8a/EX4z+MvHWpXXjSTTXgtLUaxpOmad4aVT4DMF0NIvmOoXkYm1CzluZLS7vV1u0utMa4kf7PLFFKKt/C231ceLtK8OGyt7tdOlkls7RbWULdSQaXcztHMLdvKtLe5ufs8kEqPFEqE7WdXBZUq9f2lOMebl5lFRkk1JNrfR6P8ADub4nKMAsJXm6NKnP2M5c1KXwyUdHd23f56an134z8ZaJo1lb6TY+FrjVvE8Nnb3WtXN3HPDbQRStei0knuXltF1TyL6OK3e6hNyJGnLQD5fNXxrxX46sbjwydL0DRl0zxddanpl3euLDUNO0uEXZsNS1CWynvi9nqMe2OVLt0kMiXMoaTc6uK+gNe+G9rr0lvd6h4euzqt3Po/iPXb201OefTG1saNZQalpGmzTOsVnZafJbWypYM4imkQXC2qGVy/xt8Qda8FeFo77xjqK6rqNx4Du9R02Hw7pmo6cx15ZrzTdLu7+zvWF28T2N7PdWr2Taf5jTWHlQMIr5JUjE1cVTnJXcFJpJQTjZJJLX7+uu6TOPJ8Fl+Ip0rUvaOHLOpeUppya+1C/LGF+lrWtds7G+8Wa7qSa+NIl0Wzu9U8O3FjpgXSIBZaZd7p86lOFnUtYuzxNc20MaNKschIky236i+G+q6trkVrba9c2t9NDLYtJdWAtEMtva2hTYi2uHjihuAiwNOkJmjbbGXkjYj5AsdcsIw8sMd1c2Zs1/wBNudOuLYGW7ddiyWyxi6tVe1kBkW6iiSN4pDJ5cZUt9A/CW9urLWrqe3t5xZjw+ZJIJ55Bby3Iv2jsru3XCSTDE8LJBvYl1lAXCjOGFxmIliYQqTnKF9btvRWd1e3b7rsrPMpwkMurzpUKdKpC0lJJRbs9Unfrour2SPrGJrOGzlNzajU7efV4ZLlHkMK/ZRHv2lVKhthJljj48yTiRsjn0DVvDsfiW90DxRb6kkem6TBDDcwvbPchtPURyHdDAGuUnhg+VA0UiSRq+2VhzXn00403w/rd44Uu/wBjt7e23CSNJ7qVI448xRyrDdhnaWMM+F+Xf3UR+Hv+E03SW2m3sVrp13JHDLJ9pkY3It40+121xN50ltaLDDKfmhCFFWREwo2D76lL3IabqD807K39aH4xX/izvJppKL+5XWut901vqe16rf6emkyXY+y29qskxuvliRh5SSxQboZChaNVKSwffYpKEJXO085pWvLGtheyX0FpBclLkxNLDZu7RT/Z5ykW9Fl++kp3k5A+UAE48A8Q6F41Oo3MUV/Fe6XBeXk0FnMkmo2TWd9A3kwxNIouVCSRhhGkmUYeYoRQM5aaFqskcMc92PPgTEURnYPHHkPIoSTO9CW81dpSVDnaWIbL5nz35dnbddrfjqZRhFq7mla/u7N2tbfvf8GfRl14i0nUL1431iK3aKWQJcRSbEkIdI0kd33QtBFICZJmlBRAG3YOaK8tsdHN60kb2kBu5hFPaxOytpKwJF5F5b3dqwK3EUuwPI0y8tI0QVZJBkq+fuv6+4z93qpfJX6r+vl5WP21l+HPwZtvFVhqr/HKO71fWtNt/EZstW8PtpNneaX4l0p9k8dyFW3t5rpX8ia3uZkhSBxbtao4R64LXfg1NFbeIdQvPG+h6hqMeqeHXuLrStOeSyiuLkNd2UU6efvhF55WVsEaUsjMrEttC9T4z+Afiy8tfA7aNf8AgjVL/RvhrZ6Bqdl/wkemXD6jqFg99HpN5azTPEl19o07UIcLOIooJYkiVpgqsPOdA8PePfBnhHxhaeKdHu9Gt9X8R6FI2oyJp93DHcaFYXtpLLZfZbmaG3u7LVpYI2t7j95LG6xxL+9Ar8f5Hd+0y6FKCU5xnR9py+0lTjL3rznzS5+WK9bdWf13h8RJUI4jB8VvF1pOlQqYbG0cEqjoxxlSmp0XTw9CSj7LmqpJS5lZqUUzzD4h/Bf4kX0ms674BtPDniCddQtdWm8PW+opZ6/bQajcHzTa2skktkn2KzJnFlfXcbXCtLDDumjQV/O9/wAFV/APxI8HfFfVdc8RaFqOmQ+J/wBlOHQLnUDBBJp8GpaN8QbfXX05L23d4X1C80HVJ7uIZWaK1kuVXKsQP6e/C+j+M/DOvaj4lu71ItJ1abVLW600WrQ63fKPD032G+S3MUaeT9pbzYYmWPZeMqudiCv55f8AgrHp1/deJ/hjfXk86x638Lvi14fg09/NwNW/4RxfEV8JRKDJBcW8Wn28UUEkrxrb8WxZCxH0nDLeGznBVatKdCpVdalyTTS5ZxajP3tr+vnseVxVjqmP4ezLCQxWDxlDDLC1o1qMUq8XSqUpOm7Pk5YqFnJq75tLn83l2CuQvU/IBkBQRjG0fe+70IO3ANUWVtsjhuWIcDaAcfUZGeCwGMtgbuDmtm9tyttHMGR1ZUDsFLD51EikqxHXLbsfN0JIGCMqYfuVKqykLlTkkZ5PzHAOcdOwPPPWv1+nNt8rs0l6dV1/r9D8Ln8Tttf/AIP6mYSu5ySwGMEbgCO5Lg9CT94np3OOua0u5z/dkBXJyu0klWUfwsA2Mk4+Ucc1ZupWV3PGDtw2OHYAYyfvKSOAMZyPmxzVa3xJsZt2RwwG1tp3ZVuRxkjlcDHJPNa9kk+m1nsl66a3Wrts+jUn0p+yD4gm8EftTfAvxMUkZbHxz4avvKyYvPXTfEGkajMA6kECK3trhy27b8o5AyK/0Z73UFuPGGk2tu8ciy6X42bykjQea2mtoU8CQlsMiywXjyAj928YAK5K5/zQ/B199h8feCLxZxC9pe3IEiHawdLGeZUj2EOh326qWVs5YHjJA/0Zzomq6j4++AnjbSdTEOkX3wv1K21GCNXdNS1TxhpPhW9ttTEm4RsLWztL2JBMhfe0Lx5+dDyY3mqRoa3cajTdtoyirder0dnfV9rnFXhB1JOTs5UpNb/EunXV97W79zw748afNd+D7ptXvGuZdJ+LOtWtzbwxo9xovhzVNKu73S9MDISkpt5FW52ujSEXXzZxx83fCfxF4N0CDxJp8mn3Fqmm2drc6/fWclylxcae94trYWMnlRv5ov572a8urQOirGJdsTqxI+wPiTpfm6f8UdA1C3F7CvxA8F6vfMZXiklg1DQ7eCSOQOvyNeFLrY8MsXlRyBBtLIB8uH4feGLjWte/sW/12ytZC8Wp6VIbaQW2qtC0lnpbCGYSFILXyJntr5UkjWaKQKIx5lfB5rSqrHQrUbLmptOM/tNKSbV73so6tfjc+04exGEeX1qGI9rBupCpGcV7sf4bV7W0fM29bb9LHf63qfgzQNSGuR31xH/aEdvPBrenxaibu9W/tWitJ98R8zbBHAseZ1TyJVjcfu25+Y/HPin4SeIdOtrO6ttf1+7jaPWdXe8mns9WtJXuI5by3N05kE6SxxxrIqzyQvHA6yxLKI2P0J478LeI7TT/AANaaBqkko8N6tYy3t/rFtPAL7TINEvGu0ifZKlxZWup3VvFaW0m5pYLcBWIQAfK2rfDfxXLq3iHXr+z0N5vEN1Nc/Yobe6023jRhAzP50iGzjRohHcRC2kc3rzDcVYTKnhYupiG5KNJOCSv7l7JKOt27a+VunRn1uTUsvmlVrY2pGpzSjHlreznFKVknBLmWlmlr21NXUvC/wAEbDStPN3calPceNpf+EmacXNhcSajZG5uo4XIS0s5J7G2n+1AWllNEG8lg2Xw1ZN7ZfCvWbn+1dZ1W4WDSbaPw/ol9PbIFfTbeBrexjFrA0nnTR2UhEVxLCEiQlpHe4BYx6z4N15/DvwrsLezub57PQtT02WDTLaOe8s92o32oGJ5pkAs3t0uPsxlMktnLblVtwJS5fxu6trjw7petXniDTZNOjs/sGmXrS293KltqWojZYW9vFEhkm82bdDD5cYcPltyRYzxVKk4zcfYU3Fcju6aevKna6WusvTr2PcweFhVjGf9q4n215wSWJhezquF4xknq4RjpZvX4d0/b9f+Ffw+0PSbZrrxZdQaXcWrarYwwXVoNU1K31O4jt47azZo3byIlWSaaTIJVnYkMoFeqTt8O/GWk+D9H/4Sqx0O18J6I/hrRN1z5eoXEf8AaAIv9QW63sI4XVYonyhlNyjsmNufFPGFrc614D+Gus6RYnUoNO8OSQSGXMQcW14gUSbjlL6NrlvJjIjizMXmfEZjrlLfTTZW+hG6tyuuzXVw7NbzR3C200949s1sJWXbOsKx7Y5Pu3F0FlC7hUYitTpSlH6tTdOaptp3SbSTWiaa1d0n8+xphMJWxcKc6uZYr6xQq1kp3pScLycH7jTTcoLXS19vL651X4DaPr4ttY0/x9YRafdWc+n6RdzJbok15aW67fsLWd1EkxSZYTI3m5CM8rq77Erqr/4aa34m+HHhzQ7TWvC9/deH9XafVNR/tS1utNibUrJzciybzC91Ku22EMV0tu7sAQshXcfBItXvoPhHZQ6Xp1zHo0Xj7VLB3nZoyZ5dL+1C4ZF2raWKCxi+zKzRtI8jrGWCNXjur6LPq+n3Emlavf6Z4g1Sxks/9D1Bk01ZXbbHdpZMzwTanHFAVe9EPmtFOsMbI0MbV5mIxmGip044JJVaSU17WcficXdc3Nb3o76r0PQw2XZnUdOtPM3OWExd6LqYanO3s00vaezcW3yyu4qSbv8AJfSmmfAj4nbrO9mGlz2U19FbIsOoRT3llDcB1jvNRtiYrcJCIxLIiO8hUEjaDx1vw807xz4U0vV7y/8ABWq6r4jh8RS3Fo2r3WkXWlX0r3R0XTbfSbeOdpZHghJmhnZo47eSct87oFOP4A8S67e+FPjJax3+p2n9kaV4Quobp7gxTBrPU4bLUryx3eZ5X2qJXI3ZWUIwCk4qTXfix498GarocSWNhqlpeQpexW2o20bw3MtmVK2QubhpZSLWLy5zbQrE11N5zuxchwf7BQ9jUUMRTlVp3vFwkrSm6bauk9HBu1r2djpqf29jXiMK5YCuqM6fuTjUouTUIVoK6m170ZKLTaaSetzzq1+E/wAR7O+spB4R1b7PBf3dw/l3du4Ec0kl3Iu57oO4+0yeSrtly8LRYAVKXw1pfiS08XeCNS1Gxv7GKHxXaaZ5+qLLbGTV7y/jjldomCTThI1lVTFHIDErvGuMsPqjQPipLfXFlfz6NDLJq93DLZ2IdUj0y1muXluJLICSJZNQu1cKqSFhFC4laVjvSrfxG+IXg7wdrcdtdXV3f6tYy6oLuLQrCBoLbUltQbHSLdtSgBDxySltQvo2CG7j8oJHbB1a44XLlGOLji6sVTqwbhOCu3dOysuq0ettNWjnnn/EXt5ZZXyWhUqVsNOEJ0JTt7OMeWbu1OKSk0k2+qWm68C/aH8K+IG+LHxE1aLw/qV34dvbjw1cWniK2aRtJkSzgttPMa3ELP5Oy7dY72Q27TR3McCAquVfyLxf8Pf+Ed1jwteLqd3INUtI7q11PVRFZ2fnXI0+fXLLSvskk1vI2lPqMWlwRXExnWeaN5o4XWYJ9N2vx50Rbm10yDTL++uPNENlf6lPZi1s1llVb2aW1srD93CZGkmjGJxCwEke0rhvWrf4mfD7VNK8V67csLjTfBMGmT3UNxpsMkRutQ1RtMsLeD7dBIlveXFzFNqCriO4mtollLIy7gLB5diamInDFtupUnWanFrku+dtapuKu7ye17aErN+IMow+Bw+JyWVSFGnRw3NRnZVtKdKnJ+7JwnOaso3tqk49vB/gZpMF78NP2iIrzUdJ1yygtraw1C1S4kuF0XVLaa5N1qH9or/o6s76fFaXdm/k3sxt7e4Q+VGS3gPibWrSDUrzT1WWS5u7doIY1mmtrpo9YIgW5upUVIZLO5hsr2GOxhZS0BnkmKP5Cv8AcmlfFn4XafovxKv/AA/ZtLo/h77Hr82n2dla2cXibX/EIit31TVmMKQ6lot3fyrZf6VbSXN3MshCyW65f5j09/gfq/izVfE+q/DrXNQ1nVdL0mC6EXicKJ5dJ+1T6Xp+neE2utK0mHQYNHiit57uztvt91fz3EtxLJbys7mKoYeccBSpY2gnGlKEnL2lm3Vb5rLmtpo25brRLQ3yrMMYsVneMxeSZjGNSpSqxjSjTdRVFh6UeSov3PxJKTklzQT95XvfgdTudMOnz3FrJ9ojeUtZXBUiJI3tILbckbkOI4nQ29ijDEcMaMW8wndbgL6N+zp40+IM2tzadFH8UvC9rNJ55t4tW0yCzktltvKidZTLZ3+qTXVgwMMQkYmYy7FZPqz47+C/grb+IfDfiPWtLvotb8beFPD1yl94KvoLXRZtFsvI+zaQdDRW0+NdJt9Qto9QvbK1RrueYxC4aSJiOF8Y23wj8d/AbW/hBYv/AMIlpc/h281Dzbq2im1bRLuynMlh4ngurWSNNa12zFtZxRaNdA6dFZ+ZazxgxmeKZZe8PWxcamJoTqKjUo0I87hJzkocspXSSVu11ql6QuIaeYYHLZ0ctzBUp5hQq4uU6MZxp0aNa1eMP3n7xpp8q5U27+63v4t4Bv57nw3qTxajcXKXrXESHU9QurmCYT31vfXMMl+T5l9IsojKztI8dvdtE0ErpFz3dx4l1SZIMXhmW2MhitmkVvMjSNPKt7eZ/wB+0VoIsgwySOyqCXLqGLfghongPwF4ej8N+JfFvizxjY23huG30fWbvTodFtorjSxCt7pk2n2zSPLf26yW73CRM1u1xdXEMh86Fo4fTbrw78MdV0mwup9X1Pw8yWeky2mnveWumGCCQTzpqGv38wkiaxaMrFFHDOkE95OtoshaEGueGX4qTcliKajHlco+2laKdr3lqnZp20e+ticTnOX08S1VweKtduE/qc7tJK1o2bTWztBPR2tqecfs/wCp33hvw94q07UtSu7bR9aPinXYbuS6utV1J9lwbm9srOG+DW1lp73M7wRRNN9q8pMAjCbOM+JfxL8JtNaLoNv8StY0+4tbrUDpfifVJrS3Fne3TLpN9p2oacq6rFexanpy21zayfbLaLRoPMNzG9xKB9CfDC2+FfhW41K703Xl8WXN/ud7HUNREllAuqBg5jRrdLf7PK4MzpJLzFshjHkKjmfxH4J8E+K3vrW2stQt9Pt9M0/RdMOkX+najasG1K3uL+F5JYCdPimdLv8AsyWG6SSGymm/fGGVI29uWFxE8JRp0MTRlNR5dJc9nzarnWnV6W00V+h85/bOU0s1xeJxWFxKo1JRnzypTpJ8yUU5U3Zt3suZ6d7XPk+w+L9vb6Nr6voR0zxTfXlpHpGqWk9xfx6pb3NvG9zHqi6w5W4GmtLIkd3PHcLPGyxApcpHKOqs/iJ4J174Y69omsXd7f63pXw81LVvE1m8WoQXCXOkanphsLq0kspbacXT6bK1zbvav/y7xpKAIcn0TU/2e/Dep32kTeE727tfD+kW+u3N9Y6zbRAz3SafJZaBDHMt47vZ219Gkd4/mI8ccCvItyZ9j5eg/B+68CeGvieuryi4k8Q/C/UdI8P6ppdhLdXs99dTyvZiy1C5tY9kljYymZjPusnbDybowIjnQo46lWjGo+aDunKKukuTmTeu7eiOjHZlw1i8DiHhJqGKnBzp05xdKbm2orkWqcUteVJPe3l5Poeo+KtD8daZodv408Qy6NqupR3OtLq08Ze3g8QfbLsatqkkpF5fxxvPY3ckIwY3trWOyhS3mlFZNz8Q/Glnp9xf2fiXURLcatr8mqrq407UbdII4bQ6ZcR2moWMD2llKIL241SCB449PuZoooo3Lhqo/E7w34jg8X6zfaZ4a1640xja3/2iyR9V3OulaSL6W2ntQY3lklVbmPT1IuI/tBaGNLaRVG5ofw48SC4nmutAudR1NrPyYmMbTzXVtdsHjkGn+Yyus26MMzR7bh4gQztC23NzxsZVIUo4i0JyUZxcmnG8dIpv4elrW7bBQo5PWpUKtaeAc50KcakLUFJVIq8pS0T5ns20vPc5/RfjEnhTUPFN/q3hddWfVNfi1nWdSsdSm0nVrkX/AId0rT9VewuibmK3e4/s628lVHlQRTXBm+e4Ux+ij4x+HIPCni3xzBpNzqOkab4ttND8HaG1rLHqNlHq1ha3q/8ACVajDMyu2nv/AGxa6PcRXstzqfkQXVxBDN+4Pzd8QPh34+vLeea00TxCtjqTtYWMdtb3Ml/NeQ7Iru1WyhjmuoJYfLErxQwNPFZK9yAsZ8472lfCj4gaN8GviHo+u6DqWland+MvAfiHw5pWrW1za6n4mn0TStTN7D4bID/2pqFxYmaRYot282koaNWya6MPi80pxqR5KklChOUOejb34qMo+8lrs1b82cmYZPw5OOHqOrQh7TF0I1FCsl+7lUjCWjfLDR35oxjZXs+W6fo2qfHHw7aSanrWnw6jq2kJZaTewwSW0enJFLa2jz6rPNqfmGeSSa6c7lNrM7SWTrGp87CYWl/tS6LMt+b7wrp155kpeykh1We1kTTpF2x3N/ZyQvHcyEmCVYF8pjvZZjDMAteK6BqttqOlyW4N/JfaXbayb60lvDaWn2f7Kd0uoWQG+4lsIkYgTMrW8okaJd27Pl0kZgSVY2Xyr4yyWUxhW4jf7H5Vy6pLOCHJQbUABWYIWjDSKMcNTNswi4tVOXm0cVBPl1Se6b3vq7WV35nrYbhHIKilGWFdRwUfZ1JVm3KNrqzg436J35rp6bH0pqX7SEctnH9r8HWd5cJeW6wyfaDBp2n6NHBEEuoopFa5M0t15scUEReD7KYV85J33DU8QfEmHXvB+ja/pcx02LU9Xk06exidYLm31Cwmjm1GztGmbF3p8ts0L4gSCeMTNaGJz5klfNHiuK5n0+S5XzhcILfU7GKOOOCH7RAGlS1fbGWWzunYJIFjYqGZUw8fG54al1CH4YWANzpGn3lhrniPTb3TNT0q21mK6XXINN1ZxpdzcXSNpF9b3dqsi3iQG8WFIkgUq027tweZ1qrnCvLn5aTnH3UvhlHayS3dnrfbpc8jOOFsrw0cJUwtLknLG06FSKqTkpU6sXyq8m7e+lZ69ba2PXdS8ey+GZ7fVdKtbDUIPM/srWb+XRb8XVtdatftc28GkqsT6lNe6vYJcW8FoDYvNdQ29tPJFZMs9dvdfEnwrHCtvq897DZy29o7ySaVeyaNFdAub/T3V7xbhIrSdgC9ukwuZTGRI0eHr5SufHmv69oWveG7W/0jxBLrF/b6jqkz2t7afZdc0rT9Ts7vRbnTNMj020m1dlntZZ9U2XGn/ZmSOFbq6d5Ez/H/AIx1OXQNGgg0vT4tZ0Pwx4f064sVvri0iunsbL7NayXU62s8enx21oghjSC3SH/R4dyNIzmtpZrKMJcsue/K1BxSs10Tsn8n3+RL4Kw9d0o16c4cspRlOnVlGShaLTkqkJKV3orJaJep9Uaz8SPAcjW1iuvSXd3qUcrukV/qlvHbx+VFLtu3WS31CVJIHjFutrHPjIjVVRGai9l0TxVZz4vj4mhtBJaw6beajeSWmn/bIW0yPUDFNIq7VtLq5FzdStcyrDHIiossSivz/sPGK6ZfadHdz28kUxtrRpryFrt/tMnlR29tFPMBJFLKJUW1w6IyhFAXII9t+HlvruufDb4i2dtGlrq+p3MWh3Nzsleb7FqdlrEf9ns8iNBbpc2Mkl4k9osdxYyW8kpLvJEyaYXN6uKrrDypQt7NzvFSVlCzad+rW2ne3S/nZ1wdhMpwMsdRxNdTpSpK86kZR/eTjHRRjdNJ2Vr99HdHtOo/DHw3CEuprZYfFV7bar4RHiPTHvLW8urY2trFPYTPNbiOPRr+yjgmMt3E9osarMI7V41zz+iX3ww+HD3I07ULe1v5Im0S5t4Jkur1Z9IEilZ2ESXqvHujto8MsM1vCot2b5s/JvhfxNq/iDSPC+rak9lpviS009/D+o+IYtR1BvK8N6RCPCyZ0tb0RzvPb2k2oXOtebDLqETqyfZ51ZT0EzeKr60lvNK1S9sfDGh+L1vrHxLpOipqMkly0BOoyTa1Jb3mqX9i1pJDBd2sl7LBbSOyLN9ojWSqWZq75IOUot2STesbfFpdWfVXXQX+rM6lKEq+PrKlVhBuPNbdRtqo1E73Wlr6n1XN8TvAtncR/wBmalrLXc0tiTJb6dfS6Xe3904tLK5vIZN2lSXggYss09tI13FFGqXEjKkY5Dxd4b+HnjSSwtbhoTc/Y5bkXVnD5FxZLdX7yy7YLq0kt3a7uIpnFjdrxw9vHHsjkHzF4L0vWLrxVq4h8Sa2s1vc3Grx67fXz6bcalexWgGnz6ZouqpdW1g8lnHFBZaTBHcKI0NypFxK7R9p4a8eazpWkHSr7Qbq2vbhLltTsIHivlg1PRPIa7bw3c3N616y39/bG5eeaaGSG+kuIoY1h8mI1HMFW1rU4KMtNFdxs4rt1bsnddbGNThipl8ubK8ZiPawUW4OpGO6T973IJx0d9LWSvpYyIfhlqOmlbbxL428KaPFBqnleHteh8Na5EurxahIX/s6+t5vE1zaSNp9otvDc37WcDrL5s6JFAyOPpjwR4M1bwVoniCfxFbvdR6ytkml69etDaWIewure6triwIkmiEFzjCCKfY4QgjJDHzr49n+0vAngzxW1lPYalq13bG50+SGPzrRL6wF2lpe7D+4ZJF2OchyJH87IYA+feGvHltc6fD4b0+81nS9It205dOsTdRXUEOvQ4uVu5SSmntHcahNNA7zRRSfZXiWVG2BxpKeHw9b2fsoxquMeWcpTfN7RR7uUb+mt+pwyp5pmuAdSpiuel7arGrSVCikpUJJqUZwjGT1Sd23du6TufdeoRQ3/g+N5JIppX8V2sskRunS3lQ2H35orYkh2jkLEZJYsjRkF8ja07UJLi3Lbbr+y9Pnt7aztrMzyKGug/lu0blZpY3Ae3DlZEHlRecRtBN7QhbXPge5i1O8ntjd+JdJuZINPkt7WWW3k02KO9t5CiqqtDdedPLFHLHhADHI0ShW2rzS9N0Kxg03Sjp76wtqg1CEwtLeyWSSSXC3cccjm3k+zm5i+1tE7PNaBrmHDx19jRlelTfVQje19LRR+SYiK9tWu9qtTbto+xx8511nvI4LlWtTHqdzNJLONQOjlbc28SkW6JM7Awr5LymBIp5RFzsKHi9R1VNIhhXUH86Cb7O6XbK0KMpkVZm85sNLGod2DgvmU+WWYYx6Npt1pmi6JqcBnSx8RXMt5byTJ5sqJAkovJJ/J2Shba6WQG7WFGZQUuCCEYnhfiB4YudS8C3NvoNqupXD3EF7aQSsHiS2ih26jDpimRDtkdlvJYoX2TRbZ1iiVQtaJp7O/fc50ouSWvK3a/XRa/19x7R4S0G3F7aaqk0Go2dxeKLPycyRm0nxHMXWTAEvlgPIV3BmTJDMpNFW/Bwi0jwb4TsI5UabTtKgF3OJ0uVW+MYmaEPGWTfHGWbG0MpQhhl80UyNVoe5618NPivo91bzav4H8T6evh+58PX2p3kWmX4jtvslpBfzxxvGjtJBJY27yRxpvjR0ZRIJcZ9p+L2v32iaf4t0uz1hrPTte8RQ+KRYM7Rm50rXI49T066Kyy77eJ5mGQEjkE67y5dDt9Q1749eMNG0DQtel1G/vJU8Zw6dDdapO5a8Gp6LZzR6ZKy+SkVlcx31zc2kOVMcSrDIFRcDyP8A4TrXvFk3xgfUj4M1uXwl4YfXLG6vPDdje2BXSvGFvax6baxyM6yRS2V9cWOnK0z2y4XELksB+OLC0MNzUcLUxNOo4qpL2iu4xhDmlbldn+7i7pN36X0t/aFXH5nmdSOYZtl2VTw2DVSl/sdfmVedWvh6S5YVYy5UqklOKs2lK109V+kB8S+LvFPw11vw94k0yC/fxL4C15tL1HToo5bbR9NHg7UNQ8OXLTxCWeF9bitCv2uWfC6hA6xbfOjiP8q//BTTxT4o8RXPwJstai0y5s9S+Jmp+CL67udGsk1K2s/GXw08Q3Ph97W78kS2ElxNJBHPJBJGb21EdrMpD5H72+Fv2q73SNS0PwM2hX2iaFrdjZeHLK6sJ9LuNI0XdbxWOiwQ6HqujzldPV7wqIUvB5JeQQhAmX/Ij/gpb4N+GsvwO8Q3a+HPFMHi/wCB+vfDX4jQeIodZFouua1o3jLT/ADXeqWL20mmKkNpql1NdwaYsMk0UVvykcpx9pDM8Pjsdk2IjWqVFSxdGjW9opKrKcuVKLSvzJSbbcuXdaH5VluQY/KaHFGCxmXwprG5fWxGClRkpU6cKc5zUnJyfJGNNU6binKV3Fcusmfx6nfJZqJkAdd0UgwG+eBmgnzt9JIW5VsAckDArnbmdELHBC5xyT0AA2eWuDkABz3AGD1pfFl3Np2ueIdOVz5dnrmtWy4VlwYtUvAQCoBYkLgZGRk44Izx/wBulmjy0jEsASSMgBeoypONvVs5JwVzg4r9RScNFe6sn3uuXR9tfLfTU/NptOTa2b6bPRapdnun1XYsXVwjOHVlAKj5gD1J+YgNhRuxznn0J7paS4+ZQjYAVmIIUZPVsDqcnJzyScZrCuJnEqttIRlVVHJKsR1Ix04zlST3GBmrK3EaoSzqi5zIByB5aktkjkjaMljgDAzgdOhX92yeyfptq0u9unotVYm512lyAeJ/CSjGT4ht1O18YWeKe22qzHGWM21h0YkcdBX+jf8AC/x/Zz/An9knxBMZnXxN4X+BunpJEGkjiutW8DtGnmJldsXn20jAqXxI0bFR1r/NlGoRx6joN3DICbXWtIux5TFiWXULchjtJQKBvx94EH+7kj/QX/Y/v49c/wCCf37NPieOB9ZvvCPgvwprOn2dzKYGOteDteutGga3mZizMI7f7BHxiKOVyFcEKMMWmqLqXtyVKb2adrq9m9tE0ul3ZM48TKKlTuubmjKzXTazflrpv8lqfS3xE1rSkvvixoK3lt/wkawfD3xSls6BbmSxntU09Lti2fOgtrizKuoXbCZC0mN5I+JfCmq6Xpnxw+MMerX1npL+ItO0e/dLoOyajdQaTHYvfRAs9vDdajDINOb5xJErLuc9vqj4meCIPEnxOvfFVv5ljfW/wT1JTvbAfUtH1u/t3trkuyMBbG5CCRjtZ7cXAJXGfmO98TeC9I1GW61LxA1jfwWVpbXd9a6Yuo3On/bUgXUozHqSGSRIbRrg3UlxBLCjPGTaMykp8Zm1+ejVqShDlnPljKaXNF3i/wAZK2vfbQ+o4c9+niaVOlVrKrQop8q53Gf7tqez092ySV7621dvBfiH4p8deHrqx0Pw94h1u2ij0uw0zT9FuLq2uxpsd7ql3eGyjhM/lPPAYmtxAsgvXSJUCxAc+xeKPFmr+LvBt/rs+mNYz6Xc6b4ckiZLe10q+iktTfzajbxwtcvDqVss6w6nEJghSLbOilNldlo/gzwX8S7OTXFnt9ej0fUHurrXTZDRzZTXUkt+b/dHDZJb5SZH894owri4EBKEA2D/AMI7pFhrLaFrul3Okf2+Lu9B1K3vNMW5vIHMf2VVDxr9sIxMsRaVyiSOwQ4Py8sPUgqv+0x5a0Zcn7y+yST8le73eux91PMMLUjhoQy5xxGDnCNR+xUb8zV4zlCNuacbP3tU1seF2HxCks9GuRFoFs0h8O6dpX9oRxziS1v2vd9vqNtcEwJZxXNpIVeKVcyLGX+ZjkexaVrmlv8AC3xTrviCCS31K08RaXo0CWMMUha9nDrKjMu/zbcQ7Z55IVESW7HKyuSK07LwjYnQbqC9u7e9/t029xc3Eptx5ywQrb6XBaS2rLA0cH3YJII1zvCSOZATTJ/h1c6x4Z1fwvqtydAsU1fTL7Q73S4M39tPZ299DeNfTSS+Tf3U1vcQW8iRvb70gZ2aPeEGFOliaXPeUavNScYq6SUny8r3vdWevS69SKuKyuo6bdKeHjHFUp1JxU+Z0VJqpy2XN8TTsuzsm1Z+P3HxM1aMwiTSvDA0i0sCv2YaBEq2vlXUNxIsMzRwGZlKykNtKyO0W5GePFempqvw80rwp4U17xBYRahDrd1NZWQWyikMFpDc3cgln3wwnzxPutLcqome8jBVggDnjZfhBrSWenaLBrJkS2TVpJdYu7cm4EbSx/YY0tBciKJrhGLktI6W2RgvhidzSvhGJ/A0HhW41SM33hPxhf3Wk3cjy3c97p9ylrfQG7E2+YyW2oz3TiBJGt4YF3AOJSq4wjjYKo5U4ylytw5uWack4+6k7XunZX/4f1K8sgxEsN7DGOhFV17aOHqVqU50pJrnlJ8tuWovetq1du+y76C6+FWpeHr3wRBodvpmiap4g0We7tVuLuG6vL2zs5vsd/FOGmMcSxmWJlkW3tzNIY5Fmchxga9+zv8AAm+0CPxhF4s13wlZeGtN+xpKdSinhe21Ga6tpGuopIWjvLu+1KYRQKCXiS0SKCIAs9cdf/CnxREYte0rUzqMC3Dz6ndwTSu9wtvBJd3MNlAYQbm3aL7RiVERLciMR8sFEvj7Tbm5/Z41zUPDzLeXqeJdDtL7Tb+4iitrTT5b37Zp+pJaXBgaC5s3iuUEvmSL5gljUIQM8dTEVakK88VgaMpUqUpw9yylGFrRVrK6v3trpod+HwkI1MNHLM7xFKFbFU41pRrQqKLqNJyqe0Ts3ok5J7rqztPAfgTwXb6D4o8I6R8SZvFOueO7XQPDNtfT2T215NM2opf6bGtqmfN8y2gljN6nkQctHLskiQPnav8ACa/8Ua3p1laeKvDlzrCNrGneHbCeDXFls4PD+bXULm2kayey+2veSpDcXQlki/0ZoMMERm+ePB2p+IdP0zS9fs52s1j1O2/01Zbi2nhu2kNgFiubZZPIyjyRMs7Q7Y4jchGKtXR/BG68TaT8evDPhe61TWJLrUtd8V+HDpD6rf3trDe6v4au7qQ2yNPJZWDSkw317dW8aO10n2iQNOjNHyQxNDEvDUZ4PqoxtOacXKXMoby+030aTloezVy3MMLPMMZQzeUpQpOq41qFGfM6UYwbvCFOKXs4xVravy1fvMHwd+JeiCQx2dlqkenxGayMF3a273D3Hlwyyefc7TbNCGNshTZbGykkZwZlVTn/ABN+DHxHvvEt94ns/Cl3qtzqOr217PY2Om3N3aNFPodpDqN6l8jSGVYtRivzNHII1xJZS26MDKE8Bs9Y12EPBe6lfNcQXZsb1TczfLLYu0TiJlmUMzzqySyAlmZVLgS5ct1jx942028luE8e+JLSeE6X9mMeraijwywwXMpuXVWeKWGHPkNATtGUdkYA55ZYrBRi6aw2IcJyi3arFuLSWqUovW19L28tztw+WZ88RTxEMdl06qpOK58NUgpQnGE/jhVXxNKWiV1Z8vQ7GD4R+PbKbS1u/CGqjc9+8dvdwSael3BaxC4mN3dGWAWtqqFAZZZopZCvl26sZOfWfBnwq12L4J/Hi81VZfDp13R9PvfD+pRQG9GuRaHLLILCLwyxuJ4bvUb65No16zw6hBBKjwHy/MYcrqHxs8T3fg34Qi+1SS8m1Pwt4iuNW1uFroajJNJqup6F9ku40ja3vJHmtNNkt7s7Z41hvI1P753j9/8AhH+1B4du9UuvCXj+2RzL/ZUNtqOh6MzabHcJFDb3FuY4Jd1hYhhFeyagrmJb6O7JH2cqlelhKeURqShKpXg61CUI+2cEv31LX3ox+JRldK/LdXb0ueNm9fi6WD9qsDhKv1bFQqyjhHN10sFioyUo05OzjKVO6vFy5eik7r5I8Q/Drxh4K8KalpGsab4t0nV9Y0u108aZZ6Il7Fd6roKw39nYR39nd/abm0j06S4d7gxTRafJHc+WjSszw+Vz6ZeXTWlhc6tZ2tytvNbxzpZSWlrpVgmn2lqdOVlaM3N6JVmsw6pIBIHDqGbbX7FJ4x8JeJPF1v4U0Oz0aeeTwX4p8QW/iCynMjpqdhf2EESxeXcssxn037dDHuCSYDStbpblt/xtpPxt0LUtQvtM+Lfw+TSE0zVdWW18QWMTTi5n0zUrqxiObK1naW+1aS6DGPMbK0lyqGCRI98YjLMFTnTcMW1B8ypylFSXuOPNzSu1vJ91Lo+hWX8XZ1XhXVfIpVK1OFOvWpUKns6zhVlKEJwp1IOU0nTatdTSSvpqdP8AtGyQQeGf2XbiAT6FbT+Gdbt4re0t0t7q3srXQfDFxYwrc3BF0GivLcPdliz3kN3L9oAC/N8RC6votO1S+v7yO+utL1FbS51SGNIZ9YguEimujLpVk1xa2d5E1ynnn7SLC0EURSYO32dvtLxv8TPgH8RTpmleK7fxjLp2l6beS2mqaw17caRY3N7a2Ud5aRbWXWbdJRp1rp0rWTyRiKGIOh+0uI3W3wd+AEsU2neGvFuty6fF4f0bxFc/Y9TuVhskvTEn/E8sJze20cujxTh1Hmsy+a7LbtJC23bGYWOOxdTEUcTh+WSppQdSSmnCnCDlbla96UW7pvR20ZxZPnUcky6hhsyyvNadSVbE1faPBOdOUa2KqVox9qndWjUjG00ryTave7+JdAkvpZdNtWn1yK20mwu7STQrG6hurGG2zJqtzK092PtAxFDeXqyGO3tpmvHuHFwywiuz+Imh+I9J0L4baf4jvZdQutbtNbt4r7UpI00u1s11WbU9C0z7WsTW0zaFbajb6ajLcyPF9lSW5jjjmSST2W9+EfwXmtr+S08XeIJZNJ1S40bWLbR9d8Pah4hvZZLyS3j+yWzadJcf2RHbwx351a3W9L2dvJaRK5uQq9R47Twh468PR+C7zxpZaJqPhD4l69rVtYpD5VwnhfWdH0e4tdGuxraQXIkhstMlMj288T2uoSAT2wlhERxhlj+r4iEq1B1JRpqgvrELSfNFyveSWsW9+id1c6MRxThZZhl06WDx0KFKrVeMlUwFVOlFUJQpzTUW378+l7tRu27o+Rn1F9Ne2nl83SG+zWEd66PNGscg86ISeaiboxcGVlQxq5IdMFogGHY6N471rw9rk+oaZ4iudPlm0y2htCLaa4W9v72OLTpYYrZRPCLpdLYqL65UrdTAhBFJ5bj0vxL+z2uk6HdzDxLqjpDNHcPPqIF9p8mkXMga3upJLSECUWdtOrtKt07IpJZIYEKnyXTPh/4mWbSpbq7iiv4n1Ge60yysp7nVry0iuvJtLuzsZnjNtNHbyxWk0ATybeCd555lZo2GMcBmGEnBRi73UkoVY8u681butDqlxBw5mtKp7TEwaSlTqqvh6kKmsly3U6bkl1u7WS12V/TPid42QfDz4d6ppDX9nb/a7uDU5dXt7K5v72/8OapKd13pcszWs9zdz27nz4/NsUeCKWNiI5VPlvi/WfH/AIps7fX4ta8W3ks/h/Uk1DwvcXv9naRJo2pNBBDrJiWaGEbLXdILq1VdQHmXE1uMvEi7lt8JtZ8d+El8NXN9N4eg8Manf2Ud5q0Al0N9QtdYvpr8Wum6O174ht7F5NUx5uo3jxRCzjIicndJ5tJ8KPjZ4dtvEVpa61peszS6Fr1ns0G6uif+ET0TTJNTuyt3q6R/2PFCj21lb218bW9vLq5drC1aISGL1qyxlRuo6c+R0qbtDeLUVdq2l9XLr0ejPlcveR0qNSlHF4JVqWKxHKsRCKlVw9SrelyynC99bJXWiW1rHL/Cn4s+NPCdvoi3cl5rdr/Z9ja2WhHfElyv2SG2nk8i8RbpZZWt0t/Nud1w8cKtIzYAP2F4J8e6F4tn/sEwa1o3ioadf63a6dpqPapaadp8FpM1pJOs0s088Ubve7wsMLWjwou143U/nd8NLX4qa1DYQ6t4OuRZaroxuPDtp4b0dL15fAOkR+boTx6tp73AjvdQE0x1HVpJEvJ7aNkSGFYRLN3XgbWdXg+K+g6RqGiNo8nhTxFa+FtZ1TTb/UIDqUmo21vfXWm6yZZDOdWsoJB9tthctYvpl1YRFTKsgpYWticPOmpe0lTlKCanFvSVtL63tdbrubZhlWXY/D1ZxjQp140pyVSjKCcnFc15Ri/h9210m9W2fWXxT+Kdv4L8Z+MdA8HWOsajqVjZafc2dpHJqz3fh+e2skvNY8SXbSIxvtB8S6dcTNaGwv0SNdNvhKwjVo057Vfip4p8GR6deahp9re3hk8M3ek65a6zpU2sXlx4otZBbanp2k393cyaE9wPPitrlWTS9PyYJLp/Od28F+KNr8ZvBfxE+JF1r+o69pMfirS7R9avdGjjfRdS0OGR00S4/wBAsmmhh0zS9tii291FJeJM8s8beY2fnHxTrWueKobS8W5TVTODY6rJY3OqTXusfa706lcaZrNrfXUqRfZNkaWlpZr9mtreKNpXmlXh1cwrqc1++hJT0jpZ2lZLRPTrvtbzIwXDOX4mhQlCdDEU5Uouc1ecm5Qg57NWad2lHv0dj9GJPEWk3ehS/E7x7c6PFfanpesx3iXen6RqdvaWZ1L7GnhuK4trS1+35mmtLzVJTZy30bLeKL+S0lRR88+Mm8IRjSHuodJihsP9DsWsE8lbG7/s+3W1utJsUuLhL3T3e9jTU7gwCHQPMWK4BupIsfHl74U1JptMht5JJUvdMiGnadeRXySQJc61HPdWqCSQ2thbXF3HBHI0J+2Xz27BwsEw3Zttp2uQ+H9d1Cbwzqly895qOkWWo2F/u8NaZHZ694d1/W9R1K3a4FwiiHSrJLOzt0fF7HcWNwnn3m9c3jZV3ySpLSMpXlFa2Sbu1fd77/5jyCOB561HMq9L95TglBuKjFyjTikvaST5U2k3sn1PcL3WtDuI/s0I1qSO7ju7q5117u0mRTFeeYmkabEbFJEK2aO8MslrshMnkxNc3GHNvSfh/pVp4avNB0fxX4hXStT8Y6f8RPEvifxHr3gy/wBY8MPZ+GdSgg0/wvotjp4gDXwurXSrmfVEmmSRpppgZ4fs44KKDUbrR4NCgsLowaTDLfTCAsL6Q3dz5hluLpSZLZhEz2qebGFhRnjU/Mu3Js9LlDMkcbxSGKC3ur+c5u7yO1d5ba0ucJmW2tnmcxmYvtdpdgJLbuenjFrKWHpyvFxdtHyu11fSybXfXyvY9utkcpwjF5vjqfLOlNU5SpVvfptShN80bpptyjs1dJbI7TR/DHhrXIbqSXXtZj860jiVo9csNK1BLzAa61EwWkECnUEvEQqYohbfZ2ImiKcHvNH+DnhzULjTrvUINW1W002yj0u/1See0li1R7C2j2efeKEeWWCLDTxWyxgTzyXKpzI9eA2dpPA7W9xbYYysQZFSFYTJKQksat/rGeMBPs7jOWDFskLXoPgqwvp/C/xK0k/aL1prCxaCFZZYxDZTh7e8uEtVnjgj8qAOs0pSOQxlYy5hO1t8HiaFaapzwNF3U5Jxbv7iT1Ti/srXV38unl5zl+Z4LCSxGHz/ABU0qlGE4ThTdo1akKbknHltJOWnS7O4ufgv4Ks5LzxNp633maZax6m2m6Rqem69YiHyZY7lH8PaqGu/7QvpZVmiuLS8kWDyF8hRJAu30LwT8NPCekeHvEnh+ze+vbrX9R0vU746g0yaNDZWcNybDTEtrS4t9QuLa4k1GaO6up/LnlSN4kiZI1RvmTUfHNzaa3aXtve21jjw7faXd3FnDDp1rKlnayRaZBFC93Paz38Ft9knluJTBM7mYCPZHufkn+I2o3OnyNf6l4+uda0C1ge2t9BubePSl0SynnNxPMZL2zm+3aczwTWa7ZP9ElaASKAhruo4rBxk5UsNyTs4S5ZW92SSdvder0+S7M8rE5NxBi8PKjVzac6T9nJKcFJOSs0pK7uotX23PT9P/Z/HhGzubfX21DXILIXlnpej/DRdF0o2Zu9VWXTJ0j8RtawfZIbKaaS5huLlBBcxgb5o2Z67rwR8AfAFpc6tdW1/4xuptc0bUNJuhrElnott4euZk+0afqmk6foGtXVpqV1FevcJrd1dSW4MMipaI67iPnuH4keNLaS1S/8AHWp2OofYNNuC1zYXeszwaY9pNe2SwfaA9kLi5acWt2JN0heOObfKsKCvpXwP8aLfS9R8PeDvENvoetQ311Y6MPFGi6hpUE8cb6Ksx1K6htbFdUuri5u7q1Mdxdm3kmeO9tDbK0AeXow08vU2vq7g5ac03GV72VnZppN9VfzPMzPC8WYbCrlx0MRGEU3Tw6hTfs6fJ7zjOnONo2V1GWutuW5wcn7Pul6DaSRX3j6+jtltf+JhFBpSrL9haZo57rRfJmxa38U7xy2xuJmuIWjlZZfIkBbC1z4capLrUHiC08RXd/P4fEmoaBby6AZtN1hrT+z7aa31C0+2Sx2+pvarDfixtWlh1p45JG8p3evZ/ih4+8O+FtNsmuNKbVPEGsQX0sEMbTvo1tLbyxJCmpLHcLNLO+JfIa1jILKC7CRCD4H4n+NuqaJaifR7iw8PsYfDerX2o6j5c1vDp97DMJIrS0uLW1nsxd3MQhMvmXU1urOJAnmI5mvHAUfd5GuV6qDnvvHq07Xv5J/dx4DE8UY1UqsJRqwqqcE68KUYSg4xjUd2rxfRW2W2u/tvxN8J3HjXwbDa2VpBd65Bo+magirjS4Ir2KCNNQKQvdS2sN2/2ia3nhaeR7fiMdMjwTRPhX4y0rQbSa58Fa5FqJ1+xs5opLNJ7W6023kt746oktpO1w7+Uv2eSWETLLGf9UoRxVPTP2oNVsLDTDeeHbGVVvJDe3Fq06PqSzSLLNPb+bKY0vQp3EeUYxvwwwAo990r44+HNZt7zU9Y/tnT7iG5kmt4PsVuklpYzCM6fM/2W6AbyrceUzIihZQZW+9gX7TBYmrGpzS9pGMV72ifK4NPZ3enTWzdiVhuIcpws6EsLSnQnVlNclTma542cbQnrD0itlbqj6m8C2ST292moQxMi32nSKj2gMV1LdW7JEpDgnJhRkJVEfYXCpncRv8AiXQIpdRstUtL9LJdLSOF0hjMTT2YYrHHBPKCLdohNKkiFdk0LCJ0KgVg+D7y4i0izvsxtbXl3omqS3EsTNPcWt1ZyyWghcSOIRaiVnuAskiys3ymNsxj0tLeC5lhh8z7RGFeFJopcCVPIlRpZQ4Mc6x71lAdgAyK5beCo+sw7vQXXRr8NPwsfkuL5liK11ytzleKukmrX/H/AIGh5rc2OnW1xdwrA4lEzX1400Kafc2tvqCOsoDDzrOcSHyltlgdWmDyKzqGBGxN4P02+TSL6SZ5haWMayqqm2Wa4tjJElyY4FVftYheOKW6hX968alshd1ZUPhrUbjVr+01aXUDdTM32O7tE8qxmthGqvJfb97bJwgjYwh0DElNhWIju9MXV7XTLe1v5YWurbzvKMCiJFhCnyoV2lvOKhRsmUxvIPvqSxWqTa20OZOy63vf8l+S/rU54LYwmG2tPKia48uYWiM6uiGJolnSRRtkmO3CjOd+7cADglaF/DAba0uo4GWVbmWWSIktIkc4jZo0RCEVopMYwoKqSpB4IK2Wy9EK59tfCf8AbI8EfEb4HfArxX4m8CWmu6L46+Cnwn8b2wkisDcpPqngTThqlxcwXSiznubLV7PUbUXsJD+VHtLhl21m+LPE3wmn0W71fTfAM2neH/Gnh+807VtP0fVZtNvtSfTde8yVL0W8b2UiJd2lpdpHFFbSJNvkjeRi6n4W/wCCR3xW+Hvxc/4J7/s66F8WPAsPiOTQYvFPw50jXNJvEs9TstD0jxnqen6Xo98YHgvYpNPtbqKW2WUz2c9oOY4pRlvrzXr34I+Mrjwj4U8Pa34t8MGDUbhLnRriHTtZbR11nV/LT7ddTtExgutQR5GubUyxxLcqzEZ+X83zOWIVevTdejL9+40aU4QjUg5tL2cpygltKzu/eTSdr6f1HklDL6WHwlR5fm+Gj9XjLF4ijXrTwdZRi261OnRqTcZyqwU7xoqcHFKOtgsdK+EnirT9N+Iul6r4y8Oan4U1XQIL621OSMyaKLy7tpdNvbqDDWmq2a3umNbLdqsEluoZZ1TzSp+Vf2+PDT+Lvgl+0haWPijQvP1TwjdajYafLDqc1xF4U0Txavjq6lluLn/X6nMumtaQTxrLA08hCusUe4faTfBgeF7HxX4WtPE/2i+8Z6tpWj3OoXsUn2bSp/CV9c30syW8aFLqK6gnezkhV447ieKMJIzF2r5b+Nfwx8cap8PviBdyx6drOieI/hp41srK50i5e4lng07T9d0dLJLGVILm2YPMxa2Td50sYG5vkDY0lVwuIwsqmHo0506tKvXdKyXtIVYxUrRfIrxjFv3d3a2lzsoYjA454v2OaVZ0amGxGFwscUnzzo16dOfJF1YRafto1F7zbcV1P4a/ihaxw+PfHUcZYKni3W7iAtna0F1P9sgY/Mfm8u4TKrgbueM5rzP7oJYDexw52g5BYABsH+7k4PG48kbhXufxmtJ7P4jeKrC5t5Le6RdIuZ7edDFcxXVxoGmi4WZHVW3xzwyrJvKOr7hw9eEyMdxDjO3cQFAX5gpXBHI5HO1uGOD2JP7pCXNJybT5lzX0afM4vz11137H4C7pyi/syaS3so2VuZJJ22urXtsQzEtHgllaNBtLYChl6HcOFyARgZKqOeK3PAesW9j8Q/h1qL/Zbu0tvHfhGW5int7a8tJLX/hIdMhu4720nR7e5tZ7d5ori3nikjnjZkdHUkVymqKz2c6wfO4WOUx5I8xUcSCMkHlZCGilIHyqflwMiv1Lk/be/YHj8AahoMv/AATn8HWviW+0PQIF8W6PexaLq+ka5pNzp13LrOja9a6zPPp91JeWRmkuW0i4F3DJJaXNvsdmFyqqmr+zq1W1JKNFc0k+XRO7VrtK2uzva2gKm6l1enGKs5OclHTmS0TT5tLt2ta3mfoT8Tv2Of2cPGI8R6ta/AzwvpsmneXqes6v4W0vV/DtppC6lJJFp11jQL60061ilvBEln5kDW8kxdBHsbaP2q/4Jgagdb/4J5fD+KfbOPDtn8TtAiO4gKnh/wAealfxrPlfllxcJhlOwJtZQcV+Ut7+1j4u+Clv4Z124+Gnwj+IPhy9u9BuvEXgfVb/AMd69qk2hS6XLNo2syw3l3pWiXj6RNLHerDKAUmVXhglj801+iv/AAR38ZW/i39jTxetvHBaWGjfF74vxw29u7pZmw8QaFpes21qqSl5YnhlvWZY3dlfa79QAfm8rryqLF0qlWpUdJQlyzu1C1Rwa1u29bvonomXnVGVNYarGhCnSm+WM4K3N7m7srNt6ryflY/VzxjZ2c2nHV9Ks7bU9YHg3XIbaznnFml/Be31tJdfar1Y3dI7aG4LKhQB7jaHKgFh+Pmo+AvH2seOfEM9k1tN4F8m2u0ur02p1nVtV1N57S9sfsqeaxTT7d0ZL6WS3gkEGxTcSEbP2k0KwhvtB0SeWTz1XwuIJxOIx5p1LSdOmnE7BQFaH7Pl3VgmJAXGVzX5U6Z4u1OP4l6D4NTybi1m8Sa5pt5FJDCbSOztrLfotjBLHGHuJJ5YpLlt07CM3R2IxdTXlcRU6FRYaVZNJysnHdv3fLpdX9NLa29XgjE4yi8wjglTqTjSUqkaybUYRle8NY68qb3trur2NT4GfCzxTb+G/ip4Wn8TW+hnx3oGo+GbTT7yGf7JZ3mnwPfWN7dLcyxJDcx+QYYPJnWOcXDlCgMRHzje/CH46eGNE13fY6fqGj2Gr6a1zYeFL+0v7+7ENutvY6quiRSPcXce4oktwCUEausse9Glr2Kb9pTxF4a8aeH4LvRtEvPD13q9mmoWF1Yym8j0K5vn095TFHcyOZZZFIt7mZgnyfPboSC3qHw/+Kv/AAsXxV4y0DVtJ8O2On6VpGpyWesWFs0ctxdaZqy2lxbzKp+e3is5YoxEwOLh5njOQMfLyeAxDo0bzi6UZUotrdK89d763s9OmyZ98nn+B+sYqdDDVKVaVHE1I+7Jr4KaUFHlqRd2uZRbs25XtqfMPirwp8Ufhp8NfgtrOv3U+jSL4m1+zZ7KF5p9Mm17VY/EOjprYkZrVHhitrwrbMXt42SGCFQxauZ+JPxM1bQfEV1faHreo7NVt470RiWR4YtZmRTca/FCZxbC7LXUlwlrFbpDI4SHiOMx19s6p8Zfhnc+HtR0HxHBdapFLcixl8PS28Fy13NYxR31oIoblsWSqzTNbTuiuJIWgDBzhs7Wfhz+zp4j8L2+s3awaFoet3miyWepR6qmmh7lhPc6ZZPcXMchhvLdxd213pKqQQu6N3R0Zc6lKNZyVDE04cqU/ebVnFRWrey0V29r2dzpwmaVKEYf2plOJvKrWjGdGhCUakKtX2qtCTb91NRVt1HS17Hmnjb4u+JPDNl8MbzR9abUrTxj4FtNZuJLjS7ZL651LStSWzuL+WKSF4reKdrZlljVwjbLjcBGV3YuifHLV9QV9Qs4tITU1u7txNc2fnxRw3zzTTuqKLc+ct3F5ELYkSK1iVo8llA9v1T9nzwr8QfCvg6Lwx41efS/C+kajpPh17e+07VDJBqmpzaqllPPCVeSC3ZpYU6OIXCEu2SfIW/ZB8e6FPMdF8V6PrqXyQSXi6lHLo8trcwGVre3s1t0u47gGWQQxQEhgsDLMFlfCcuIw+aus50LVaEnGypVYWXuwbdnJWSa0dnpazT1OjBY3hT6qqWNhSwuKjOpzSxWHnSbftZOPNUcHBe60nuk7xvdWPetM+KsPhzwdp3ivXLZb3T5rLUbbXbYSN/outLFbwaesZtY3a2XVL6VVl8uGSKIOArFUl2Ot/2iP2f9c0i+stT8P3dzPdmwh1TSZdHt7u3vU2vI3yMqvN9nWSM+VJi4ZpZD8jHFeZ6t8BvHnib4dX3gy9tNKHiPToo/E8N1b3Th9UvUlmifQbcSeTLbpcWIyl1PJGX1KYkQIkYkbyW5/Zz+KOjFtT0/wVc6bdSIzQ2C+IbPUfK8oW7W4Dxys9xcDzEsHeUMbmWEecirhgYitmlOUYU8PCpT5I8/NTVSTla0r+Ss9tHfXqa4HA8L4mOIlVzJUq0cRLk9lio0Kfsr81KS1ipNKTfPa6Wi2ufX/hr4e/s5eMvD/iPWfBGnadoMekot9rg06PxHoN54eSe2u59T1nXdPN7suNRsobW5t7OSCIQ2V2iNC000iles0X4SfCPRLnTPE2ja3Lbat/b2ka3p+u6p4tnRoJL15NQhtdNup1uLz7bqVlBPpt4Lhru/lW41C2n/AOPgbfP/ANkXwR420PxB8WrPxpo1/pGnan4c1jVrW1v1ifTdSa5dbS1sRLGHtJ3R0urhYQyBRNEBGkbgnwz4gzX/AId+FEVlbWWoLfaT8Q47TWLYvexM+tPol/rNo1tfoZDbaldy6hZzW0hcRxCcNbtm3MdVUxEaOHpYmWDp+0VOVSUVS5ZRqU6kVZWj7r1unv8Adc4Fg61XMcdgMPnmLlhYSw0aUvrSrQrUsVTlOSbUlzcsouMlro+Vu9j6o8QfAz4Watr/AIshGoWi+K9T1JFutN0nxFvl8L6zrfl3E12Pt0wga2NzIxS3Czyg3satFG0kSrs6Z+yh8OJ4dAt/EmiTX95pVsWmnnu5oZNQSTz2230VtLbRyBppxdkoirsWK3k3hN1fnL/adzp+snxJZ3ss2sw/2VeskF4JIf7RtpbLX76Ca7lCyXVzbXMxtJHcj7PIDH1UFv0e8b/tiWfw+8YXFtrPw7u5bD7T4WXStbuL/wCzW80ereGtC17UJrjS/sMt1IulW2sxxzWlq5MkhWLcrytswwWMy6rCtXxOHo05RnCiuanzKSqKo7uPK/8An3q9Vdqz775ll/FmGlg8Plea43F+1p1Jr97GjVh9XjRSV3y88eSbaTeii1bS5ymrfs2eG9LtdDb4eeNtf8K6v4OufEFtpE8g/wCEk0/UbfUr691e20+9Sf7LKt/Y3Wp3kMGowwzRWsFzEkUDzxrIPPb/APZc1+01HVNS0vV7W512e48OvbWksM1ra/ZrW0ki1iZL0vc28DG7unme1vIpIntkUPLFdTjHpvij4/6rf+DJtT8HeEodDutLlvLLULye602+0/7CyajqOn2Gh2mpCO9aTUri0uNTa5lBltZfItS+WjDTeCPjR4n8ffDn4m+M720sbXxD8P8A+z/Edp4c87RLmz/4QzUvD9xKt1qQ0+4mjuJheRtPb2WsSNfW121tbS28c8pjj1rRymvUcfZ3cKUqnuxcFyRhaTg1Ze5COqSSenynCYnjjA4anUqYinOMsVDDSWJVOtW9tWrRjTVSUY39jKpNR5pN2cnq9jI/Z7+EHj34c/E6G+8X6bpMXh/+zfGbweINK1exudJt/tFxbw6STbAjVRqV+0zJZxwx+Tb2lncSXKxFwzfJ3j/4V/Eq08WeMh/winiRtFsPGeszJq9rE+seGbSF7ptTRodRi8pnhl+2JJBdbPOSYfPGzB2X6D8B/tN+Lpde0uz8Z6ToGq+D9H8MXFrr1npQgsNYudTvdZs4bbxBbT28siWg0SyglhktFWE6hdXk90/ngxeX9FJ8fvh+dIg8QaxpU2lRPrh0q4jnmnlTTbbUJb4aClwLwNKTP9nSW+vYLKZm81VsbfzEaKoVPLMXRhRp150Y05TmlNpyfPy35m007aW12XXQ7MRjOLslzStj8VlOFxk8VhsPh39Ul+4jGE5TjKDhJtVWpyuuWSV09np+TCWerWxuorzS9Vs0ht9RS2WZ7i8kYQ3EcdxeyCWJVkkvcpNbwbVkheW3EzhlNe1/B7QNU1D4a/GvW44L28nvz4R+GnhbSE0m7jvZtX1W5u7vXtR1rAh2RLaaX9niaUxx2Chyzn7XGB+iHxC8YeHPA+j2uraxp8t2uq2N/c6Lp9lb2d2PsOl+H7jxBrd/K80Cz3MMtpbvDDBHbWlw0kRe6iiYmJvB3/aT+GuoWs0Mmo6i1pBdx6vbWWuW9rpVg1xaTQyaXqK3Fss9otgkcJuprueOe83pJbCQ7ngTKOAwWErTUsfzVfZThyTg1ye0ioqTkm0mk04vZJp77FfifOM4wMI4fIa0aLxVCp7eFWM7/V60ZypxhKEZ/vJU+STS1Sa0S1/MTStW1KG/0121WGW80bTI9ITUrGGDR5LjTtIl+zrqEVraEW808sIzdXTSSt+6UzTyNxXsHiTV/OUXN5bWl3PffZoLeJmW4TfeJbNqOopfSPKx1CS2t/tTS72W8vsj9zDK1fZUv7OnwZ+JclrfeHbSC4fWY9b1yLxB4e8aW0scllqEtjq91LA8kUVlph36pBdz6cISLW2dfNaN/LjHm3if9ljT5/E994a8OeJLqJvDmmxSSPLHpV/9mkvxIbOyAivra4S5FjbzakZX3sNPkiuJlWF1J815JjIJulVo4iMmpJxqpPlfLbR319H+Z6/+uGSY3EU4VqGMwVaEZQrU6uFbS2vDmi+Z6p25ktNLOyOB+Cnj24e9Hw31XW28n4sWeqaF4X8OazdTzTR3GnWS6rr93ZQRpcDZpXhy0v0nu9iW8F1d2oMyRyZHkb3F3ceJrmTTzcR6xayWF4usPdnz4odV1KXSHge+Di1ijM2wCKDzAwkR5AsOyvrT4R/Dfw78NvHNp4t1/wCI+ivFDpjaZ4O0nWxb6Ffabqvib7JBqN0JbpFt/K1qys0isvsl7PDd3MPmGFIYnMtP/hm9dLj1prPxFe6jpms3l3JPfOtrNex21tJJqEUItGmOnXOoOyO32j7TDIXeOOPFeh9Txk8JhoJxnUouv7Ve1jJxjeDpbSvd++raN/l5P9q5JQzXM6lnRw+Lo4P2NWphqkIVqsVP6x73s7JWlS1d1Jyd7NHy5J4r8aaBaXdjbX2p79d8beLY9DkgstZjud+hG8nvEGtqJPLttNa01Ce6jit4bGa+hguElla4tGqtonxb8Q2WsaNpN9q1vqWnaiWtPGT332qPUpjrV/8AYNS0q41CREeZZ9PWCT7RPNcSQST29pAIkhljr2jwt8FPF9z4Ut5rvX9U0W9l1XUbpbTWFspILbQbyGKeKK7lgkuYrcz3tnafaLcec8aIoc+WXNcF8R/AnxPvtS0aTVvDnhORZ9UuWuDa2sGnWBlNhvSW7tb9vNmCJbT3Gnuizme8nNyEUiAxkaWOhGFROqmnHmjd2UU4u0rW07u3nsT9e4fqupTqrBOneonNckG5KOkoPlXTRa3vG9+hX0j4nDwboXhbwvqMCQXUXge20/wze2NreWVwurLfSzktqC3rwalYafomn2VvZH7I9uJo5ZZBOt6I4u30f4ofDLWdNg1me81DRb+a9jutO0oW9lLPLqNrPImqS3V7dWMq3UN6XjNvPIy3CQ2zWQ8oQuX4LXdP8Q2HxU0vSdG8D63NFY+D9E0/Qbe60O51XQbuR/B1pd3drqOqReZp1rI0dnfiTe9jfy3cCwxBpWhDcLqb+ErHw94I8Ja14G1jwJqkVmlquutHdnR3sobiO3n1jUdJ1mdNUFqbxmWSeX92X3SQzTCJ4hvLGYulKo3OKjCTUI1Kb5dOTaVtN3y66276HNQybKsVhsHyxqc2Ip05zq4TE03OHMnJ80L35Va00k5KTvZRufall8TPh9rqapBp3xGudRsLr7MsNlqWgWGrajcwyW11bDSY1861giW2SGeSW3mj3LbRqkEyoVC8ZF8MPA0mjwX+lafoPiCy1Ca3sZk0fSlsNflnjgtksbK1vba4eyW3Ecj3knnS+bJuCTySR2xjf4d8MeIfDM+p6vZXWp6VpvkzMNH1a50u5MZFrcrYXkl5Jo5uVsobm1lkuI59hk+zsBFtYNJX0v8AArxNPZS+MPDbf2ZEnh/wvr2t6Rr2mxX0kWqWkdneyW2ox/aYrS5e3n8q3e1EkNtPsL7A8igjbBZjGvNKvRpyk1K8lsrJOzT22e+uq32OHOeGamV4erWy/F4yEF7Kc4ymo3hJxjLWNr2co30vb7Ldin4m+C3gTxddsZNJ0jT9f0aXSdP1GTwn4hn/ALUgurO5MME9zasVs3n8yGD+0rh0FpHNaSTNvVQa878J/DDRvBmneK7W78fW+tTXOs+I5Ej1vXPDs9tJcapJbJaa1dlIY7zTRa2bSWbWOnIi3Eks1/57OYVi4XRvFVxcXNtofhjV3iku4311tbtDLDa3HnwiWbda6xFBPc2cieda+ZG95crdXUrQosyecvnvxA8UX1lqesXCTDSVuPsGn2XlCHUri4t44La+sdWlhkWCG3ae4DywxxPdGVQZJQjEwDmnmdB8koYeN25KXV8ra20Vrry03bvqe1T4RzLEQeHqZxXdPlpzgnGL9+Li07zi3ydYcvvaNtbM7qw8FaVDHZ2WhappF7cXV5rMMEuk+J9IungnMkYltr+a2dbqeEGMRxR3pmAkbEYwfMMOv/B7xtocdtqSxXVubmKJZodVSKwW8S4ZvKm0sRPdnUxNIoiRbEiYXAVNi71I8UvNV1DUbi4uZp7ue4uY7RJg8aOWUJiGSaKOFHWFJnVyIU2DauyPahFd34S1fVdK8B+N2t9R1KyGk3OlTiVLlzJZ3dyn2fUNR0+SWZPskIjMIQWsaSeauEAkyzTRxOFruUHhJQ92UlONSzSik7ON3vt039TrzDKM7yvD08TTzSnXXtaFKpTrYd3k6rjTv7RSskm+bla6Wura4GvaJrFhrOg2d1o/28XzFojb2V/evpl5pF55V6t5qFjZJ/ZmoKjieN9WUrIH6PLFIIus+HfgVYNO8Ua9qPiC4hlim1X4ez6Rqxi/tm/0+z01dVXxhJlbCKW/mv760gldmazu5bQwRuMMD5t4m8U3Go2ei6XbrfaVNpUk2oy63BNqH9s6reXV3dTya3qE0Vz9l/te/t9QuLKC7ZZLiRXiuFiF4guBnap8TfiVpUV7e6fqzjUpraC2gvHMd+9tbuYlKW665/aMaG1giWSVIz/pV5FIqyCSVzV0quCw9T2ip1JNJpXvZXSTavbz1637HNjcFneYYWNCFfC0nKVNydpJSUJp8qvGUFdpSundbo7Cw+G2reJLeaFbvwzbWZsIPElneavY2Z12K9e3vNN0rSJ7W6CWthNr0SzPqcTI4tGNl58Mc/l7uCjuX0e00NrhrpbK4tNa0rxTpur6Pp9uIGvbmWXT7OK41Lyob77XJE94k13LZfZLy2e3trpbdkLd94f+P3i1NN0+TUbGx8Qhbe1OpLrWneTb6g6TM1vNAumpBdT3ECI4v4kjuERzHE8TzouPb/BvjvSPHWmazZXVimm+I/l13TdLFzLqNnf+FZZyL1JvtdulnNq2jpcMzW4t4ZDAqN+9ld433oxwtacY0pSpuf8Az8SbbTi0opdVrtummeZi8Tn2W06lXH4OjisNFx5pYecbwXwucla/Krpt2jrsrar4P/4SF7jTLHwxqdy9lplp4l1vUtUstLsbc6zYX0iwQ6dcXLCL7DBp1y4hW0iGqXNkCJ5IVWVURuU+KHxF0nREub7Sr0yeOvEWoySWUY0+wtLXRbCC1tI59VubFLi4tBqF/qC3UVhDbBF2F7m4SNnSNfsfVvHvg+01LxvpN7pFjF4fjv5rGKPTtI87VIbOxK2kcUunJJHYak5u4prhIlMEkLMHRg0bGuM0vxr4J07UJtY03wF4aaS9klgu5Lzwxpl/cXGnQzeTp+9bp422WW1p7qJWeR5nZIH/AHbExOFGVovEqHvW5nCd0tLuy089bL7jsWNxnK5rJ6lRON4x9vSUakKkIvlba0vaLe6Vmupwnxr8SeINY1bwLquk6fpEun3/AIK8J3UNrrO7T49Rt77dLrNyfINuNPudPuRcwxrZTMt1d7WdTEVDeeapewnSb2FNCvTbxL9igvtStprqztriWBd4hfNxDLc29wZZYn3xvho5Wt41G8/Z2u+KfCniq/0HVb3TPD3iKx0S0uLnStNutJkiddSuljs2fZPcm2trYxh7eSxNndW6AxXVvEskBkPU2DeEfEWi6f4e1LwLopspdUW8stG0e4Fvpk+uWzeXdkapp66Y0k6WTJb3Vz+7EoRo1t5Y081uiphI4irUnDEwvKXuwfNd6JW3Wj6u2l1tqfPwzatl2GoU6mVYlRoaTlSlBWhzt+6rxbcVZW05ntJKzf5rXVrYadqV7BDaz20bMvlvfIJr77A++OC7vYbGW4s0LyRzGUJIFZxGVyoyfQvAV1pOp3d63iq8kj0oJa6fDqdza3Ukf2WOOKygtR5UMp8u3Qvdh51G5UOZw0YVvve1/Zp+Eq3OV8Eawl6buK8v9PXVdUlurREZ1/s+eAPNHLYkyhJGllYuyqVk4AMsnwL8E6JZ3Wh6ho93bWV/ePeQWmp2Vxp8NjtgRgrSiO3U27RbmhX7RvkXy/LEjkg3Ry7EU6kZSlTvpaPM5JvTfa2q3e76GOL4vy3EYeVOFPFxm18bhFOOivyS53rqt2rr0PSfBNzpcMTeHotQaWG3h0oaD5VvaLa3unJZxy22oRNZRpbyC5jk2giK3l3K3mxuWYn2NI7LSPDVxrk6Rzx6cscxtrm5e3kuJNrqyW/2ZZpPtu04tYWgC4LFyFw58FktYtH1DTdUsZzPDPNDBFNII4X3WENvaq0G1d8QgtkhtzvQCUhSwEjMa9g8T6Ncal4WutMguTZqt9Z3MVwIpLg3IhZ5BHiHzGQyKQjEIpzgN8pNfYUG1Tj0fWzuumn9O3kfi+NaqYicouVqk5T96105NJrp0V+nyWpPb+Nr1NMk1i88OX8WgRG2t7m5sb+2uprK7EafZhdWjpFPFa3VtJvedEMX7tQAzO22vpfjLQPFd3Z6fY31xDrA08yXentFtspbovukSC5ilaYtEikAInlojNyCAK8TRNUin1bSnm1SS01T7Ekd2t28VuYNJzG1xc2s8wIsoWxvEiNNbLC0a+XEvPdeFtOsNHgvNZtorm5uNNaVLnUIpoHN4YrgJLITFFMklhEIkNtPBdIWcTIgZSQ21n0T/M42u/S29+qXTulv1fY9PuNMEYjkhlkCXIkSSTzllS02s4kRJuXKqy7fMZS20glxl8lUf7RF5aabNGNqtJcvyGSbzUDGSPhmVraWBg2WYlyWRQSKKvntZNPT1/yIduv9ar9bHyX/AMEP7Dwzr37B+ha1bXd5Bqej/tAeNvDkOn7oZLaBr/QvCviKZntphEEuNlxK1qsM5eWSXITblR+juqfATR9R8QeI/E2i+PtMtZ9J0WayudM1S2u9GvbOz1nV7RbC/OoRK1mHivWa0Uxxy+VcSxEqsPz1+Qv/AAQPv9C8dfBb4yfAjSfEf9k6z4a+L2m/FfSIryEfa7iyuvBmk6Df2ZWV0AiiXSDdNNDtlNwIdpUxnf8AtX4k+GvjM6n438PeHpdL8Ua9N4dsobDSE12007WNY1jR9c0/UjaNbahJi9kj0+Z7s26/u53g8hpInmQH4XPaEnm1Wbw0ZUZ1eaLvaTk6aV9H/PHS66O25/UWR5nSjktOLzGdDE0MPZUKsIyp+xVenb35K3Ly1JXk2rLWW2t7VbzxvJf6nLqlzaanboFRLi3mN6ryiCytXurZxslsori/FxcLujKtDKYRLh43PAaq95ceBvD2njTvEUV5onizWNJ3OHSC58PXl9Y3F9azEiJbrfch7yC2VZZVQsiuxlzXU+B/BWv+GtV8KxeLtL1ezi0uBYdWXWZI4jcWtvFqc0gmiEgKpaGG2cM7kJsRXOeR4NqvxO8Vz6pJardzqbxxdpa7beRbV5p1INsXhjCzQRqYt8ZJUKFSRzh68XEctOEpSVSM5xlT5FzSlvGXM7rq9L20STWx6eWwljK8Fho4SVPD+xxDmnaMrKUGo8jcJe7vaybknurn8Z37WVu8Xxu8Vuu5Fu5L5VMhYXDPp+va7pLpKJctuBsgN8jFiB3YYr5ceQMyxk7wpOF2hWYKBuPA5YYycnvnNfof/wAFNoPsn7WPj4xQosVzrXia2TEZUxfZNbeZIHyBl1XUQTKoYMzls4b5vzcnkMbgZeN4yAS+W8w9TgqewyuVPIPy8jFft2Aq+2wWEqpW9phqMuVPZypwbtfV3fe/3q6/CMwpOhmGNou79ljMTBu3SNaS69tPvQy4kLRMCo24ZdykEkMxJLA4b5QSFdeDyCDkYwdRhX+z71D8wW2lUMDjDKr4ABUMHfA3ZJLKd3ArbmYbJGKqAxXiIbRg4JVj94gDOTywPXIOar/IYLqGZWbfkonGGTZ+8GNx5CH5cE4wAcZJrvi3q0tbrVL0vv8Aj5nBNtJWtqmtfRa/O5/R1qdz8Ote+FHwb8XeI7DV9Uv9T8IfDWwMentZ2Fp9k1vQNMhS8ub+5nWWaa0vlnMtuYHRbZXEUnzlK/Uv/git/YmjeBP2pPhhEyx2fg/9oRksrRZZH+3WHiPw/rGlWUeyTH7sPoJYXDrymN42hSP5Dvh9+2R+0L8O9CtPCdn4o0fxX4PsbOx02x8L+OfDOi+JNMsdL0xPL0+zsp2gtdWsxbQkJbzQX4lhIVg2V3V/Sx/wb/fF26+MV/8AtWeIfEGnWema5rU3w/8AF01jo6TGwtr/AErXPE3hy4mtYNQmubsrNHeRSuWnlKS3BTeVZRXhYLLq+ErY6pUcXCpCUoOMlflVak1GUWtPd55N919/Tm+Pp4nBUKcHJSpVIXjKLSb5bNxd7Wv36H9KHg1GudHsrB1aRrfw3psVxHu2+fJ/ZS2ypbjGCZdgWcM3lkKWHBr8z9f8K+HtI+K/hjxRqevS6Pc+H59V1J4Lu9jsvD+pXq6teWVlZywRw831tbolyrq0aJD5QeQI4Q/qDoi2+mWxWziYtYssU2HTfDBPumjRm3llBUyeWhLv/AAMBR+Xn7Sug63qWuW5sXsfsEHiPV7DWoFtJGktbnULtrywu3uVhaSO0e3f7LllSMSuGdlYZrzc+v8AVaU1TVSUKicYtattxs/RLp1sdHB6/wCFGpQeIlhqWIo1IVaicV7ri2781kvK92tLX68jJ8IPCHii9vb618Y6dqswuGjjstPhskubEyXMusWtsyQNHcziFhIIrmRHuriLb5j4UGtqL4N32hXuueJtN1CGLQNat/EVpPYi3eO6tbTULWci+DwFWuFXUUDvDCom8rcUnPklq4zwv4O8e6V4/wDCCDw3qlnqVjDYuzNps9xo2naW95J5mo3cts1ws0SacyL9pkutiO4jnIO9U5H4p+N7/QtNhv8AQLbWNOstE1fXPB89t9qlg1WG0m8RXuq6G9/GEELxLZXOpyx3KxRlrW3h42hA3xlSNOnB1Z4dxnzOyjzJt6NvVtNK/Tp9x+o0ni51YYejmUa9BUo3c1Tn7ikuRNRt70lBWb09NDE8V/D34qN4isD4Z0DU/s92Utrp5LjT0sUmkI+1XC75ZzJazGR286XlEUecqN16dvC93q3wJ8anxCdUiutAv7G/0e3vrCaW3t7TRbzSpoHtbSeONrWRb2W5gS/jDSwWxuDDMscrPXpf7Ob634k1bUtevNXurnQY/C2lEWNxcSzbtXl1MQW0sTTO4hvZrFi93FA+JJlVhFGrHPo2r+PZj481jwvcp4ci0GyuLnTdUt5oZr29iu47P7bD9rt8FxaBJILhkKZje523BDJ5dZQwlD2Cq1Kk6axMZ0lz8kl71lzXVlaKV9neUkrJXZ0Vs2zCeKjg6OGw9f6g6GKdSlzQqctJrngoSdRylO6j9lWV7u58JaNGdO8G2vlfaRcmGW5tvsMl7biaZImlkRUgk86K4tmyxYurrEpKoQQT6V8OPEninTfg342fTNd1PSNSi8QQ655n2q5nv5LK/NnpMjad9pmcxJ/a89vLO2zcA4ErKTub6o0TUPhR4z0fxW02nR6DD4d05rjX4Xs2tJbW1uRcxX8oW03iYXkmmSW4Nn5dxLuVMxOHU+S2Vj+zw4vLTw38S761sZLTVxc6ZLdXl1NcRtpNrdS3HkzwRPHbWTWMBtYGlkSbVst+/fERzWEjRtJYulKNShUhBc/I/sxuldxVpJO9rr0Ot53DGxq0amT4uE6WLo1p3w8cRBq8J8snGOl4yvb4ZXWl7nI+Ffjn8UTY2HmeM7qXUbCe6t9RvLjyZ7i6srdbW2W11BrmFHdvPt5Sk0cm1TLK+/LLX078JP2iLrxZNNpPjaCKa2t/DXjjVtR1i4hijtLDULIyXnhpNMj0+OSQQiSzEGp20Ynu5yZZIZFjj2nznwT8E/AmtLd6/wCDfEsup2E9hqEmsPcIJXFg1nfRal5ReM20E4mvLIyi9ttumvZPLC/nSyCLQ8P/AAR1jRvFem+J/BniXSdT8PvZXyatby6lp02pHTb3QrjS9TuLFLIDTrmO5lvJRYWt0baEEr599E0wmTKjTx+Hq0pKt7RP3dK3No1bVSaTV1bTW+l+84mrw1jY4ihLDxws4qV/aYWVCVObi3yuSXuuUW1GM9JO7817T8I/2ttA1yPX9K8XeGD4S1bT9Pl1n7b4e1X+1LB9Ilul01pQ2oW0ZW/jk8xltoRcPb2itNLCyZr13XPiH8N7u0tZ/wC1PDNtB4o1mzs9L1bxLYWsmm3Wt6PJbWbhpoJw00yzyW+m2t5BAgtFaCZISu0V+Zz/AAN+JejarCIfDep3Ojx6J9qnu/skd3YT2c0cVzcQQXaXN29le3UYuYrfTIZZYIJHigtriWM7q4268IeLPD91aXeoeGtYgsvDHiG18X6ZazWN+1tZJpOpwatelZJkuIkEsEKh5LiNo0b7OlwQAQMpZnmFJqlXoyqK8eaUqc7aSV7cq5ZaXTT627lrhjh/E1JVcDmMKHNCM/ZUq65ufl00nUunzcui0193V6fp14h0j9nCw1qXw3rfw/0S8aO28R3VxNoeluJ4Nc03UItK8R6cl1bm1J1S2l1EXl5cvMsdraLdXTlZIVNch4s8LfAb4/6lZJHeapp114b0TwvaaV4gjuZra18Q22kpq9rDp1hqFwZZNXm0+S5tbjUrO+iEsscFlNHcOrSJXzDqd/4h0Px94r1G0i13Uxf3erXumM942tWcGi+L7V9WvL2C9gRmmvGsrsSapd2og8n+zxbSxyhPLfyrSm8WeH4n1nwzPqiWV1qraRbTWwLWtpe3djNqE6oWjkdUhjEmqahKWkFvE8aPNCkscdZ1szqRqSozwEJ0ud80XTd2oS5Yy2v7ururLTTsdGD4XgqVPEUM8xlPGRpR9lVji+eEXUSVRezc2l7Tl5eVu8rW2sz9BfEnwJ0zxVosI8IeLdTt5NQ0LxXfeDNB0y4thoV54ktfD2nxNqLXcVtePb299ZxGG7tLgicTP5kQYWghal8Kv2S/iF4H0r4hfD3XTpMHhT4j+E9Ikm8T6Xfhbq18VeHb+0vtGtGguoobm/0loBfw3oMdrOA8t1teaeKJfP8AU77U7b9l/wAJRWmvJfa5pnieG+SWxmudPuItWvNF1y+fwo8lq6u4OoF4VutzrZQLP5nEUddD8H/jn8QNAfVop/Fj+P4LK4s7Oy0zxVqbzQ2t/DZ3F3f3+jpqM0Darb2oguEVIbtXnhgRCpmfZXRPF5ZRxtJVcJOEq2HTlUpSShatT96DgmtVeyafXW2rM6OUcU4jJ8U8BmeHr06GPmlh8XR5a1Spg69KVGrTqxjyJqSjUamnZprm1UTh/D/7I/xh8P3U9g+gaaItV097OPWtN1ix1TS5raWRHE0s0qwXMIl8oMGeLebgeWCFBYaMvwo+J1p4E8Rw+Ivh/da9rlzq2lL4a0q61HToL6wfTIry5OuxyLPHHdtbtZW0FrDcXIjPmQyzIAAj+xeFPi58VU8V+ELj4h+JNL1/wZ8QPF6aCmn2CWen6XeXWr2UOlzzJDBJNdeH7XSZr2G8srC9IMco8xsyqwHt/ifxjp3gGb7DrWleOL+1Ml6Yp9J0+TUXubKCWTSrBxDNDcwSPcqJZZL28aC6vBaZ2W9lE8h0o4PLa8ZVqSxOHUHyNVJpyV4pqSUadSPK07rW6e7ODN894qwGIw+ExtHLsdOvCFejLCRrqLdGVp05P2tJx5JRtO8Umvgst/nD4s6Z4k+J+j/D/VptOGgarbTwNq/h26vQkGn+dbtDeWzS2skV35scDsl5FaqX1IXU0bSJGnHwr4n8LeIPDvhTXfDMWkSwadb6nq8up6nrWnbUCaMLuN7j+07mBY7azttOvVtbuyFxIkoeBpMMoZv0ftvj38HzdafaX3ivVLoah4nn8K2smsW0NxHBrDGcR2J1WwstPuYrO21CG7t7m9+ytb27Wsln5beYkr68HxH+FXjq0n0ubVtDu7LV9auPCt7pepI9tNcTT20kEBv7HVUMRs/ESq6WcSTyLKsGxpDJJiprUMDi22sVH2kuWDTes3HlWq5Fu9/eXpc4sBnGdZVGnGpk1WeFp1PaKFOFS1Pmqc7cZLmTSbajz/PSx+Xnw98WavoF5p58OXEMGk2eg6hBHptqbeawhF3eaULqK2jlLQXdnq1pFYqbcO9uLe1KqGX5D+jWq6rb6H8RfhM32mLRtP8AE2s/8JF4haO2RpL3xJrWlS6RZ2AgaGKVox5MOmST3DyJDbi3hjt1G0r5x4l8MfAjTfiva6Nd+DpYdcfVfDuippugww2/hjXbtrH7PYNqej6c8C28Ol2scUM5c26W0EZllXe+9vpHVPhl4euLLwxp99o1nqp0GW31Hw7Pb6sLe50K70vzruxvo7l3N7DY5WO5uWnkuIr+SKITgvGta5fg5U6dW2IpVIUalNRjd3jyOMpRdtuZJxTV1da3W+XEecYSviMuxE8uxOGeKw9eU5ypxg5xqUrQnGSsp+zqShNuyd2462sfC/j7wQ/hb4r6nZP4fn8Zadd/ab/RJfEEqXV/4e0O6e7hieayvr2MRWHh3UzdaPZmyRblIzbgWwLS3K+eWHiXW/CxihTU9X0TVV8S6g3hoLrkemeH9Phla11XXbSfSrr+0bPzVEEeiwl454pzfRwO0bvuX7M8baPd/FnV7nVdGuPCGueJvClpJ4WmSw8V3NnqFzr9+huLuTXLk2Utuht7S881rW3WZmnMstzApVAnzR8QPgj8Q7qz1rRNN8N2EsN9qGkgXumaq+rmBEuUuvscsMkslvZWL3MKanqRs1DT3UFsSrnEEnJiMPXjVlPDwm4Sm3FwXRtN3StLe/xX1WjsfQ5TnuVYvCYfC5riMNSqwoU6Neni5Rhyun9uKna3NBxb5FFdrvU9QsfEGseJvAvifxX/AGNpNulhqGuWvhux/tuzj0i+tY47O4v2mMPkCGHQrN5VSGIxCZmWNn8/DLwUXxk8P63ocd2ng9bc2E1lY6lFHrc6auZJcx2T+FtOnnmnmsFtY5JLm7v0kghuBELglJAa7zQPAuq+E/hhB4F1Gc6p4r8QReOry40q3sNS02LSrm90a1Gnaet/e2NhBdXsi2VxJfyiH7K8txaq0huZWr5PTwBdx6C8baJrdv4si8Q6lFa6f9nn/wBL07Tltvtn2VmlAW5jid4ZWa6MHnPAtkl3IWqsXWx1JUFR55r2V6i5U/fTV1trdNq1rv5HFlGWcM5rVzf6w8M6dLMo0sJKFZqMsPOD5XFSqKXK5Qvz7JttaNHv9p8X/BWofbtNtdek8MzWbWP2m51rURf2UVrp92Z9Xkj1GyjDXV/c2wvV26gbW3jZIvKie3JzLovxN8Ca95l6NfttV0m4siLfVNTWC/smGs3V1Lb27XqvcWk2nG2ikee8ZjDBfTrZR2z/ADtD8Val4mudI0Lw/pUGiWOoR6Xe6rOdL1DRTptx4lsddtLix1+61fXmf7VdWr26W+kQNIqm0vpDeWphkikYcf4lvfC97qFtpJg1Oy0k6qdV8OeHrGWazurKx0M2OoQ2Ju7FI7GJEvLPTpD8saXW+6WPdHczStNLNq9qalOm+aUYNOHvW93ray5b6rR9Elc7sXwJljdX6nPE0eWjOdKdKqpqM4K8UpKadmt7N2i9G2er/G/9qr9kn4SeK/EnhX4m6JPpmq/D2Lw494bXwOGk1fSvEFnbanp13odxokAuLvRIBcRpqV9eC1ksJrdPOR4JfMrQ+HH7VH7MnxWj8Q+KvhR4itb/AF/WxYaJq8WnaFrdjNLd3VnNNa2Ftb3VtsGlC1Sa1abT7KDT7bzGlnaNXbb+cn/BS57W6/aR8Q3sdtod0dY8GeDm1Wz0W3s7TVNJ1O+0SzuJdJ8SXMMM/wBp1ZI/3ka3Y+022kTpCTgRmvmb9ljX2t/jjfeI9N0XSPBuk654iuLY+GdIbVZdM0uwg8MLYzwRQ3UTX0srzRTXt6bnesE9ywcxIxC/Vywijhp1afI5xp+1t7OPK3o2rK+j2+dz8qoTqupDD1MTiZQdWNKSliJzi7zik1GcnopWaWm3yf7Aaj4K8AeL9Wl1jwzq+m+F9Svru9itLFLmbX7GPxBbWVnoNve6fYatNJY6bZWFhpg+yJZiGF706lfB4jeSO3Oaj+zzLdRLbWniHRdYvYy1pqLlDa+b9mXzRePare3UcUzBFdtiQx2yMCJgkDivKfifrd18PvC7WOl3jRrrVylnJbxv5VvHfxo0ceqf2jF/pHy2lxcwkzEJ5sUce19vy+yfs1eLdb8aQax4N14f2iuj2OmahayOsT3V9aW+oRpdaVcSPFJctpl2s8kiSF2MqWkwcmNpUb5rC08Li6vLPDcs6jbvCUo67ylZNJWV9kvI+2xWdcSZPhv9jzJVqVBRjyYqhRqTVNtKCVRp1JWbekpXs1r0PMrz4G+ILi61K3h8V2Bt/tljbSefqVza6RZSaPcyCQ6XqNlbS3LSYit5tQibak0dwpCPGrmvb/CfwbhtvA3jDwpr+raJd3fiG8kuBf2v2u90Wz061tDJo41K+aCN2El/EZt9rvWF2keYM8QC9J4f+Mfh3xfc6d4S8UeCPA3hmy0+XxDr/ijxF5WnaRpd54Z0W81HUvIhuUaBrK9XTjp95d3arIY4NPuooredIJPMrfED4wfDjwbvj0TwRpur2l/cpqLat4d8ZTXWm2VpFYbbPSoLhJZtPvIL+7We/Qqu+G2lvLn7Q02yJOilDK8O5VYua+Km25VGveSVrd2tnZrujizHMuNsyjRy+qqLbqUcTH2NKFNv2c1Ug5TcnFR0XMmk3qrK5823XwS+IcniC1s5rTRFg1jWdG0ew1A3Z8WNcwatfwwjUYIdKH2aK30uMSZl1W402Y2kUqQsd8bvxuufCzxVDp/xE1lfDl9rVjoGq6pYX9/4O0eaW3XWC91a6VbR6dqotrextXlgjvb6KzutR1G0sy8dhBO4MR+kvAn7RfhXxdYWNr4igufCF34h8S6xZ2UVvMdYu9attKB0zToI9Hhsbm4SC9uWjKakLuezlhMUt5HawKJB7lren2Gn20DSzXxa6s7jU7G2v4TBK2TJbm1ht7drljJE8wUNJ5E5e5khbzIMirpYPAYlOdCtJ2d2rJvWy0vZNafyrb788VxRxBlkoU8fgqUXaCT5pKM+WUVKSkrq8lfms5K/Z6H5fz6H8QvCum+GIPEvgzxnYWi3trquh2mpw3dvbSa1eW0F7Fc6DcafamN0v5NlzNYRfapb61iUXLQOjFfS/gPdXWp/FuRNVink12+8PavYW3mPKs2nBI4be4jEEZjdJ4pDFEsEis8KRbCkjLgfSfiZvh/a+IbfSrm71efV/B1t9nuWWz8RWmj+Gr670yDQ5EgvD4ghhe/khmjs0jt7VV0u3s3uYYhF5xPNeFvC3wn0DxpJrdtLNY+KrSbVb6e9tfFWrxve3t1bvd6tNrMN7cLbX25pI5ILkrBBNdMpiMgANTRwdKjiqU6deNqdZOcajSdo7qKj1s5NXstFvs+jFcUV8ZleLw+IyrE06uJwklQnQTnS5pq8eZz5bRa0vd2fSx8seKo76y1fxUY7O8mNjq+pee91aoIGM2o3USS3UCxptfzuZGTyVDSRAlcEL51ceIIX1K2spcJqzWzXrw/ZIVB09JorOYRyrb/ZoXllVFeIMJZMPIfMZSx/TL+0tM8Z+E7yWytYfGDa9c3mRYW9r/Zd1Z6g87X+bu4ktQbiBmlmMcd5NczyK82BOoRfOn+CXw01XTtK0HUtOV0tYm1a0vIn1HTtZkjzD9sla5uGhWS3klFtFJZXfm2k5C3Gm+Wzb5HPKZc7dHEU5qTc/e913bukt02lbT/gXjB8b4WMI08bgcVQnR9nBumlUi4wiozlZqLVuW/W+2lj4XvLu8tNLjvJruKSeGGGOa0jeOGaFXlY27oql/LiW0aMSSRxOjeUXAWZnFVofGetaBHcy6frmq27taRh0aSW4gFlAZL12eNHa2e5KMJrMLGZbhWUyqiRiOvte4/Zk8FLYQWk+sazdXMljeaY2q2mr/Yrp7hx52k35EkF1ZRyaMkn72yVHt9R25kaBgwPmQ/ZTivNLtrCXxPqQlktpUluZ9O0vzluw9xp91deTHeBw93BG9zBE1yYRFPHE0ihQRhPLMfDl9koyd1aUai0Wjdm0l0tvtsj06fFvDVeE41qs4QutK2Em7q95K8bq+l/+GO4j+Mx1T4B+Irqyu5oNY8T6Ve6NNfz2t+rXH/CMvHY+K7WC+jZIV1K9S4EujQMI1vmFy0chmjVU8a+H3jTxn4e1fQVm1m48WaHdQafI2kX+sz6mv8AaMl7ZLDpE1tqdzunuYbSAw2aIskLK7i3lZ0eNfpzUfhvpcXwx074fRQy2ugaPdaTJaT6hDaf2nqV/FfIk1/dwWc0zBHNzPeMUuiJQBbiZpDuHjGh/C3WdIsvGvgDQZoPGsuoyrq8btok9vJZwJfzabFp1hqmozRw+fNhb2azhZkSBluILlJD83dUo4n21Gb5nKFOF3B2TqK3MmtpLqm1ro7nzOBxmRvDZhStRjHEYqs4wrRipOlKypzjO14SjG1oxtrvpqfYetW0d3a6RFa+Ra2MHiKD7WsMUDXCBPMuYLAkZkjUMWZoiwJUNDKXCoa920JWltJ9QZEMduzPcb3SBDDLbzsHUSxlfkOVLnyvLJVmV0ANfOmsXsjWPh+I2slnNcX2nSahbzpNaGO/0+3ihuoJjKBvjtbgyRRzxNIs0XllJ5InVj9G+HpjNaTq0hitNUtrULLGGBRbi3lCKsjhhtQL8427nByNqghfraStTi+9r/4n008z8gxjtXmlZxTaT/mSk9X66dNuu6Oek8LaJJpkkUMcOpanffYPOuLq626hHJDtnW2eexdpntCkgW/COizR/KJGSQilGm3+m+F2066Zr2/WOa2vZreNbW0eJ0F1AtlEqHY0bERvBKA0YRZJ1LEue5t4Y7ayhWDTbRZVH2WXVxa777y8ksLptix3MtxLmNcCMwDcW3EAPQmitkBnkbyZXjSJCiJHD5fzQMGhALzmQTqXkcSJCBiIbpONlJrRWOM8rsNQTyYIAOYbhlkZ4WaKN0tQkkjIoUbo5XBZAxypyvy7qK19atYYdZzDZxwpBYQ3cl1BPJ9hvb26s5Lae1WExjawSK3cs6/vJZCwJGQSk3d3HZvZP7j+cH/gkl4g1Hwt+3L8Nz4a8R2um23jGz1PQp45b1bHT7jUb3TpriwS7EjCC5Be2mSOO4XiUqFwdhP9cnj/AMLeNofiNrvjax0HUbmzOqw6lFrGkTJPcWNzcWVkjYsYz9oeaS8gDr5ZURwXDGZGQgj+HH9hy11bw5+018C9ck862tYPiF4PAvbd0chZtQt4G2glt25J3O4IVAJI7A/3T6J4x1Hwzr0NvFFql1pE900T2cbzxySXTRXN8tzHbTukU6iWzCTyM2P3squ3lHavz3FEKEMZh41XVi5xm4zpr4eSfLdrum73Tv8Agf0Bw59ap4KvVw3sazhB0qlCvLWrSqckpcr0V04tK8dE7rsV/EfjnU/HGieHtT8Uxn7bdaRq9hc20MUlubqS4MtrbXUts0caJb3UeHuGCFblkdVZvOG7za71DyvB+rudP0cazpul2seg65eW6QSafqE18unTzwbIXLi3tJmlDXCBfORFVo2USL1eu/ET/hOp/DLajb6ZopniW2nhtI7aUiBGTz5HhhELwbo5UaJFI8qCMBAdjMPNb3TdRl1rXfDlzfXM2iaTq+rW1+8s0UmttbXl015G1nfzsY8pIbeOz0+VXgSx8qJZlzI1fLVH7Ss+Wp7SHwxlKKTbtpzNt2ld+9btt2+lwsY0KEKcsHLD1eZ1eWlJuEI89pcjjq1y6JLTW7trf+S//gqjDat+0dr2q2cFxA8/izxD/agnuhcRXGoa5pXhvxJ9ptSuPstolpcQWiWitLta3km3nzHVfy7v41JZmYZKIAQCBsX5kZTgkjsX6tnOD1r9sf8Agsr8PT4K+LVprNqrvoni668Laro9zchFvJXs/C2oeGtZe7t0eRII5rvRrbyMHbOqiUL84r8Rr0lnfOOT97ghtufk4K4wcDaAOASSSMV+u5JLnyrAvmvbD0433+FKL+6z6s/Hs7t/bWZ8icYfW68oqSs17SamvNOzT1fbpvEJcxlSvO0ZUEhVdgzEjvnAyR3JHrxlI5Mgxhiw2DAJycfKCDnhB97aCM9QeK0MrjIPI2tjGWYhdrKWwRkk9x1GWwfmqiSFuHDbDmQHeORyMk5BOFUFVYjI3Y5OQB7sI8qV+ur10Suuz3XbvY8pt9eiLpcfdZHPbHU4PKYbIK5xnHtg8dP6Mf8Ag228VvYfGn43+EnmCf218O/ETxo+47zoviXwtqyDjkAJeXDxqpAJOc7tor+dIrE0e4Fd4OXGRvboBsxgruAO3cSOe5Nftb/wQE8QXej/ALZ+oaZp7KZte8E+PNONtJsO8Xfh+y1CFUDlVDxzaM0q5Ibajhclq0VNVIV7vRUJ23smlpvbW9r9/mcWMlF0G7XcZRfbdpfOz6a9eh/bmt2lrpGqzztvlh1s2xQgxSBTcwC1LSKR8oivEjMbKQPLLFcsVPyB8VtSm8P694t1eCO6urgeKND0iGJQZFnXVofDs0my1i2i4uXW9fDhmYxof3YRW2/Ut9HILHxh58hht2e2uYYmdY1imS106WeVZnADCW4tJGVSVABIDBhivin4o+I7K38W6nHqGlXdzplr4p0G7W4hvPLnS/u9HmgiuFn3kxRxvD9mQCFysoRFdSVA+JzmbjQjZ2d1Z6fF16dl+PfU9Dh2Cnjf3kW4+zaavrLmSirLu3rfX02Z6mmpWcUGsX73k1jp0+n2V3f3AlWG4OhySXbRW6QTGJ8XE8TJLBHAq8RglvMNeG6V4k+CXjDxNcX0ujazp3ifxNrd3axXHiLR2k2Xeo2ljHDBav506KbuG1gtY5vJzA80katGHcSJr2mTeJvD0tlpl3aalex6d4c0O6fS7hL+KKy0/VL6/mk1OG6aK6+0Oj2kM8Xm7oLpXklkSOSPd4Hrt1JoGtjVJzPYnwreR6tG2ot9gjC6HcRpKYbq6VIp4bFY7mOOO3lkmnaO4flihr5fEYiq5UmlCVNckbtcyd+VeVtle3+R+hZXltF067nVqU8WlKUIU5Om1GEHyRcdeb3np2VnvqfV+heJ/hv4Fv8A+ztA8Q+FvDem6TqQ0jWtR1y21K7RX8OXH2RdOtjPHb6VbTvdNcqt5f3hvbmKGa6gtpYgZV84vPgfrvjDxRrHjqXxn4f8XTeJNV1LU7x9AnW20nUt10iWtrHdaffNdQSw2UdvC8gmZhJEkkhEbYrxX4x/D2R/GWo3NxcXkui+IPEbXvhyHSNNivrXULvVVW9tVu7mK4aOTUPKmW3aMQpqckKrHtkilYVwnwg1zVPCXxUsrbR9Sv5tFW28T2NnZ6UptYNYluPDmr+ebHTHkfzN+qR2bPIrF4mjMasvkyiuGtiVOtTo1sNz01N8iptxSvbWNvd2tpZH0uFyudDD1cZl+Y8mKnh4+2WIowqKSVnODm3zqXNfm6NWV0fanhP4eeIdC1v4iS+I7L7dpniSyukGsXV4LvVYLSDT723TTLCCeBDJC1zdu1pa3CpHFceZKZpjLvPwN4P+Fnjmy8XSW8nhPxVc2NrqmraLr+ttpMqQeSNbmW0vrdmjAuUnkc2pt7YtFs2PD/o7Mw6HQ/jz8WfDRtbbVfFurvHbxWukXcV5eJPqulSqSbuOSHVYrmFpfPCJNcPEJoXQtHKgLbvpj9nT9ojxh8QPG9h8PdftdDljupr54teuBGmpPBZWRvxKmwx2t5czTtDbrLHFufdmMDDk8i/s3HV8Nhv9ow9SEpU6fM01ebXuy9ZJ76ppL07fZ8R5Fhcwx6p4DHUqtGhVqyjKpTcadGDvUhFtc0knqtE7O19DzT9mjRvFlr498deFrGPWbPS/EXgv4j6UqeeiwXb2+lw6jLFaaWksF79tjgluEe6R0Qsr29vcrcqCPif9ozxs3hTw1F4y8NWEHhrVtP1Hwj4UtJotbv40FhrvhDXdO1YR6VNdx/2ibnxRo0NyUmM8VhqDpHuDiNh+r+rfHn4a6P8AEHxf4Yh8P2cfjTwf9mUXOkXlpaXl/oR1C5ttSnFwrQXDBr031p9hZlS+vobi0MiJuavPfEfgH9kf43aRpD+IPDCRXNot/wD2DJFaahp2raMjzJJd6hIbSdzbvFqkkAs4ruS7VL0/alSGJ1Z+ijTwkK1GCxMJKjKopKfuuV5R2emz5kkpKya8reVisXmFb22JrZTWoxxdPDzjOkoyTUYS9+aVpNTUoyTaurWfn5R+zR8TfH/w78eaX8PbzVNa1v4fS/8ACE63ouneINS07V72Lw54hmstK1C5TVLC8u7ZbjUtVbUZrWGG8mNm1v8AZQYUU7vobWvjzPo+r+JodfMumQ6LqWpQ6nMli11ZXekrNe2qRX9mIJ5mhe7hxsjKKvmNcXEyr5ezzLwX+zZ8O/BejQ6V4c+IutWWj6O154cjudbmtr3WtD0nwxrU17baEl5sjj0uz0eS7u7mzmaN7u4llV7ppWXC+i+N/g14l1fW/FuqeGNV8M+IY9Su/EGr21tLqEc9/Empxyx29hdx2vmQXEEEjFpL6UrPdS3BUpGEzJnj3iZVJSwbVlLaE4u6asmo8120+347Kcq/sf3XmdKVObhyupVo1KSi+aKX7xQcFzd3JWto7nY2v7UOqxa1PFfeDtIm8OahfNp9ilvbm0vYNJttMH28i7VJYLt4pIpBtuAAttLkysQrN9Av44+Dl34D8LJq2jWNjoPxEtL+58PaTLYm2ia/tLmHTdcsl1TT7dbSy1Zbcq88U0ka3NlGwLhdxX4k1v4HfFHWdL021gi04T3WhX+kX0dlqFvHJpRklvbKyWCdHVXv5bEpc3dwjfaZ7uB7YqkfI9LtPAuo+G/hp8JI/iVo2t3mm6HrHjTUG8LDTnnghbxDeQafZWerNZzf6O0f2c67Ed/mz/bJdMDOzCF8KFXNYKs8RTlKPsoyhOpD3XedO8bx5pNOHNtu7XXU6cdlvDeIngp4HGuhVdaUKlLCYqUKk+WlV5JRi95xqKHvWs03qeg6nL8MLqeW003xTf3ttoLSWw0FNPtxothE+uTfabm31vThZLHqN3Zaw9rbXtzqc9lBoRuLY7LrcTwfhf4DeHtVsLu80f4jXt6o0p9Q0tBY6P5s9zBcajHeS6QsOqTRx6PZW1zbeFZbNDHc6jLFPrYSZp5M+BatpOreHrKa90e3vhougatp0epawJ/K1zxBobWUU0NnbeHNTls7TUILG7sku9yR281vcX0CSeaJgh9a/Z9u9YvviB4Nt9W0fUNOvrZ7nUNVSKOOHS4dLm0iRS1zaRRW8Bubi4lhivVs3SOL95vgaSfdGlClipwlisHTqNvk91TpyhdJKS6tKyVmrvu9UejRxmbZZRxUcuzmtQjRpTq8uIhSxFOrKnHmV1KPInUekpXWu99D1my+Aum6lbaFa2vinUb3UbC8tZ9UNrpVrZLa2Nrcu2p3Nms+pQ6qLuynktE/tJIoNPW1Coplu4kkr6G8b3Wtarq/h608H6vpb2/hf4d6va6h4N1zVGt9S1S91O5WPwpf3UTzn7ANKk0aW7tdSvHmj1CHVdXsgkuWevl/4seLfiX4Ov8Axd43S/0GRr3xff6RrPhHVI7Q6bqPg/SfD9zdXVlczGJTc6JY3kNrpcFjbzSRXFzcXMxG8LJXFW3jDWdY1+11i/STTfG9x4eh8U674isdY0q+8O6jCupW1rBp9te2l1dyNp+keH7HT1NjZlH8P2ii0t4zd3NxPWqqUKEZUaWHlCDlDnUZSu1Bcqs5dUu3Q82tRzrNKmHxuOx2FxMYQqzoWhFclWvyTqQUIQprk5uVc0HJea0LNv8ACTxno9nrmqNbSatL4b0nxDrt/NpWqwXM06aoJ4ri1hmuVF1quuJH9tntIrdWmSW5SWJ1byhXkXgjwifE3iTwh4X1f+1PCOneKZdWa01TU9H2662r3umTahYXuqXUrwJpOn2Vhp93fsblEl06FVeN0JkeL9LPg94ysPFvh86m0DW2l6Z4Ii1LxLcyxTQzT65cx3N/9otneOKaWGfTkdwpEcsJtozJmWBQ/nd58W9Kl1XWbPVPCWnavazaRqY8Mf26HvJ7iCex1Cw1C11XVXEJtJ1tGCCVYgt1Z3yWc2EfLZyy7BU5Ua/t5Qi5KfI4txdnzPmaV/eS5X1VvRE4bP8AO6sswwUcvjXqUoQg6tKUYShKqlGLjGalGT1U3HS6Ulva/wCYXxzk17RPiv40zrdpZx3vjOw1yzv8zQWjfbW8Nv4U1C11xZVPkNpVpG2o3UZWK61DVrqRkeO3h3/RPxT+I+q6hLDqttd6vbXXhjwu/hvVZ0vY5Yvs+tzwvLYWC29w6XENjLb3Y0fUVE8z2l55rBZJY0HsWsaR8HviWNBvdU+H3h43GraTo2p3N23ihxJp8q3Vvpdp4cvrDRpZpEOlWsnmWcywziBkskkWFIkaK7/woL4MfEnw3fad8KvF+qaIl1pVotyniC0tdbiZLeaeAG3GriHUYr9pGa4Wayktle2tUSSMBleuenl0k8UsNiqdWOIq+0jBSad03a3O7JXl5efc9itnuBjDKambZVi8PVwFKOHqVp4aNXDpWp05ylGmpvlk0pRVRe7f3bqzPhv4UfFTW9H8Y/Du2j1i7svDdj45utL1K2ubJ4b2c69dXGlatIZIZfI/s+/068udpNotxPcyPN9rCIFWb9sz4rftG/CXWLb4hfDL4sQ6JoRsTLdeDdMh03VvCllDp76Zotpc3gvbNLa+19bp4pJbaZo7txutUguJ7WZV+j7P9jHVdG1e11a18e3GqBNe0nWj/aOjyG0EGjR2NvcpD9kntVt5b25tpIrWCSXNlEyxG6kkkcr5b+0n+yh8aviLq66h8PrLQoraXxdaaylpearbWUN+bu31NtSudV0jUxLo8dlpN9qC3GlyvJdXCX851gRpdW8ZXbD0cdQpwp1eeXv3bUuZxSjZRXL/AHrbatLQ8vOcfwrmmNjiMNiMKpLDVI1YyoOkpzdSEotqrCN5uDspdrJyTPWPhJ+1DrPjz4KWvjXxLd6Tq/iax0/QLrUtB07WtJ8Panbt4ihuoI7a5tJmv7qC/mvLOTWxLOsiXkWrWOnIlnLNCWWH48+G9Umjv7jRtZ0Dw/pEui2VzJrA03VJYE1LU10rStRujE9pb2X2hZ5Lp7J41u4blS0kTw/NXxp8M/gt4x+HnhHwP4G1/R7yz8VJqN34cXxpcLqS2Okapq3iKPTbazTxOlvc3b2Eu61l0mSKBpLv7HDLCihYmiveNvhN8T9H1+Xwx4jt9UsX1fXvD+iedJc/2ppmsag2kLd6VBFqjwJa65rcSRpMIbh5ri3ma5mumhuLeUnKtjcbGqvZwlKnzxXwuzu4vtfVabW76o4qeR5DKip+1hGtVpynywrKMowSs7U4tppPWzitNEtr/YHxAvvBfhPU9R0zxBoWn32otb3YtxqOn2uoadLa30b3slzBZFf9Nlm+xC1Lkrb2pvYpZAissjeKXuifs6+JItRWSTQNMi0jVZNTu49LuNa0K4lns7e1vvsiC3mubO5iS5WC2ezsXAeJEWNXhmXOh+0XpEs3iDwxe3mo21v4it/DemQ+OvDl3Ktxe2aXWjad/ZsNnBFOP7OtZrwTW95fRyywXrtNCBkqX+OrPTrSw0nUJdKuftUE1prmqhtTkt57OLNlc6zHap5lok8CX0q2kX70yi3s7RYlAQFJHicdVpV3TdClOmpLkcqa5mnyu/Nvo9vuVzvyPh6jjMqWLo5tmNHETUo1XRqzhTi4ylFRa0i4yik7tK8Xp2PaP2mf2EvgF8YNc8TeP/iD8Xr34S+IfFd9pt1qmueG/EFgukvrF/ZaVp1hqWp6LqsU0c1xJbW9lHOtn5D2UduZ9TmSJndeG+Ef/BOXwN+z7c+IPEegfGq88cPeWultM3ivw/ot1NPcWtzMU1HTLjRdTu7u2g1qTUrUm7jMn2q0eGeQzRywKPStRGlyWr+HNRuP+EstPEfhPQbs2uoWlvcaJeReINetfDtrpZ1iSSWPSnj1TZpsuwC3NjcJ50kKhIh1XgaPw5N8V/HWjv4YufD2qWui+GtG0nTYbmbVdH06Lw3qHhu01QnUeILWzvdM+zR2cCtKiMtysbmUhE9elmssQlhKkYeyqe5bXmStraSu76WSuv8AL57HcNVsBhq+YUMdiKk8HCdd03TpVITcZ01BayU1a7c29/V2PC/Ev7Hvi3XA+taX4p0gahGZNNll1ttRvrQ6FqF7qWt3l+kFshjSTTJ7lQlt9hmubpJI1e8jhtWWvaf2cf2cNY+G/i+fxT4/fQorfxX4dg0rXNQsr0T3jT6NZzafYzWlklrAYtMe11DULmSGKSCX+0LZYHtPJvY508o8efGrxRoeu31rHFax2unaX4m1ZbQQ3w1Hy7aYzaes4gu7aK2Dz2EcasI5lPmxIq+SZ0b5R/Zg/wCCkPimW+m8A/HaePVPEWj6v4nhi+IWp6nY6FpF3pdjbarquk6PqouVjttN1FYdOt9L+3PceVqM9zbPm3uSyzzhPq3tZSw9OUfYNxk5uUldparXsm3fvueVmFLPJYWP1mtQksYoyjCCSlyq0ufmjFJWly73ve9j6o1f9m0a5qfjXTZLPxDc6DoWozTeCrjVBYxQ+MH0j7VBIv2O2EmdPuNMvLyNjcbYb2OQpPbCNWRvkLxVoNxYXMz6j4S8SWiaUul2+u6RLFCRoV5c3Yg0+yuLpimmRXtxIlna2METwwb82scYmDsPr/4Z/tlaP8RZorW907w6k2t+Erzxh4TtdG8WWs6a5/wjs4tNa029s9Qgnm0HVrTUnafSobixzrVvBI1pIUSKU/SvhE+BviVpWk3NnDavp2t6isXiWLWYbO7bStc07UWmuX1dYYgL2KxYpqsF24cSJODCOGqJYGhWmoQqSho5uLalJx6tdNH100sejDiXM8r/ANpxeAVely0qHMqrilNRVk3beXK3orO260Pyp1nwldX/AINkl8XeG9T8G3+n6feS6Ff67pmuaZfQarrNvNHpI017eKNpHkuZIHlXcEt7VpLxFltraU19s/Au28S6nolzZT6pPq0MEfw3PinUL+Vr6KeOGHxCuoajo12kKRpYXsxtdNaxa9h1SC4sVvjaPZyRyR+/eMPGvw7sbrw34Q8Va080uq65qd9Z+HdX0W9lt7WXRnliXVNRsDZXcKWF3FfLc2wuFnsDbXGxYA3myDitG8d+BII7vw5omu+DtD03WvFN3ro8OWs2kaLp91q0hCQXroZoLe10yEW4uVidobGyhmtLWJrbz1jesJg6WHr+0jXc7Ll5Ho02t2k7JddtVo+luPM8+xea5ZNTyupR9o04VlF1KSipR53GSjz81otLZXv3Pijx3r1p4k8S+J9a0PUbWbQdW8Q/YLbUbZp7yG5fT7OSwu7j7TlIgGvVlkXCuYnRpvNkfJXysavLa3N29gif2xc2y6bZNpl5dLJDa2ELGZYnuftjW0hcu6uzO7zSJFK8MEi7Ps34pfstWXiTSby38Dz3vgy/8SagNSRPsyanoUt1e60dXm1fTdP0y4gv7HNxJPYteMZ7XUNLuHikjbZHLXj3jL9k74laSbTVNO1jw7eLa65BDra/ZLzRrn/hGi2+9j0qSaSG7jvHSe6ZGhSGSS8hjVJJEKGPzsRgMc6s5wi6i5nJThKKXvar3U9NPz1PoMrz/InhqFKvX+r1IwjR9niYTg17OKV+ZRtZ2dnfzdjyCbxDpx07wmIE1tv7Ulu7GznvbfTm3eJrBUfVTK+mTzW7u0S315GFSzkaFyk5XejP6Bp/xEvPCz+HYri3lsLTTf7Q8O6wLyLzLlNJ12fSr/TJo5Yi91FJp4ihlW3l5M0bMFYHJwdW+EHxJ0K6i2+FNS1Hw5p+j6wvh/7Bia7bVYryZEnvLKOG4mg+0aZYWsek6pBe3TX0GrPBdRLcWs2PL9U0XxsdPnbU/A/i7RLWRtJ1vXYH0SVtM1PxXctJbaokM1zbR6lP9lt0sFnnEUcLTJGI7qSUSR1Mfr1CcW4Votcq+FtNKyvqnpp1s/17nDJsypSjOvhasJc65va0lJKVnzRcndys7p37dmfXvxI8X3nh/RYtV0y+vhdyxajYaRdqisbWGwuBC+ti4ZxGbqLUxbQA3EEjkeZGWjjLLJ5dqnx41Y6n8PrT+zPEN1dxro6+J73S9atNQhY6jZGXUL46atlpM969tM7Q3NvDKZDOym0kVIY2kl+Puj65ofhX4bNpcEDWlrY65ZeJv7PuL2TTl1vxBc6X4u+xX8OPOtDa6ffXkz27rLFDqUP2OW6JRkX5ht9UstMutMvEvdVsPEMcCXVjJbNp1zp7XlhIZrfy7ie6j1Jry8x8jW/mKLVWGCqoW6sZja9KvOMJThT/AHbstXytQbs3ffW9unnqcOR5DlOJy+nVq0aOImquIirx1SjKVKCqWVnZR5t7a79vrE/G7xBbFrDXtIvrfz5rUaZd2X29G1LSlvHNvqltb6zJIY7N44ZMXzAyQ3cbC6iKR4eUfHC503WrW3k0vV/E9tqd8Ug+z2K2c+nJPdzLb3NzLBE1pNFExs7Y3LH7LhYRDcIZSK+W49Xk1awsEi+0f2jdz38wF/dSyfZtPgv2hl02QyShbCWNpJpoBJK8JmeeA5EQp93qt/qer3Go3Gpy/wBr64Et0ghlkSyuYbAW1tDaWVvpssFpbW9nbWpuPIQeXM8DyPvfbv5v7VxKkrVJ2T6xi+1r63b2v6q6bO+XCmU1FaWEheUJKXJKUVF6KDhFK65Vr7zd3vpofo/JqN34x0rQvE+iPu0Gy1CfSpYDFFbtp2qWkht9QEj8sLiCY+Q8dyXgmkeKa2MkTq7/AFd4UtI/7P0zzJ5TEbWC4jJlVH3uJV3XCFXjZQznGwbUY7ThcLXw38Ejd2HwQu9PnvDNe6n4+1K7lmjeaffZM1rc2jNKQYVuRFFGE8l5QARh8hok+y9EvHbT7K2gjl/daRZ+SuYxKZDGhCzNKBGY5QC5RWDKylsHJWvv8FJ1MFh6kr89WEKkl2f+fdf0/wCe89oRwua47C05KdPDYmpRhJWvKEeWzdtNLuPdqKvrc76aaS2s44nAHyuIIYnjDzfvd5lkB2mGQcuispUkN5chLgVkXJEsM00Ut1EbSNZi2Yfs7m1J8y2uGMO/zS7xSbAkbZKASMhKlkt691eeGUt7e7afULKNZEitZrie3geYrHLM0PmBIJHEu+eRsQqEcPgAHf1HRwsWoWckguIbdop5ofOcPIkqxTRMJ8RLNBb7czHBZBGVZSMmuo8k8o8Q3Iijjkcs7wW7IzzOFkeVom2ySoqoroS7hFVyuBwyPkUU7UUc6VIjBrKSWK9tIoi8RlkUQkHymRpUUAyl43JzIjqTtb5AUDu/69b/AJn8XHw68S+KvAWu+BtRtxLbz6RqfhnUrecK5eC802+trmGWOdRt3IIQrCUGM7sSZXr/AH/6v8TxpGg/DLxrq9lZX/8Abngq01W2uUmtrWK5uNkKTtcSXqraR6k0V2ypEQkMu9/KcrvWv88bwH451i1u9A0u5j89JJIDI14WM0JitxLHtLE4RpIgGz6hc8mv7+PCfj34e/Gv4E/C/U/FWhfYLO2+G3hnxB9qs7iKGKzkj8O6ZI0OnRRRG2nW5njeSKzlY4lVuUZ3SubieF1TqpxU/aOEbpJW92TV9klyt66X+Z+05HKMkoTp1a1BWdf2WtSEHTcIuMeZNrmcW+XfZXe3ey6X+z/4kbUtUlj1bwrrmlX2jW2rzWVw01vdTeILW6urWHyElltpre1lEqS3FqsQfy44490W0HIvPh3feKNcmv8AwV4j8LatHeavJFdrfXb2ur3KWMVqtvv8wmwmt7m2tzN5ayedGrS+Yd6AVxfjP4R3/hO3S70DxDYalp3iHV/C00OoavcW+j3NlHZTPPDazXgkNndg2t44RI08/wDdrGQgwwr/AA40jxZpnjzT7mTQNVGk3F3qWn3Os28W/TCbjRNQtYmtrqLfBIQ8vEoyvnjyxudCtfDSdSWIjh6uEvFys6tG6as173NDmi/nbfXy+3oworBzxuBzmTUaTUKGMUKkY7OUFCqo1Ie+tFFu2mrsfz//APBdXwF4p8N+MvD8eu+HtW06003wJ4T1K21Z7No9I1aW28Yavb3Y0y/jd7W8+xx+I7OG4EbLPCklq7RtE4av5wrg+YAQ4Pq6jJ6ldoLYDKpByAAxbO4Zxn+lr/gseNd1H4R/DHUNZ1XU9Ua08OeN/Dvl311NcNH/AMI/feCNX+0K0jfuXBtZ0CLmMJjgk1/NA4eVQQVPIUhTgksx+YbcBt+S2B+8BG2v1Lh6UZ5RhOWPJCPtIJSbcly1pp3bSd9VfTZLex+UZ/TnSzfG+0mqk6kqdVyikoNzo0PgWrS919XvsgOFMfzglgwHy/dAzuDjA9lB4fByeBms2dAXWTP3UHJIGO3BwB153HIx3yCtXzvR42AXzDwqHnbg8sTyGznkctgEZJ5qndsheIoD/EM4+UHoQVxkbictjlRyO+fo1pb1/D3W/wDP73c8UmDFAS+4ksiLg5P3ATkcA5PyjBHyjPtX6q/8ES/EkPh3/goF8KLi5E3k33iCx09/J6Y1zw/4v0ZFm3FVEJllhMiyFt4XABfC1+XFrDDJp6lgwJaRWBAPyMNu0sF2kbgS2f4cEHtX2Z/wTX8S3Hhj9tb4KXttO0CT+Pfh2btgxETQJ470G1LSqww0apfzgZz5ZfeuCMjajo5L+aEo7WtdR0fTW+u3nc5cXFOjJbdultVv/X3n+iV4khU6J4ysH8qeS80C4lt45od6bEsLnPysQZGEkRkIAHlqwl+9XwT8U4JNQ1Tx5pdhBHLqGpfD/QdVsrYjGNYEt6sVxHIp2tHcRxRkMjieOVWwMACv0E1K3W+1K9E85jaGynhidFGUj+13VtdrtODJHJAzW7I2Tty6AEGvhT9pn7N4T0vRvFFsJJZtT+Fmp6DarFEpWXVdL1XT7mwuI5VKvBNHaXN8POzKLZZSY8cY+CzqPNhpyk21G7t20aTTvpbS2m+vc7OG6s/7SoUacU6k6lKFO+3M5Qet7Pa+z7nh/wAG9J8QWXj6/k1CW5sNKtfBGr6h/Zvntd381vcLZy3sUbSlbWaAkrL9quLk6lBHbTwfZP3BJ5D4s+J9O8V6po8UFrqNtFpLDw5r+karp8aJZtp17dpKtkIJRG9nqML297bXk8Yu5fMkzhgxHS+FfHMN1ofw9a5exvI9V0X4oXXiCS5s4roz6voWlNqej6PeQm2uJXsoLiaGS/ML2/mWySF5hGCw8j8UfEvw7Nfau2oQNfLq2riO1j0DU72KXT5rGxmF8091eR6pavYQXhW8tPs1ttks7qQW6GS3t93yFSUY4aFKE4x1c37T4nL3Xo91ba3TWx+u4GlXeaVcVVwznKnT5P3LUYq0505XTtzX5E4t3dna7trrfD2TULr4g6B5OsJaaKdb1+W6F9NDplld6o2mkR317A/ktd6k8ltZzW10Ge9luEkUzi4eM11nw7+MHhLUlWVvDmo6BdafCl5b6z4Y1DT7eFWmiMN7PPpU+jXKfZLuSNlmt0uSUSeVm+cHHO+IPD/gDw14g0mGzvLrWNI1HStA8U2dxqdpFeSSRao81+JtO2yWyBbeOzF2Zp7Saa1nijZoXmjCLzfhH4Yy6dpuvaJ4c8c+Fdb1S/vYhpWl6rqTeGnvLmZA9zb6hLfzWMAisU8+5dbe4kR7mNhLDEGl24RnWo8sYuE5wcmlzRleUnFpcsrNtLSK2vt2O+qstxkJyrwr0IV4QjCUlUoXV5Rm3KCaVpae87NK73PQLfV/hF8Sfirq2kXui3FumqjXNbPiOz0q0t7Frqyin1DVLqa0fbcK09k0MWoBw0dwftDqlqi7qs/D7wp8P/C/xK8MeONP8c6adO8KSatJqNtrumT6AYbT7C1us9gyi6hnSBXlmW2Ty3kSGJ4mdd4HCfDr4aePrH4o/wBral4cj0Sx0XSNejjtrjVdOeS5l17SLrS9OsA2mXd/p8JuYrlr6Norua3Ft5TNO29AILBrac22n3VqtzJJalLO7nlWWG7NuJZZ2Rz50NyYIYpoY5CssEsYmaWMeX5owcuRwqyw6VVznOL5OSXtIuDTbjK1k3fSya7PU9BUaFaVXBYTM6s8PLBUaM4e0hXUY1FOEkuZXTcFF3TutmtbHTap8HvFGp6v4l8ceDf7F8SeGPGOqXWuaBd6Jd2pmOj6tqdzf2sNzDMIr+ynnkuZ7mLT70GPzJmljWOVjV/wX8FviF4j1BrZll8PxXV0uh3UN40yXkkZdLlbiGNFO7TPMie2mYOJnuIkRhsYuKnwrefRvFWjpaXqJc+IJb7SrmI3a+QJrprtdO03y45lt40+xJYWlozQzIsjiWNYZNhrt9H+OvjbQWuJZTB4gl/s2806yt7kLaiG/gdY4r+We2heWQaTMh86N/3h3GRtzIFOUVgISp1cR7SKk3eEZNxctHa1k1fvfRPqgxEs8pSlg8HLC1HToUlTqVKag/Zq8I+6pOEuVQ3te93ZFjx0Y/Dfje502e80/R3WxsNcgaBXTTbm1dprW6vWFsJnjnaezu7y4jWG5CTxXAYx5JXxfS9Wm0eZbm31C4sZLyW7LzWSz7HtZNQnht2l8plnnvLm2uFkke5kjKSOzBDI8YHqNr8RrL4leJra38a+GfDssllDpQgvLnSiL+I+bHb3mhadqVtfRFdPWa6lvoLvULYNdEs8trI8r24r/EDwz4H0TWv7HubjxDp1zeNb2l+trdfb4xa3kD3dndaYlyFBZ79VtrqBpI7VQsiQTRyW61zVVCcp1qU1yc7UL3jJLSy1WndJejO/A1KlBUcBjMLUeLeHjObpxVaFSySbja8tXq7ppPdnuXw98WeOPBnws8NMDpb6tP4+8R3N1qGt+bfwNpl7FdPLNNHB5baoJTcxxOJIHubGdBdxRK0TuvbeBPjy/izw5eW+n63fXviyOz8RhNIvP7Ov9N0e58PWdpcLqFtJdxxXlvZaxe3v/Emspo9TuG2TeSbiO1kZeK8M+LdB1vwX/ZUbaHeX3hiaxltb7UGk8O3Op+KMS6dqt1BaObi3nsbmG8nubyM3jG1lFtC+9FMob4e/Z98ReF9Sm8YeEYtE8RadEI5oIH1aKNvMlSGdrbECXFvckyxzC1u4LmWxBaBGZRKQPRX1lOk8NKVajHD01JQb5l7sVJ2XvXTej/4c8SMcknHF/wBq4eOXY+WKn7CpXg6Ual5tqLnJqNnHXeNrO11ofRPh3xHqmpaPrqanpPhTX9YsfCOueI20mC2uLG9utf0gW9rd6BqL6gsttBb2l1N/ptzaiZGiCPaq65ceN+BP2m9H13WdEtp/BPiLRLWA6ZpOrvH4j0t9C0iwvZjPeap9mexNxLpWmWogJkikgvzaGa2I3bzJtfDxvinpCaz4a8UaHe2jeNdE8c2UF7qb6RJbHUtTtJ/7EWbUbS4mFniURRfZZYDG7sUZ/OZVT4o8NabFBIuneK7Pxb4RvILrU7TX59Q0e5v/AA/4h021u47PWA14kmkz6Ho+iNPY2Guams11aqNajngixBHNWeIr1oPDSippJT9pCUJacslaN2r38/VLznL8ryvEVM0o1KlGfK6H1X6tim4ctWnNSajCdpqNSCsvs/CtND9lYtM0Hxpoei61J4a0PxXokdlqtzpVzeWgv7mK61SE6fPqllY3N35ceppAJngkeCeUeZFdrHvWInlR8FPhdeas8uq+FNbuLSC7u5bfT9Jl1CPRNEtbqeLVWsLjRotto8ZvoZ7y5BkjW5nuLmZ43VAg/Onw1468YeCtD0/VINV8R6El8t3LZWG6ZtKs7P7Ytps0j7W+1bvTPCMmlT2viG6S2Z4lht4zceY8h+0fBvxb8QWn7Pfw6nsoJPFkXi/W9Q8KXyeJNdk0CWDwvpdn4kuNb1p/EENzbXI1C10+wuZvM+2JIzARxylnjjrro42jV5lOHLKEFJqcYzu24pWvZ6vVvTRJ+a+exnDubZbGk8HjqlaliMQ8NSjGcoWTjOrdyleEeWMJtuNtdIp3SPWZvCVvZ6N45gs7ifSL/wAZ6U1jZ6fbSyzWWnj7DqFnNYMZ0SaOzlW9tbiN1jF1p8ZlW3DDZj5W1b4aeKfCui6odSFx4lQaQ8F6nl3Gu2M+p3s88K3trJZta6jNqFg81hrMURtVDCyli81HRs/Qfgz4ieGYvhzrmuXvjODwkt5qt/c6JD4pgbxFpsum6LD/AMIppeueGPPhXUNU0rV40s78IgY6hNGwEW9WNeOeGPiV8V9TtLjV3uPhj8TV1G21iTR9B0XUX0DUFTwvIdL1dYDbwhYbS3ubKC6SOYNJf6h4ht7RZIYIpobeK0cNWlSjPmblGyVPlairxVkuZ+972uj01LyyvnmDeNqJYecKVek6ixTnS9tOlDlTp1XFJNRdmm1FNxl1Pmvwl4J8S+HtW1uPxhYeI9DvtW8G20Ni9xBf/Z3+zSRX0V5CloZLG3uJryKd5jBKLm4jjhW5jk2CvoPw5LdmDUrqfS47y30WcSW9v4U+x6ZHrmsXeIPDulSy28kuopc+I47C/ErQNi0gtJP+W24jvviN8Z9J+HD+H7rxnY+KdBh1u2upooX03T1vrG+W+0qE+FriG2WaG1vobG+uLm/vpQYYbWOKxke3uLzMcHh/4ofDTxHrdtofhfVoLLVdVjl1vT4LvSYPDmmXcfg3Wrm5n+03EDeSl/qifa7qzhkS3u9TtLi4ijMayMsvPTw9HDVuWOLjzxvH2Umo1E5KLV29dF1tt2TO/MM5zPNcvdXEZLJU6sIv29ObqYf93JKbTtLdqys3rp0R8p+KPjT8bNU13UdX0q9v/Ctjo1jpVpPp9qzXK+HbixuDY3dlf6Ne2zyXun6kJJ7q+1q/uEjivntTD5ckibqeh/H/AOKeiWd9ca7q2harp8lloFzd2k2m6loWm2txa2kelPa2EGl3F2yjWLyQ3kscsjvLNIvmkyIJa+tPG3gvw58RNYuNDj1y6TxC3hiT7Zd+H/E2ki/u9AvtSkvpJbjSrdEuNZsbOaK3ktorlYyLWJhcKxSKQfNNx+zf4ri0y8sbLXba5aGxiu7SGZhYXOqvYalFct9qUO0QtpJo3+03Hmtb5kUGHDEHjq4THqcpUK9atFzcueM4zcJN68y50o3T0S3VmrXHg8w4bq0IYfMcFg8HOMYfu62HnC8dFzKpy8zV1ZyfvPZ3dmeifstfHh/j/F4v0K7tLTQPHPhKd9Rmkh1eGPw9b+HtO1m70TVriNb8os4gd/tkTsLrUIo9QscsyWskiVfGvx40W+hbXdF8KnxD4Z0XxJ9ksb3XbJbiDSPEFjZWsmn64dTWUW2jahr0f2uXQYobBb02ok8y8V9sL8N+zz+zj4z+EvxM1TxT4i0rTLnwx4403xxBqMWlX7XV7pN9r9zptxNZT24UtOup2aXWn2i2pdbHBmMsTmOQc34ysfHVk/xD8FaraMl5L8RdG8DXuv65rGm+ENN8WebNLcaBeahpmr3UOjrPe+F7OCDw9rVjZsLW6tFFzcwzXTkdWLrYzC4WnOMZqUo1E24KUlKmoShzN6KEuZptL4nurXIyTJeHsxzzGxqTo1KcKeHqUqNPESpQjCpV9jU9k4Wc3FcjUHJO12otN39E8S678M7XStD+Iuqad4h1iDxnZajfXOimzttWWSGPWVu4/DmtzzSS3/2uO90+71WxsdqfZ0tHh3iGRYa8E0r4b+CvH2s/DrxXoMd9BJq8HxQ1G7R47TS57uObQtCtY01vRoSmn2OmaCXM/hSy06D7dLq+oa1Pd+Zbwp5eL4M8J+PLu48KxaPpluEv5/8AhL/Ct3D4q0iW61mK1ur3SPEmlWOkyXYVr6OaCK1a9mm+zXEVtqU8Mc8TS78nwxrelaBHrUE2heKba/h1a98m2+3Rz6D4Z1a2urC2tdW8R3+mNDqElnquoGHT70OH03Sbm2hngsrj7U9ieCnmc604zxVCn7N00nGUbtTjyXlzWveT6PRdD6irwfRwGGr08lzHFrGRnKzhiXKlySm7UZUmlC9PWN1/L00Z7LqHwN07SNK1OF5gunYvbfTZ7S9m+1CDW9TtNQ03SYpJMfZ7e1MAngSG3je7uyoaS3KFq47wx8OdR8J+Or3XNPuotb8PXLQXQnGnXdrrKW95p9vNe2txAuqXFiyR6st4Ynna6lmtRCVjt5S5XY+I/wAd/GXg7wL8NfGHhm90/UtSF7qei+JtF12SO90PVbJZG0rTH8SatHbWN7Bq+k6T/wAVLaW1pbWsd/dKq6o8cM7SVxXxX/aHNhpuk6v4Lsv7ATRtD0nUZfDGl39lrq+MYtck02RND0yPTYrldRSKye91i+WaV2sIVQG4t0I3+m6uAg1VilGa5JxSun73K9N07X2t8z4eMOK6+GxOEq1oVaWIlicJVdSEf+Xcowndu04ybS5JK65t27nB/E34YeJIfG2seM3tm1DwS8M/9pJYaTctqVjp1x5X9lQJ9hW4lns7pNXu5Lz7VF+4ms4oQEjTzj+Pnij9n3xXY/ELxDo994T8TjTjP4guotTj8M3FzpeqXOgXySQ6jApVJLK3ksXt2126gS4ME7DzWjGA37V6R+1K2p2GuSweFZL6OxuLK0l1HU41XXtV0HWJJ106PUNOheLSGukicTzS6cs0R82K2MPlKrVe8BfHPXdf8T6f4P8AGsWnWmoeI7y20jQNYh0KbR/sx1JPtUFtrMEs/wBnig1NrBtP0+4kDw3WqXtmp8xlVV3w1TDwxD5JVP8AaXZxcV7Pn/S6b33scmLpZ3SwcHjMLRnTy2mo88K/710ouN+WnHSclfVO3fU/GH4BeANTbxf4R8e32m3vhuHU77xra6PPqFhc2djrFloJsp72fSZbSGOKaK/2RpcyzlbtFtZx+6tDJ5v6kfCPxD4p0nwh4ik0Bb611rUvFmvr4VFg9pp76b4n03QdM1NtV1CWVo7+CF5Tb6TYrpy6hZM19H9qjjg3tXu/jWz+EuqXmoeH/GNh4OtG8J3kmvvY6w9+mozs9jYRXfjGzsNItYreO5he8fTZoTKNZuWtrlYba5hXK09O1vwNaaql54f1ubzbDw+2mLNqVxqMepR2WnS2ZtrjQLPU4YhFaWSM8qavNEJtRlNrcbrhYQIumVNfWFNVoU1CnKkoRl7yUuXmb0Su7X1277382pmDqYB0Fl+Iq+2q0q/tJQ56cowknFQbvzRd7O1l022+Cdb+K3xG8UP4bn+IWojxBqfh281ez0Q31npKx6W1xeql5AX05Lee41DUrZJkvtSujd3axKZYmttqCPw3xr4lltPEVhq7aJoFvoeqeE9U0XRhbPeyt4a8/U76dtYvLi6lvItdLW8f2KLSL9RaxWV2blDHqIhuR+kPizwP8PvGks2qzf2Zo+qXaajZWk2hCw0GzNzHf2mo6veJpF6l2b7xRLLMbfXNSeaYQi/EccVqYopRzg/Zt8A67qPhjxDofh1Ly00qymg1z4a69e38+i67PLMkMuqz/ZILLWdF1O0l+2zGxlEml3E8e+NjBGA/BHAYhV5Tp1Y1o9LzXNJO2tmm3JNWtvtazsj3a+fZZLK6WF9hWwlXmUZU/YuNGEopSfLNe7efvO9opa3b0Pzxs/j7rmo2HhS/fWZtV0GHTbmV7y507VtLa3/tY2FxrXw/0yfR3R73T7RtKjubLUkuJtM0v7S8VvbJNJNA36Q/s/8AjfVrnwF43TxR4jg8XWfgx9B8ZWGmXpYa9odhrF/NFdaLJarFcXgDiS1e2WV57Wxuc3Nw0Rl2D5D1P9kfxnZa9eNodrp1jo6eKLmO2s59TgvbPwjpOr6jJqFxtAgjuby8srGa0giRYljeztHg8ySUyq31v8Mfhz4P8D319q2p+PxqDQl9D03RP7HXw/Jq+k3+gWUmpa3rVrq8gm1nIl+220MK3WlQXcXlSO1wPs46qFOvHEQbUoRtKM5NP3W4qMZW62bvbpdWZ5WZTyyeV1qftqFWrP2VTDwoqNSq3CpGUo3jdwcoKcG7qN2rtpHgmr+O/Eni27ub281vWPB1xezXdrqP9mX07i7uy/meW96LhLdhYwXMVlZXcMNisVvaOYLaZZZZJfWfhp4+Gt6rIniq+svCs1pb26TzWPhy/t7p7K1a6sry3hnkuZtLu7u/j/sq+8q6TapuZpYLeSSKaWP551w+G9Y8Zv4f0S3g0zw1qXjLUNP8FQ6xdPYWWralp9nJd3klhb6jFHdJe28pnttP091x5skVuo8g2rNkJ4gutOurnS5PEJisr3VBb3dhHLCPOkEQ8sXEsqySC6tZFkDNCwaSMPH5ZZTnyfrWIo1nOpOdSPNKNpJqL1STS0VoqzWiWrvpt93/AGFlOY5XhsNSw9GhzYalUjyKHt4QkottzTfNNPmU+du0tElufWs/xH8PssinwhqGsQQvcWWs3EOpabJo17KdQaG2+xeHLvTUnuUlEEVrPM7XEAkBmygnWq8mpfBLxVetpF34G8PGJEklvtV1nwNbwJ4cn0may/0G5m8PXP8AacV3FdSR23nWCOGjje3uofs8rLXzRq93cW3hvUdVEmpwW1lp9x4gslWVbODVP7PuBHFaLciCW5NpezJEqXcca+XK6MY/MjM1dne+M7nw54RvdQ0mGztbXXo45/E19ePYQ36x3ywC+W2me3hbULuHVWWz1G3sIJbuK3lkub2cgSGumlm1b3pTtKmkvdlCLurXtte3RNO672R5lbhLBQpqnhZ4qlUqNRhOGMq0o87tHnaXut3u0rWbVj3TxN8CvhdrN/Nql/oFvpWraxNb3i33heW+jtbyC4n+3tNBpxtYLe2W+eNpNRtpLVWi+0XDujAM9eXR/s6/BnXPPTRPGYhj+3R3nhyCXxBp13pvhy0sI5NL1axtrNJomv1u9RlmM0s8omtLyQRIqo6o0fjPVvGC/s96Eltf6/pM+p69baZ4jh091tFvtN1uAXVjYX9wCt1baTe6e9tb211m3e4uJY9xEMyGb4i0bw9py6hE9zGUsbO8ujZxKyLOksURf7PanBAEqIHmd/KLyKruUwK2xeMo05U2sBQqupCFRtp05e/Zu6X36669zyMoynNq1LGpcSY2lHCYithacYP2ytRaTcnOouVtxVrK3Kul2j9azoUWk/Drw1o9ibZ00O30bT4JLMRLHfWunWP2aa+hkiMSzLcSSq0eFluCiKHuJyokr2zw0xdNGls7V2RtPsZ2RnJYDCrEWndlEbYBB3EmXPDZ4PzZ4J0zxZp3ww0uz8c3f9par4Yv/DNtpVo9tb2raB4f1Nb2+0uwunYyXNze22mXljFdtMzFp4jAMxxb3+lfCMk9rpunwiJrhr07riVY2jSCKGWaS3tXSMhwwxGqHcF3A8dRX2eEd8PSfs3SfJD927Xj7qaWi6X/AOG1PxPM4yhjcTCVZYiUa1VSrxu41pc75qib6ye677HR6tNqOPDMy2gtEhlt7ZxbztEdkomeMwSxgOdp3bF+ZVlyZoyCtdF4gunZYPs5thG9m8tzPqOJre40u0lEFxMr26mU3dwhlwtwse64RjLCsbrllldW2oy2UdtHGLi2jaaMxnyYWuEeWCVo/tEgD3A2b3l8oKwLSLnjFu4EN3bLPcG0mVYNQj1N7WR5ogLcgAoyjdKYHheFxsSaO5AzlFweu/u2tr3+7+vuOA8o1uaKO1NzcJC9pClzHmK6kgSWJUzB5U2JFjZgVR2+YhzhARnJWR4tW3XSblLeYyWk0EVulqQ+yC2J82TauBGY3ZQ4CqXEjpvYAAUU1C6vf+v+G1+4D+LDwP4p8P32mw3er6da/wBp2kEHm3HlqZAklqjm4jY5PmMS2EJBDAgjIr+3n9jPQfhj49/Y0+FOraB44WO71f4V+GdE13T9YiltbXR7uS3utLtI1kZXQJcyR4t5mWMFYmlDI+a/hS8G6foFxpiol80P2iztRKjgyhHEQj3O44TO7AU9SPl+9X9rf/BPv4R+Mz+wp4Iure2g1Ox1n4b+H5tNubcJPHt0nxRq0k0ctvP86XSW9y4d3DLsjjMG4h0E8R01CnOUKUakfbNSUr+7FxbVmmmm2ktP8mv2LJqsaakniZYVuNFe091Rtz0+ZO6d+X4rb+67+X094/8ADnxQ0DUE1XREu7nw/qN34fnkQW8Wu6XYSR6NBbXDXGnyQ3dotpLcJJcJfRqpSJwrEYNZFr4v8YeEZfD0FvdvZ3cmmQ2E+lIHtrOcaPrupw2139mMaQwC9h86ZpMRiXLOQcBg6HxB8QfAXxEstN1HUdYkjk0O00CKAs1zoslpaaBez2bFtjQz2unxKtzdSlZbpGh2ICME+tfAXxT4b+OGhfGa28Vt9j8afDnwXFqeg6dbJAIPGlpa+FdY8Q65BI0tu7W/lxWqfZLqOaGVPPuXMRcNGfiMNS9vVn7Jzo1XGc+WTTSUFzS1um7LSKd1fT3mz7DHY6eAwNGticPg8fgqapxniMNGMajdd8tOU6dvs25p1U3oo7bn4T/8FcWh8ffAjwF4lvIILbVtI134jeD47DTNi2V1/wAJR4I1TVft10u7Elxt8MxCzIhV0lkeV2ckCv5O1udqRYLgyRRMFzgAiJeuFPKNgFs4J3HJHX+zL/gqN4B8N3XwBspdAvLmxbRPiT4L8STW85t7mC+sfEmmax4PvIo5UfzrGWGbxRZ/u5Y1WRCJo1G/FfxblJYGe2lYCW0kks3CthP3ErxEHI+Y7ozh1+9jGP4j9/w1Uc8s5ZPmdLE1qfN12pzd7aXblLpb8WfBcUfV55jTr4WEqdHEYPD1oqd787dSE0k9VFcmjd73Z0LvGFVvWPc742nJ29Rhg2ACduQDgZOcVUOxgGIPGQd5GVJbIY53H5ic424IIBBHNQzSqIF6kbURnDcplT8+MEgBwSw4UEjjHNNVtyAjII2ZXH3mPJkXJ24UjkMTjpwa+q1S36Ldf4V2/XXRNbnzR0FvN/o0cWZDsd12hhhjL1wCApJxnJ6d9obNem/AHxBP4F+OHgDxKGdG0zU9P1aPypGQn+y9S0/X0TzRjy90elMSxVoxgOc7RXjqMcDAILYOQeMA5wgH3XY543ABeD611PhC4YeMPCskRct9vuLMKSQGhvbC7tjGWUA7g0ihFOCpVccEirpuSlHTrZ30te19rW7r1+ZhiFzU5xtdSjZ/J/pdH+njFqK6hPBq9n80Gr6Zq+oJcRMssQjeSx1K2dGA/fK9tehH2ndlDuxjj5H+OtpI/wAM/Dl04+16fpdz4g0/zWXzDDa3E9ybwRLslyiw20CxFYXYRrswWBLe6fCLUYPEngD4ZeKdCuorvSvE/wAOvBeuWZT54fI8S+AtIvbm5QswMcTTOytHtGJEG794TXj3xTt54/h1qdyXaPT9N1fVzNb22ZES5uZrm0t3tY8w3KRst0l24lyqeVhN0g2t8jmVPmp14b/Huut7q/4q39LLKKrpY2hK6vCrR5XrzW05nHXdNdVo313XxGNc0bRYtAspZTp+lXeseKL2HSbDTrBxNda7pCae0izwzfaLdLeKzuJYbY+RbyrP5M8V5GiKPNfFnw0n8OaleWkl6kbeR4fufD0F5c2sD3kGvW4Fwkb7IYybQtDGt5LP5aysqzrAFkY+jHwdBq+s6NfWUsWsaJa+MfC1lL9hU2rI50uf7fFdX9yCtrZxXTT21zeoqxpIYlcvIMV2/iXw1L8QtM0HxJbXEH9j+HvAjaZqM8gx9o1iztVWz8O+RcS29zJfxmFZi7sUki3zhyzGMfCyw8pqXPBJwtyRasnF2667WVt2fttHMaNGdCVHEPkqU5/WJT1fOpe0ine3vNyau7XWqtY8a8e3lzofgjwL4kg8CeItYhh0S98HWaWVjcwfak8E6vrMV7r1vfzLNbPp11ZSzXWmrLPAdThSV4YthULyOmmXxLd+DvFF1aXv2edvPMV3EYLoGW4mhtYJocIovDDE7Swld0rjcC6Kxr03U73VPh9/wjq67ri6fc3Hw/8ABsslnolxqVqv2F3dPsj2NqCi3khR7ye4a3ku2t7jyTuQlq9m+JOq+GNSkspJPCun6y97oGkQX2m6HbXkkl/DPaQ3cur3nkQx7Jit1dWFtFbTQ3ASYzSgferB4NVpzqczU4yjaHI5aqMXpZaaq3rrc6o4+rRp0qMKcKkKsJqNRSiuVNu7XO7Pfva3nc8o+KHibXPhZ420L+xb650m20jwz4esb/Tzbmew1O0g0kpHZyaTcRtDexymd0kYKiNcLIGcFdy81Z+P208W98+laZNFPZ6haWarY2g+wjULWG1e4itfKaB5LaBJEs4bjKQJKIW8yIla9g1n4c6F410/T7y10Px1FfFNMSQwaTdXMs2jWEKR2thez6tDLC8a2UCWySWTxXSnLthp2aue1T4P3ml311pOj3VrO50261B7a/26be+VcB5NNsBbSj7LPexiRY5FieK4VoJg8U9wiRUqmFxblKdNNxTTjBtp3TX2bbO2r6xfnczw2Pyv2FOnWtDExg4VXyuHNKLevPDSWi0fM7aNK511p4o+GKXfhLxHaaJeW2oWlvpPizS7iKG2Zngmn1K012a7islgiW68P3tvaywXEjOmordwqFiWGMg1vwroM+pHxNo1lZeHoZ/ECXEE93qNr9ktNO1Y2q6ffXDC6ktln1jW01PTIxDbweXseK6nPkAy7fi74Vya/Hpo0podH8VeGvBGlaLcabHF5UJhvRIIIo7kMxhSeQXc0MhXIQqJ0gGwN4xqmhePfDd7qF34kguLGR47wsk5gutPuNWtwt9p935KCa0ubZoJbswwyNKqD94B5i8Z4r29Jezr4WNai5cynTjbllZLWaW6sk9L6LtrlhJUqso1sFmlajXinD2Vao6jcL/CoTkrw5m3G3ft8Pqfgn4NfE7SPF12bkaTrEOp215q9rI2o2kMjQ3UpudHQ2t4uLsPdyLI0dpvk+yxvKrRQx7q1fjF8OPHWqa14d1C4tbGK4I8N6bqF1GA2lyyXipZ3kiRrIyaZLFrEswi00RyeXGxmR5lkD14r8QPEOuT+E/hfFH4iFlqn/CkGi8M22mz3enX9x4lOtanpDWVk0cZurjVbuS0+yWjTl0aeJhaeRbOoND4YfHjxvB4o8nxDq+oTRG+027iutb1C9vBpmkRGKO7sNSSS2uJmnWWGa5W6ZJ5LSM7TGpQ7uKawqUqCo1adNSpNy5+azcVKS2u0rtW11Xm2++GPziNajjnWwlatGjVpxpvDyg5pTdO97uPxQ62Wzflz/iPwU3hXxF4i8IeJb2WKKyuBpL2lr5kmky3T3sBj1q0nIS6uotSgktGvhNn7IlluWENO7P9p/A/xvqvhT4Na1qqXk2nWGkeJ/F66DY/bx9m1SwsfCslzLAEMd3JPo1v4htri+sYjK0sgjaSEopWM7nws8eeD/jPoNv8RXTwtFZar4r8V6Vod9aW9j/aENj4c1MaJbaPfXrz7ZdUup4YdTlmxC72N1puy0gYCvRdF8Q+F7WPRiZ9In0fxHo2qXOl2DXMUGpiHRpZ01kSaTqCWkoKRzXAvoLlWtbrTba7Fv54VQ/o4TAxwsqlRYhJToyjCL9zlU+XllJy3fa1l3voeRnfElXN8LSwdTLXz0cTh51qibnGcqKaqQpRjCyU7SXM3pFLQ+OfG/7VXiPTRZ3+o2nhO68TaRp9n4c0Tw74ktNSuIr/AFTxYtndXniXRrewhtUvoPDJstOvrg23n3NnbX1wtvbzRJLj2DQf2odM8eeHPCFp4k0Kwmj1680bwb4u0mXTrNNFa310TaV4l1f7W0U2pPBeahFCn9jW8yvPaWMF6Z1iEcVdLqPwi+G/xKtr27e3uDqE2leHtIHijQLm1FxoUOl6hb3NjLp00T6jbQarqOmhrHVDBPJ9qhm23CExpAnBf8M9H4T/AA78MaD4JkuvEtn4U+In/CUyarrETLfXfhqzu9Ol0bQbi0ti0X9o+H5otaa5uLZEiu7W5tYjDGXkEdezxFGi5xqKrrG+ikpK6Uvd3TX3q0n1V8aFTI8RiKcHRnhNHy/HQnSqqDt7943tNLWyT6LZH1X8Z/hn8N9P8C3l9q/hm2l1GTQNPSC+0+/uNK1WDTrK/wBMhj0zSTskKW1j4bSC81e5eKaaSytHgI8s714fX/Bvgrxv8MvDPw106/8AEvgex0bVpvFGgX40QaxbX95qUF9G9vamMTov9t2r6iLCzbZcQyXEot4FyZI5/jHrti954ivb68vJjB4G1G78M299qC3tnf2vjO+8JaPfQaHbRFJNKuNG02y1qSZLl5GvLU3Vvi3ViF6fTdQ8Q2Hh/ULm2WynMUHw++IWhQ3Vp58GrR6vFqemSS2dqwgitbyFY445hOZjavG8MZbzeeWtVj9aqU2ouCjaXLFppK7ScrJ6qNkr72voa5dTxVLA4Sv9arTrLFqpT56vuwlKEIR9nCblH3faJ3slrLzPFtI/Zoj1CLQ7GL4jxTz2LaymmafBFPOp0+G3lm07Tb2DUbyO60/ToL6YSah9ksZJI3hc2l05JQT/AAl+C/xX8KeNYl1zUfANr4c/4SVfEF1rekeILe31y7k06We5k0q2VY0uf7LvJ5Vt77T47TT7IoVudUmvri3tym98M9U1vVPFzS6hdQxWet3mpyxxWt7G2osRpNzPe6h9hihJfS7O2kmW3WAoBe24gSIj73JxeOL7wRZWknhrxV4f8X2tnrVzY3GmeKBFNf6TaXk/laRqlpqNnImsQ6dd3Fg7albh3lslkM8tplApdJ4GmsPinSqxvKVnCol70HBxfK23Z7tJbK/c9TF1c9qRxeXRxWGrqdCneNbCpP8AeRlzctWDUYzTvaU6bjNv4tEo+pftk+GR4l+HkN7pGl3uteK9A8bLq0S+HGfVruOLWtMkttdKfZd8dzpsk1jpN1cxpvCQ2c1ygaSEs2HZfD/4M+EPD+o6Te+JdKvfFOnWNrLq17aajYPqllf6tdReIbi00+LUr2LV72CGykSI36faBNDOWg2W8Txx8zf/AB41291ky+CrXQrq3sy+mJpGp3skWtaxdSPNNaX8V9HNAI0vFa6/s6e1SVxbPsu0Q5EnpHhWbwlq13C3iL4c6dcar4d0e51nw/rcug6Pc6r/AGbb6Pfx38Ec6xXU0epW9xbSaQdMluriMpJbTWhM7SwxX/smMxNarBpVKsYwlKcb6RjJfu0tXzKWrd27R1R4v/Ctl2WYXB4jnWFw9WVa1CrGNVyqyp2hUckmowcVypae83JtvT5f8FJ8MviD8WhD8K7/AFCzvdQ0uDW/CN1rOo6taWGta1BZXSzWsF7ogubxdW8L31m066Y09xo+uw6dcRxzCBlSX7o+IHjD4WfD99U034ieP9N8Nz6DZT6xqEcsMl7dvptrGs76pCbe1vrqJVUveyW29W3M7PGVidh4JZx/s+apfyppV5p+gaormeGHS7u98PX8Fr4Wv2ubm40+60maKbT5L2XVbrzUtLczXskF19rkNus6NifGr4faB+0Rbad4w8C3+hy2t34du/BM39oPf2kWpaQ6zpZ2lhHPD566klrPf263l4mb+SUyEcba3w9NYWlJUJUKkpVYuSi3fkdueXLe146OyvdtrscGPhSzXGYf67DF4PCU8LKF6tG1qySdNutytKnN+629rprc998IePPC/jRtMn+F3xB0LxVo13BHqZuNEupryQ2QllsTqEtnNBb3Fsqx3AjuLdAAsjwyTiJniL/PXxA+Nvw88K3s2j/Fj4m6R4a0m58U+IPDsEPiLQl1fw8JPD1zE8slxfyz3Vpd3zlxPa6VIJP7Hf8Ad311Dc7rSvz38KeGv2zv2K7rw14X0fwBB49+HfhGTxZqq6/4f+H+n6/4k0yy8YeI7y6mWbVbXVW1HWLTTLGytL2ONbK2l/tW5ewmg8mzt7k/HOoaP8YPjv471Lxh8TvBGua1deJPFejaPa2Vz9n0LXbe41NtY0nSZ7Xws1qFstVs202e81JdVt7S3u4/LOoT/ZJ4rge0qCk4xbvTs/fm4pNWXTRa6+679rnzEMPGlVnU9u01NOCoT/eJqSSaa2ta8dLXW2x+1fxC8C/A/wAFeGdO8XWul+FptL1nWtG0nSZ9AF5quj6+viC0uNa+0aJa6Pqdglst3BYLd6gmnXEM1xA93b22ZdQcjy2w0nQfG+jNonhS1vtG1HTtcs7rXvCWi39/o114ohv57e6exa1vtSSJriW303TbOxvIri5g0q38tL1ry9m+a/ffDXUT+z9pXhaO0s7HT/B3i7T7nStKgvJG1PRrXwTqOm6PpumTXBV4be/1S8GpO8yR2qN4dvY7rTLYpqEIHyRrlzfWfxD8B313cX7Jq2teLfCkz2Fxb3MAnsvDNzqGmXj3CyW09u89ro+LK5hZruMkyhEiMsh+SxtWOHxT/wBmw7oc3KlyODqOyfPpKVp6aJej30/TOHqWMzPLavs89x8MfSqzg5yrSrU48qhyRdOe6kpyb95e8lKNrNP7n+LnwH8Q/EXTrk+GP7M8MJb219YP4Vn0nbawavN9mvG1D+3ZreGW4u9H2Tx210IHVtNnZFkgS5Xd8u6l+yn4x0S0sfGGlXmlat4o0y8tptI0vS4rq3ubK1kjSHVSdVupVtJoryB0OxSsr2jShrgfZYo2p/DD4u+JfAPijVdb0HW73VdD1u4hdtEuIxJK1vDob6bp89k92XkfULW4gj1OW8mG+/xDZzpOtsVr1H4e/tWeLbe4tbH4iW9p4r0+eSyg1LXtI0Sy0/UtLtLSV7XVJriLT0+zXq6fBDbXEy29o0zldTmZ12wCinisvxHJ7Wn7KpK0U9bK3Ly6pe69naUX3XYyq5VxTlMa0sLXw+Y4ei/b8skoVqrlG9R2cm5crV23Nub1s7trxPSPBnib4f8AifUr3xrobaHo8Ak1S08T6te2WjeD7XZeWl2mqrMkF9b6jaW9lDeLpOgWYivJrzyPJiY25hfnvh9rq6L8cYtP1rxDqutXXiPxvJ4u8SS6t4fn1mNpf+EhgvE0nSdTgmkutPs/Dd9DB9heeCOzt7KK4ure2tYmeEfTfxT/AGt/APgrxfF8Ml0qy8ZeL7Nbew1y7udZ1jSbbS9WmvHuoEvILaOWwv4X0y5spo8Sre2srIZUCYrwS6/bC+Flrr2sWnjXwS2ibNekg0zxVpdta63GsmlR2UtxeamZ2S+lhS+2WNrcQm4iW2e5klBmi2Sd9JYahUhfESh7KcWuaF1KzVleLXa2y3+7xZ5tmWPwlf22WR5qmHdJKhXUZXmlFVPZzUnLR3cVK0tGrWOJ+Pus20X7R+o3drE89wfDmjX+pW6XbrZnULi7lgiRlSbzYZ7+JIbsK0axxhlUKolxLy/26bSIdb0tmm1XXdU1i81/VjeardWyaJa63cy3On6HawRSRQS6fbyC6eONxJGERLeGKKJpd3vV9rnwd+Kur300um6ncXVw8uu2N/Y6bdxXj6LZQWMr3EikK9x/Y8sBvkuLm0ufsolzHEoiLnM1f4VfDz4gafrXhbwlE9nrWq3Eanx7oninW9WW20zUYzfxajYwXcYuFihtBHBJdxWdpHb6pPOlrHIqB3bw1StOtOjVoydWblGKbcndR05ejtfra2vZF0c3w+FweBw2PwuMpLDYejQqVHTjKm+Rq9Ry5k3FNOy1lbTV6n59eMZLjxLe67o2srIsF54i1GayTzfskCLLcRQuLRoxILISWlrE10tk9vPLJEXHzncfafhp8bPHPhbTm1Dw1qdv47fTtO1aTRrO5awkvNYaztL+4vtGtNRgkguYJ5jDKlo6Q3bRxRNdC3ublsHs9R/Zp1cmNV8deHvKM1vY2GoXcGoSXd/fHVHuDpl2n9mrJtdS0b3LR+aJEeSXAUSAsfgh4t8Jasmu3kGnS+HvDV7r+tW0ljcCw1PUrLSbVby3uNAtltRcw3uvNBJY6dFqSxBzdtDJLbrOwOFLD4ujUpyiqiaa53TnfqlsuiWjdm9+p62Mx/D+NwjpTrYWq1BzhTqRceZqKsm5qm02mk4vWzdv5n0XxQ+L/jrw7rWhw2utqulHSNN8XxaVp8DRw6nBrvh2OODzddgg8+4eDV7gahB9skuGl063lWGzit5fMj5vw5+17qun6lpEOtaXoPiDTn1RdOaz0yx1HStT+zItmgtrG8unudLiuZ5b+1KRXAsdIutOme8juUun8t/L/HVn4+1WXSbnxr4V1TwzdTeFPCMWnaE9pHcaX4PSazsZB4cj1HT7a2tNRfQXF1FDeqkqITJYLJLb20Dt5nBY6q0kVheWNpai/urzz7aZXbZo1tGYdMksETbKbiZxDFJMsMsJMCxIVba9OrXxcMTKcZ1FFS05k3f4VdqyvfR+uyPMweU5XXy3DyqUcNOtKkpTlCUbtdUmpN3X3re6Punwd+0L4a8ZeKY9N8W6PdeC/OnvNHW/utJsdVv4pRc3MenXRu7FWv8ATDdyRRwG7gis7qKzjt9UZ1hM6v6J411z4WaDBLr/AIxtNDv5NLmsYpm1DwvoOual5NutxcwmC6iijXUTFE8st7fQ3EyxW252nJ8wj81r+e5WW5Ky3jRz2UFveSJNHC/mImHmuJso0gDxtJKkknmlizlsHymk0Hxl4q8S6Q9v4tt9K8TaLqnhPRtO1uHWbyCz8O6Y9jf2FrbeJLGzvLi3VtY0y6uGvZLqOSKeWYyvfq1tHIE3p5lJN066Um25c8o6La/NtHz2037I4sVkCpxhicHWxFBJRj7ClXqJyjZSXJNtys+qcnotLXufo3rWlfC34neDtO1uz8A+GLrRNZ0fTZNKm2eI/Bclxb380N3pbi0huI7W91BJY0itobWCWQZ85IpVUq/JX/wa8N6hpWv2WrjxtpUKpLqcMdtqGkX9jb28U0d1rFgl7qGkQNZfaUggsb2aW1hlu4He4uoFk33KeX3niTwl8Tv2PIvFnh3xhrup6V4OkHguw8Sar/aGmzeIrnQb2Dwt4rvNEkurt5n025vLnZoc5eSCaCylk0uKGzEKj5tT4heJ/BumWP2XxNq0mmT3enaRbNBqSf2dLe3VxqNxp9nbaagltjeanpc8kN5BqVvPdXlrHMl4BCkRrbF18PTrQ9rhlODpwqKpCMVraOjS5YyVttU+pzZPh85xFCtHCZxWoSo4mpReHrynO3I4tNVJym4tuV5NRXvaW7/fus6DrfxS8Bajb6vo6+EtOu7i/wBW0vS/Deo31xq0em2Og2ml/DfTLk2K3Gn3d1p0Jt59XdmXTftVva5t/Ki3N8Kaj8K/iV4X1O3GuaVfayLHwz9t1K9tNBu7ZNS1zVoX0mV9NitUvbWd9Mub6DMStALm1hubwRx7FA9h8K/tUfE2S60rQvF+r6CLSKTVrSa80XwZoFr4hnawtrpNP0Z4bmK20FmDWgW98uG3lVUZ45CfLWtY/thW/hq5sovFnh6/n066uPs95qWl38sOqWtxdR20elPJp0aXekTyRXVxCL2WG7SHgLbJCp3py1q2WYucJVKlWjJJLm5L9F8Sd/z0OzAYbifJ44mlSoYPGUKs3OdJYm7u9G4S5Iyblo2mr33S2PqbRotYi+Ecd7q1lLYarqGl+CHngMTtBBcQRw6cwikl2OMiFrj7FOrz2kRkQkHg+p6DqDTaRpkMcrLE98kV2AuGBtxcTMm11RXHmCFo5FYkK4KA8KfIPDvxF0X4p/CbU9c0RL6S6iNpHr1vqsP2S9tdb02/tZctPAUiuY5bOVbq3liRN9u5jmCtG4Pd6C902lafJChkhkVInlXpcCUuTsgJSGMAqqPcO20YUR5PX7XCuLoU3BqUHCPLK97rlSu36Jf8NY/Gczp1aeNxNOtSlRrRrVPaUmmuSTlfkV7tpc2j2aase6WV3Gs11dz3TW6RrFFGgj8+1laWBSsbO4EiTORK0pRQrosa4V2bewLKtnJbaPPBp0eyea2jjt1eNDf+ZJJczshUjzg0iSRhcl5BMpV0547TdTgXSZYRdzxyC8mvn3SLKYYl/wBFVCissgZ7p9giYyxuqHLdMbVxrKwWjNcTyuscUkbubeFm3JOkdpPGsLL/AKKyNI1wS52oPN2ZBWuhtLy9Tgs+z+44bxZDL/wj7m5mtZpbQH/j1WZYpZFhfdcweZy8TugKox3QTLhjIrmiruv3UN9pR+zKfs0kMcUkbx/O0ojmaYwgOYpYiqyqsu7coYMI8NmitISVt+v+X9fiL9D+GfQvCt9dwwXOjXUcdsYbe4kZZAu9XRHVDzt2lgQAy5zkDHb+pz/gmn8Z/G3h79njwzoNx4m1/TLDQtZ1/SIY7W6uBbWEImuHaSGMyyW5jvLOeO3C/Zg0N0Y7mGB5h5h/lY8HQ6taaC6Q3Eg82301o1jk3ho1Rm27SS2f3ikFehB9Mj9q/wDgmP8AH/VfCVlrvgPWo/7Us7u71fUrG01Dy3B1C10Q31o8TTRmSMg2U1u8e7bM8yggbRWufYeValUvLapFrVp6Nemu1m9j9aymr7OtD93GrFxtySUWpL3dLSTXX16I/psm+Pdvczz+GvHfh3RfEWmyeBfDfiTQtRtdTg0jUHF/oziWzu7o5gvru7uIr5FnhNsx89IJNgOaX9njxv8ADTwZqPjLxwmgazqtv47sdR8OaTomn32l2+oeHTD4b1vRrmwWPVdQsLTWltLLxHJFcQDUUW4hMN7GrT2hjb4u8JftGfCDxx4h8K6PrVlH4b8QaItl4XRpFtFtr/QNWna7Gjz2Ei+QUtpb12tXDR3du7xmNnjIQes+IPhodM0XxB4U0u4i1V9L+Idzrvg37O7WrJb67psenpY3M0haHeoKTFdjRYEkaDeVYfDNYvCVXOPLJKFT2d178k4w9xd3JXSvd3d1qj6adPLcThnhKntcJKuqHt+WdqGlSTk4JtxShJReydnK2isfOv8AwUn8OamP2WfF+uzsmmaTpOtfCXUo9Uv8ySXr+HNTsdR1fRIrLRmvp31EabpU0sRKfY7mSEx+ei/MP4lLuSy1K4vNT0qZptL1DU9VutPuCjReday39zLaSGKQGSMNBIrGNsbckE8Ej+2n4ywa1c/B34qeHvEKakmhJ4Xf7XY6qrSWBk0Z7y6gksrV/MaOSFfPSKdVjnlDXAIaNcH+IfRU8jS3txjbbajrNlx0xZandwKAB8o2RomRyCOK+04Pn9YweNTg6fJiVUmp/EpVIRUn7vS62S0truj5Ti3DTwmKwMPbU6sFgY06cqd7clOrPlu3o52ldtaO/c9M+E/we+LX7QHxB0n4TfBD4f638TfiPq9jqWpaV4S8PvZLqN9pmiW63eq3NuNRu7G2YWNu3nyx+f5hTiNJCCB+kPhf/ghx/wAFR9eWEXn7O+n+DUlZVCeOvib8PtCuYVk+YPJa/wBv3d5Gh5DF4Q+4EbCwr4R/Zi/aG8b/ALKvx3+H3x1+HdloOreIfDk2paNcaT4mtru60HVdG8VW50PWLO9Fjc2l7GzWlwZLa7tZ0ltriOOQJIA0bf2Q/s7/APBaX4Y6zb2ml/GHTfEfwomhlSzl1HUYZfir8KkuVcq8I1SxtT4t8K2+75jBqGmiK1UnN+4BY/W1XiIUnKhhfrHI/fl70nBabQirtb7J7WufHzm21H2tKE9eWNR8vMla7UvhXZJtPyPxX8If8G5f7eWtTRDxL4z/AGdfA0TSKHjufiBrPiG4twAT+9h0HwvcW8jFsZRbsllBwwyK+nfAX/BtJ8ZNO13SdU8YftdfCuyh0y/tr9rLwj8O/GGtTvIkoby4ptVvdHt9si74z5oX1G0nn+pr4b/Gz4V/F3QrXxR4N8ReH/Efh68UFvEXgLxBZ+L/AA5EJBlTdR2Lvqmjtlf+Pa73zRNlJEQKTXuun+H7TVIftel31hq9sSjLPp90lwybmC7ZLRNt1bydUJuYEBAyrA8V4/8Aa2IjK3LTpu13DkcWtt4yk3fa7knfQznGvFR5+ZKW38r26xVrb6p2aur6Hz/8DvggfhT8KPhp8LI/EE2uW/w7+H3hzwGmuTWK2VxqtvoOmJpq332RZ7oWj3RjEwtzPP8AZs+WJZMZO74k+C/h/XNC1bQ9Xn1ZrPW737VdyWd0tndo8c1vcCGOeGHdHDFLbqYlCkBJJVwdxI+pNO8HXs0KeVbysDtK/uiSVHGwlcA7hkYYjJBPHOV1Tw39ij3ahNZWKbSSdQvLSxU7M8hrmaFVwMhieNvzdia86rXlVc5T5Xz3vblV27W0bVtfJGNC0XFxUlKDi7xjLR3Tukututr/AII+GNK/Zm+FeiWOr6fa6DqV/a61c21xqEepa7qM7SyWU3n23k+VNCsEccheRkQIrk8qFAxrRfBT4ZwLKYvB2kFnNu0jXCS3TSPaEi3kk+0yyiV48bRI6O7N1LDNe66/4w+EnhqOeXxF8W/hfoSQjEkepePvC9pIjZywkRtTMzMAcYWPpnHXJ8P179sD9jXwuWXWP2ifhpNPbtse30LUL3xFOXUgMNmi2F95jYbO1M/OuduCa8+SSXM4J7L4E3pbstn3vqezDE4mT96pU1tpKXLp2adu6W36mtN4E8IrK9ynhbQpbgbGNz/ZNo9yxjwkStLJAWBjXhfm4ACJhSoqdtFRfLWC2SNsOFCQQooUqFVSEGG2rnZuGUXhc8CvnzxF/wAFJf2KNFLi08e+LfEcyDf9n8OfDrxHMJFX5cxy6lb6dAQTu+YsCwPyjdgV5Vq//BWT9nmx8xdB+Fnxk8Qk8RGfTPDegwz4AX713qV1cINxziSHeucBT8xqIOCulS5Ho7clrrTW7el+72tfQ2VSs7e9LT4U6z0vbaN7/hZvvfX7Qn0poizGNnZRwCucDJHHXHIwF2DJ4xxmsbV/C2naztXUNJs9S2zRSxtPbRXMizxcQTL5q71lh3bkcEFNzbSCTX5qeLv+CyHhywaRtI+AGl2IAO258ZfE/TdMAXG4NNHY6djKtjeqSE54DjoPlXxp/wAF3tQ0lXezn/Zc8FGPEgku/Ft54mu4IkyGLwJqluHdCGxH5Sux4CfezrDDYivf2WGnPtJRT006Pf8A4b1NoVmpe/U5Xpq58rWi2V1L1eunY/ZTTfgZ4X0DWPEuu6BY32mar4ktnjvLq6vr/UI7ESfYi8mn2t1cOlrHt02zeCKFhHCYEEQVC8b4ev8Aw28X2osItG0mz8daLbWNpa31pq1wLfV550kEV7qAeaCWyu7r7Kqmw8xYUiuFxMAkjEfzveLP+DgrV5WuI0/aO+FWn+Z92PwR8Ln1W5RSF+SCW7sNUMjk5K7nO18heBivAtY/4LLfF/x7N9l8L/E/9rLxos42pbfDn4RaxYpcM2SI0fRtFtCqt1VkBbO3GTtB0jkWbYiLVLA10pW96NKo0k2m7cqt2u0rdNjT+1qVCXNLGUXKG8Z16adlbRe9zW/uxvLftZ/0Z+PNA0+aTTdI8RfDDVLG607RfsGm6n4j02WystDnubiQ2E1nqdhZLaXBi1SRQUR0t4beLzkMk8pNJ4h/Zx0vXYNC8XxXOlaXqup3z6PrxgiSGPxJa6jPLeX39kWxPkpdSH7baxQu27zXQPKQqZ/nl8CftE/tz/G7x74D0rT/ANmr/goL4j0jVfHPha11Lxh4t8M+NrHwloGnrr9j/aGuatDqcSWgsdOs993dg+WTEkm5geD/AEfXvgX4+32kT2Q8G6nLeab4iuYdBvftWm2U1tod5pn2ia4iMl/Da3K/2ysk1sZtk0M7hJcAkDx8bkWNwk1TxOFdR1FzRUYNtKHKve5dVfTST27nvZbneGx0E8LmNPDPDuMant6loP2qk7w51yyiuV8zj/MrtaN4vh/9nH4deF/AJ+GXw++06BH/AMJHb67qX2i+uLy5uLhYIrTXgQ8z3NjqWoW8Ns81zEI76Se1iZ2KWqKvBfEjTtC8MeLfHI0zw5H9iaDQh4fuEOqJfWFiiyweKoLW5eO6iEBlEL+XcmI3dqzvEEWbNfRmgeCvjybPWRe+GPDFtq08kXlz6xqGnSxTCHT0gW+eTS7lZZZGlRmu4HMb75A8UrFWx6bafDnx/qTahZa9Y+BtN0a4dTYjSb/VtRnjeFoFe7uoL3T/ACp5b61aWKWGW7lgtSFWNXI3HOplGNxtNOOFnSqO3LJxWqiklFpuNtL6X8x0c7oZXiGp4zD4qkpuUqcK0bOUpRm5xdPmutLWd3q09NT4h+CGma9c69pyWFx9g0O31DVbuafTrtJNLh1KfTLy10iLxFphSBrTTP7Tf7RLbyZa9gnupDc28RBj6HxP8a/F/hXVPG8Gpaja63pthqtvpU0N/AF0q8s30y1WW5jspN11oYaWf7DdWdneyStKnmtcTIhUfQMX7LsrXOqyyeMINOXW7OLSdYh0TS7vT7O80+z1e81OwuTDBqSrHfQG4W2DpjNqiQuHiBVsH4q/shaJ4+0fxI9p4nuNC8baxNa6jbeI4NPB03+1tPR4reXVtEScLqFpLbstte5kW5ZT5kDxzqCcpcP5rHDQjRi1VjUbkueN5RaldJXV9o6Nbr5nXV4pyDE4ypUxHs/Z1qcYJ+xv7OSmm5Seq679vO55HF+0j4Sv45LY+Er+TXtZtLSwtbbTbC0uNL/s7T3ebxHJLLM088K2Wkve3MMuxEMEMjyKwRd3tNx4w8O+IvD2gW+lWlhZeE7SPQtKm1LTzPY2cGpf2ja28PhzQrNZr621C/uZr+G58u4vEF09yxjjiaK6lT5Ef9kP41eDLSPUNJvdM1rW7rV9SsL86FftaW6eG7nTI4I7tbe8t7O/Rb6Se+tNXsxNcXD2ggMDsN4buPgz4b8VeDPAfxK8I3mlavpmvN4osNSsbCawOnWl3rEIebUbTStR8qNo7fUrSf7E+pWDNISjziZZ53jj4qeExsK/LjcNPlcJXfstXJJNc0o3TSd+Zadl2N8VicpeBjicsx1P6xSr03BQr3a55xg5KlNpx5bcy5VayaWiudroGtfDjwZ8RLXUY/HNquo6Tr9hpd3pbXKC/wBGvdVh1gx+Hry8WCVbQPsvLJbeK2uzFLHGuy9eNXrz64+CTXc9+uh+LPCg0+aTTBYW+sWdzqElrbaxbrf61bG9sZoBfX0ttc3U2jXUsVmbC7aEX0WAQ3hXxA8Kan4E1OwXxL4ei8P30enaHquuTO7Nez63aanIjeJoNVkku9lyLHUoLudme/n+0C5KTSy7GqPUNfK6jqOn2Uk1tKbu98R22qtqc93HdwpHdLqE0qPHBJarbXrWmn29rNJLPMZGureCONFQ/N4nFU6Naph6mFjy0qkmlGU6dlNRjou9lte222h9lgMLmGLwdDHUc3l7XEYelCcamHp1INRbcITe6ak3fqk+9z1Cbwp4s8M6pfNdaJOdMtTpiXWpaPbRXCxrDaXT2htptReKG0jmvbiJr6e1lUQRuftDqsANd3+zoviLTfGl/JevqA006XDLBcFLuawtP7E8ZRXNo0U0kkkN5c28eqtaOFvHF9Is08kTrNsMdj48164+Bmk+KreeG8Ia78OXjtKjafcWtvc3NnO8ylisjIVjjlTcu6fykfaolNcf4C+Pz6ToGkX2rWjXFvp8l1a2A0vTBPZXlkmqXNrLcaibaRZ454AkMdpd/ZbhpWKSLNFDbxvXVD6rh8TQqOrOnCVOnWV0mrVFor2bvZvu9NW3Y5qv9rY7LsfR+q4atUhWqYOUoSkpSqQSTnGm1aybjJLmva2qtY8E+LFlf+GPFHjaEaVBbadZ+KfEE08VqbpbRLbVtXF7ZyaasY8+/iu5DG9zC0qxwl7m6Z40QonnXgr4m+KNJ1bxrF4R1650C7lttPhMsRkFhLp1rdFbrUJrCd2inl+zONMtWhxc2ocyuzom0/b2sXfwS8X6q/ibWrGaz1zWbGU6jPDc3jS2E893c27YEr3Gl/akmuJ55W8tlu4bqMo2YgicX/wy34Rt/EF7qPw28dpNba/pmrPd6ReXMmqzWZ02y0qH+zNI1COF7DTbC4jjuo7yW8iu3+36jK9ksk8AhqP7PblUnh60KjlzTjyVLTSl7yTvLT3dLNLV23N6uf0FWwcMyw2IwqiqVKsq+HlKhN00oz5WueLtKL1b2Tt3Nf4J/Ezxdq/jD4eaU97qs+l65qNj4c1lWWWzj1KHTPDV5aaa1vP5st2X05IXnluwLdn1AxzTB43dhW8V/tA6hrnjq+07xzJrc3hSK+uNClvNVj06/wBRlZ9SdBcaYjWMsUM0cnlxafdSyPdw2k80cs92Y0Kv+DXwd8a+CPG+ga/4ptY/DMXgu+vb+OX+1LyWbWbPxVp88Nzpkc8trbW8r20qwWV39otLeSSzn+1Wyx4vvL+aPjxqGn2vxj+Inh7U7y7g0u61PUZINOktYIrS7t4bO3nHiETyWpa4tphcxafHZLewx37Kbyxlbyp1G8pYvDYCipSqc0q8nZ3fuezj8SX2bpp33/PKnhchzfP8XRwsMLOmsthO+HtTSquso+67Jc6jONtJWvdx0Ps7Wvif8Ptc0280K/1ldIv7mXRNdm8+GO0i1ie006bbp9rLYXQkjn2TQ6eusahYRG9WyN3bRsLWFh5bF8PvDE+napJ4HupL3U3SWC1FzHaz21lcRvaS635N/PNbTJdXGj32n28upRrBOltffZ4nhN0APCJNRtJtAtvE0sVkmmW+jMt9OrQvJbQRRW3h/Q0NqitJLP8A2hdQraLGT9mneIwl45I5D5jHbRaV4e8NXGia3eX17d+ILl9WuLlf+End9J8Q3s+qeK7C9W5N1LZnESQ6bfJBLFBetYaeBFZh2imGO53FV8NRqxTVpciT2S01ffz36XuQsgeEcoZZmGKwbnOMZU3ONSEpLlV37sXJy5bc26je3u7fYXib4Lai2r+Dm8N2lhpsGgeIdKvVMsF7vvRcNqc99JcxWhjEotLm6t4dRglhWye9gY3ccmWmbwrx/wDBj4iQW11ZXHg7VdUjuLfUoLhdAvxcw3jSTtYQnT4y9jPazXN1KZbRbnbIttJczDZHGVrD8X/HXxT4S+Gvwnt9K8Ua4lhqfi/x34a1i6KR2F/ejwvFGt3prPcf6TaWLQa1aXGjxW8sF1OtuswH2URrHF4p/a8+LXg60vF0u+8M+Iri4u9P0izvfFWiRalJ4b1DQ9OMFzZW1zp7WV3NbX0r213vujdMl0tzKW/eFq2qYfK8Q4fuK1GpOUKsZ0pq32XyOLWi03Tun82cdHGcU4Wnif32DxUMLKrQlGvTnGry8zinGcZavqua911skJ+0R8KvEmn/ABa1/V7C4W50PxZqXgPxv4l0+CwMOuzW/hzw1NpbWRuJbcy/YpNRlk1Ge70ecpJfafBa3MchUE/FvxS8IzaNqVvBo06anr+meINL1a2uHaO2up5odO+0aobNBCnk6fFfQyi2W4iW4BtVlZbqN5J6+r9C/wCCjfji5s7PV/Ffwx8MeJdNSJjd6hoU15pfiHS7ewv10+8bZeK9pawajIn2r7cA8YW4it3jSWT5PoX4MftG/BD4v3N7bw+F9H8F+KoLuODQINQ06x1DXtQtra7EsyQ6lFapbT6nBcX12unCO5jna1fyIyUdt/dPBwqtfvuTm6SipX+HXm0tsl18vP52lj8bhKd8Tls5ztfmw81yWSV76OSsra62s97O/wCZ+gav4x0zXNT8MNe3+o6zpGoabp9jpt5DcNqwm1Vo5rm2W7RliRNRd41jktLyR7sszPL5bIG/Qz4Y+LIrP4kah4U1zStR+HHifWtEtd3hmeKNbSS0sNVnvbzw9DFfvFc6dJcT2VprFl9qkmudQVFFsW05029x8StM+BdrrOjWXxAt/BejeN76yh07Q7G/udQ8OvJplnK5iMT+HLmzt7e7kSK8ijuWnkuFYyrb/Z5kL1vy+EPCcfiTR/G2neHLexvtP0iDTNI+weJNd1m1itIYybq7VdbnntLaaKxBgW4uc3MNndSQx7hcRPC8NgnCp+7xEHOEkpRv7y91J6Wvdp6Wem5zY3NqWJwn+0YLF06WIpTUKsoNRc1bl5JytGpFSvzyS6aJdPJLPx9phji1uwt/7JvL+aexuIrmW6t9X8P2tv4i1S8a50x3llttRk8UWZFkk11Csligt2m2l1C4Wq+O9Hsdfj8L6TrVnaaVceEtGXTrTXdMn1PVINRg1U6hrE88JWW713xFf6WtuturXk9o6mRrhXmtxEnoGueDrGPUJY/DNrot/bXtnNJp2j3U7aWts3mNc2UU82qzvb3ufmeW4QKAYbcpGY5W2/P/AMQ/g/faH9v8SeKYruxt49Rs2uL7RbG71TQ7HRxDLqOs+KbbUrFridf7DaBEuFmjijlnuZIrG2WOJmfKp9dpOTcbcrX2Wr3t1ff19ey6cHHIMaqaqOCnOk+WnNpzc7Kye1nCzV5dN3e50N7+0Zr66/rljpOlaDqXhJbTTLKxh1FZ4b238TWWqXsGr3yrfpc2zaTehEtYtOuNPeWymQy2t3JCEz0lh8R/hZ8TL59Nk8M6jaeKLqCN7PTbzSLfV/MgsbX7ZdaR4c1/SktrqS6KwXU2m2p0+1jvZIJbWOT7dHGsvyB4x0/UPAviGPw1e2V7fKJbX7BqGopDDJq8GsO91pd75iSKlrJPp8to8DTzExxMPPMLxyAdNoOqavofinw3e3tpe+HrzTdX0ubVYm8q7u9JsdHv401m4uXWSETQmOG93yxSrZQozyrO/l5dUsbifbRjUtOLl70ZxvpdXtfW3xWezS9L9GKyTK5Yec8K/Y1YUZyo1qFaUNYRupTUeanK791rSV2rLXT1z4kfDf4Jw3nkXc+uaVrWr39mrQaDq8si2UviLUNL0LT3vNPlkmEdleXuqW1zdyXNqtrYWqTahfXVtFBLnxjSP2adM+IHhzxVocHjyy1bw3fQSW9i+iadImqacL+886S81Wa21K7sbi2uJo57TUY7JLJ5l83zER2+SP8Aao1W3vfGr6RYWeqWGrW3htLi81aN0sdHmh1C6S3SyikiD3WoNFpltG9xbSQmH7VaaZKs4RpkXi31q70fUIvFuk2154WTT5YZNPfw1qssF7aW81l5cyCeaSSyitJrh0uFVojZEtOpjkxgY4mrReIqRqYalOFJ2duaMrLdaWV1vs09EdWXZZmFfKsNUp5piqdevSUv36hUpxnulG8ZSUXpZp3unfRH1N4h+Dvh7S/2erD4OaDcxW/9ma1oV4LvWFuo7a+uP7RmvdcVP7DE02kf2upuLKxubeO/trK1eKYxTuuT8USfDnxV4J1MW/jOw1a6tJdR8q3TTtTg1zSZ7q1mu1s2Go2dvcWRePTo4Ymlmt7G8+xQsIFtnndT9C2vx98Sf2PDf6jd6Vrl299Y2L2eoaRawm5C2kk93fRXGmW0bYnjxC0sMoEBRbrygJGBb4r+OIgjhn8L+HrnT7zDXE12NZEukXskaODNLaXdsb+KAxsy25aUSHBM5lJjKVicXgK8G+aVOUYqMI8uqSskuVPl6aPd6NpbHHlmScR5biElTpYuFWpVnVnz8kZTk03JttNNy5dkvhts9POn0/4k6Jbaf4I1ee4ktrnSZ9S1HRJtGhj0PUbrU/EF1fW2qQaqbCPUYJ7rSp7eC2vGvYJbMWjx7/MeESeY+I9Ou9P8Yano+paPFp0VrqFuLHQ9dsr61u9OvbeGFrXT78XzTT5z5a2lxKBI0Gy5d5Nwkr9Afg78QX+IPhVr3UtNtoLzR9QtrM2RvJ5YFe9T7chtEunk3ST3bMCykpG8Ik3AOAO78V/D/wALeNtau/E/iPQLX+2b/TL3wzDqDX720o8+HbFeoqLLBPrumW8qTaNqEkYFsjpGFkWNYlI5UsRQpVKNS6m1NKUbJw2s+vNtvo38x1eLJZfja2CzDBulUoqcajozVT97aLjKztGUXGXO2p3e1yv8PfAkXwq+E11oMt/qerX2rXmk67qssk/262S71RbW3ew06Yzqn2KNIoLXzIOJG23LRuGbPsPhxWfSbJYLf5Vd4EtopHPmQR/vYIZPMwu5JGkVymAx+7tZSK5nxXaW2h/CxNEsbG7SPwz4S8NWa+J9V1Mrd6jc2erWFhYm6sXghFxfta2glnvknSO4CbDEryYO18PZrt/D3h5o4HluL2WY3CBoAshSZVLxSOqLC7yMZAjfJg7l2yMwr7LCQVLDRp00+WnaCuv5Yxun57/ofkGbV54rH4jFVpudTEVZ1Jyel+ZpJpL4bRUU1tbTc6TxBqAttQhsJtsabLd5JIJGjCR2jROsE0ccEjFPOeWQqFw/lqsoJy1UoryK31FIiwupNSW4hsC32hXtriKa4T7PMoKwKrsrPavIqx75Gt58qU2df4k0B7+XUtSt9PimvheBrci4lja6mtbHzVYPlVjDXM6pJDk7wMAsxrzrSVj1m9j0iG8sRrPh661W08RRQ3LbIrrU55dQhGnliBMbJ9ybpWjZyHiy8bBjo23uefG2qXSzf4Jff/n5HXvHJ/wiGpXE8NzZyf2hvH210igjM0DLNAkIjLxj7QEkRG7FjExEgyVNc6tqX9i2thdyJeSANHc3EiIrXFuCz2z7kChJYIysYlCfNEPLkBY7qK0ht8/0RjLRvpr5eX/DfPufwlaNql/pctokELeQ8FllX5G6O3hLrENyqjsAF2ZVgRnpgV9k/CX4lHwjHp+q/Z5bKW4jnZbmFDHMHEjxCSRVYna6Ew7nDqCWYj5sV5t8WPhiPgZ46t7SO2kvvhv4mvYJfCN9qCfarjTnlspJLnw5qF5uVn1LTJFU2txN+9vtNmhkKloZduv4esbHUNI026Ektu88Ms0QD5gUzTMgt9g+U7JQAsZzuycfdBrunjcNm+AoZhg2qmHxlONWnJS+G6TlCUU241ISfLOOjUo+Z+o0KOJwOPq4HE+5iMM3TnHWzcbWnF6KUJxcZQlqmra6M/RTSfHR8UXWl+KtBunn1OO9tpnh2RC6+32axmxaGYsFlkSXyi1tJthCY2ttBx+6o8VtLKb68utTjvby1t9WuVhgmW2WWW0jxKsKho0Y3oLIY5HMCxtsdgAR/MJ4I0zX9B0lpEWVbgajNPbG1EsrWLmwlQzyglGjW3uY7c4cZDFQWUtg/vv+yh8eoP8AhnTQNZ8ZSPqusTrHBObuzmuVNvZebZJLOjuIg1wxxP0m+zrG6vGiOw+YzGi3Tg4tqMZNtau11GPXz76H1mXYmNGVR1YRrQqR5OSVrxaa1V01qrJK3l1Pof40zXXjL4C/EnSbu5urfU/FXw18Rz2/iDSbiC0vbG/0eG9jW5jZY5Rm9ubS13BIkneK6uY3YiYsP4OrCJo9S8S2JiaE2fjHXjHCw8sJFcTpc42ljtzJO77ewblsnaP709XGi6/ourQQ21/oYjbWNBEVhJb6pokcuuaRmBpNOuJTsjS4kW/Xy71FcJJGr54r+Ir4ieAY/A/xJ8Sww6rLr0Gs6jf6vFqM9sti11c/2tqGkzsLFJrlbaMtpiNDF50pSNhG8jFNx+g4PxEU8fhp2c5Rw9VLo4xUot7WvzJ9PVny/F9Bxhga9O8YyniYSSd+RSlCcU9LWWttEt7HnK2LxKrHf5sTxzqADlWhlEoLKQuANu5RySD3B59F8ew+JPC/xO1nxR4a8Qajokl1dWl3c21jcy/Yr6DVNNtrkpf2fzWV2qSyM8Zngd1UsAw+WsUWreWXP/LQOXO4kuSDgt12n7qjouRx1wO5+IsyyX+hCVNjX3hbw5eNJv3MySWSWxcsqkSOrwgb8KQQykd6+/oNxjNrS/a6esW0uj6d9Gu6PgqiU60G0mrSi01fm0jG+zvv3v5Hp/wg/am+IPww1618SaFr/iHwB4kVyx8YfDHWbvwxqlz5RLIdT0y2m/srWEOwCS31CK5glDMrW5DYr9zf2Z/+C3/xd0mTTLP4naZ4S+OFrAkP2fVdIuF+D/xet4d+BJOqxf8ACI+IZiBI25rLRxcSA5vd7c/zVHT2KswGfKKMyRpyse4AMwHAw7ZZR1xg8Co7u2mEMcwdoXt4WSGQSHdGDK5HlZ+ZVVnyuCuWLHn71eXWdKu7YmhSrXWkpR5KkNleNSDjJNWb15ld7M7IUuRKNGpOk7q0b+0pNt9ac726L3WtPx/oe/bi/wCC3V7afFbW9W0vxD+1lH4L8SabY6poHhYa4ngzS9Dt7fR7Gz1fSWjtfErWlw1hqcN3LLfWP2uC8FwJ0lbzNg9d+GP7O3/BVL9qD4f+DPi/4K/Y11SXwB8SvDej+MPB3iv43/tUeENGh1jwz4ksYtQ0PXJdK/tHV9UtIdR0yeC5jgu7S3u3hnBaIE4P81v7Vou9Q+EnwT1ufdPcnwvr2nTXBKyTyznS7Niz7huz5lu+4sCWYnJOTX9f3hj/AILLfEP9izw7+wd8MLT4JeF/iz8CvHn7IvwBvNKj0DxBd+BviV4WUfDqCTU5NF1yaDVPDXiewgl06WFND1/TLGWIpIU1uNGYJ1UspyylRhJYariK1SpyQVSrJWi4qe0FBNqzV2+Zrd9X5VTG4yVZQoyp0uSEpzcacHe0uW96ikkr9F8rdfL9F/4JFf8ABWTXyJdSs/2DvhTHcFhv1X4g+P8A4j38AJ+UBPD/AIYhtp3CD7yTtHwTuP3R6lov/BCL9uzVMv41/bz/AGcvBUU+DJB8Mf2cfEXiC5jAIG+C58Wavp8bT4bad7LH0P8AFk/tN+zj/wAFQv2Iv2pLmy0Lw58TrT4d/Ei+8qN/hz8Vo7f4X+Mpr2UDEWjNq90/gTxkVbciv4d1mS4uGBKxDIA+/Z9IvYnAheO6Lp5qRSKbHUHRhuWWG0uXMV1G6H5Hsbq4WUYaMYKmqeHwaXLDB4WNm9OWU358yqTnr8k9fO5zyxWNkv3uIrO2zXJFdH7rhCMunVvSx/NFpf8Awbya7fpF/wALH/4KZftF6qGZmmt/hz8Mfhx4CgOGyPs089zrV1EhQFAWJOcOp4NehaX/AMG4X7EzH7R8Qvjx+3D8S7htwY6t8fV8O29wWGHElp4Z8M26YbjBWTchGeeTX9AL71lMcqNDcKDuiuVeKZcnIzFKVYJg8cbRgkA9yVQUyMHG0EqegwTzwD144HHOODitIqEP4dKhTdklKGHoppLs/Zu39MyVWq7qVWvKPw2nWqyTVk72c7PXv6bH4s+Hv+Dff/gkt4dMb3f7OXiXx7MiMGuPiV8afij4pad2K5e4ji8QaZBKQFyQsSoT8pXGMfQfhb/gkz/wTC8DvHJ4a/YP/ZyglidZBcav4IPim4aRMFJJZfEt9rBkcMo+aRWB54Pf9HvJ+VcKGyclfm3EjBI6YB55PTHAHSqc0aBsgSbiCpxGzKfbauQCv5nA9ci3UrcrUa1WN39mbiunSNl07EaXb5VJ95K7/FvsjwHwx+zZ+zd8P0RPA37OfwC8HhSxB8O/B7wDpzliuGPmQ6B5pJ6ZzwRkEdB6tZxQ6VEINGs7DSIV27YNJsLLTIUAB2tHHYW8Ea8YOAARgLgEYG+9jc3QHkJvOeVdlhAJB6CUqQTx8oAXsOeKhfQ9WjjDmylKbfnlUx7BjsP3meOcMAOeDwTXO1N35pVJX0blOUr7b3et9H9/maKpy/Cremn5HN3c15J5jSTzy+YZDJ5jySbi4G5yXZizvgBnJyQvToaxZ7cuqjAG3L8Ls4+7jaOCOc4OTnBPQEdbJb5ZlYNgckZBIYbV2gnIznACjgc85zWfPAD0+Q84/eDO37uOmc545+hrL2adrttrZ31087XKVRu2srrZXfzt279Dj3icFwzeZtxkqqj5QCVwE5zznI7gZGKmtGVxKm3DYOACScnhkwSWXJ65IK+pBFbXljzFGxF6jcqA4GBuLE+3QjryD61ELba8jqFO/nnC854PyjJ3DcSDnnJFT7JXXa/ZXWltNP8Ahgc5Wu1Ky7u9r22T/rv1tz9xEiFtp28FuNo+dQOQfXBbsATn6nO8kHLDk5HLYz0PfpznaTxnHrXUXcBZnccr0YEAHIBwQepyAeN3seSazkt9u4E9wRn5R7g9Pu454yeg71g6acr2tsrK107r5dN79x8z5b2fe2mn42/rWxgz6c0iKdvJx82ec4BwcEc4U5bkDODxWbJYtJCIGVZIgSfKlRXUfMcYVwyoQQuMHPJIwMV3DoCoHyPgHjPQ4BbAOeFxz97IJGQKz5owqALkDIYNkAj1B6bjjoMn2FRKjFbpdbppN2aV9r2v36bdQVR7OTi9Orvrtf8AS/mrd/A/G3wt8K+LrZrPXdGhvVMk0kch3O8Es6LA7wrJ5sSlUjRowE2RyKkkapKN1fKPj/8AY102/wBKmi8EeMde8P6oI2WOS+MdzZ7jdvd5kKoZVf8A1UbSRlBIEYyxszFl/RJ1V36N6LgKDjPocZ5/QfKcVj3KqxK4yS+DuwB2zk9CeOCMHnGa8TH5FleOvPEYSm5bucbwmtvtRtrd+f5JfQZXxNneUJQweYV4U4vmVKclVpt3u/cqJ2Ters1d9O/5mXP7OvxH8Kfs66h8OtPuNMutci1nxHexXUEdwujX2m+IdSS8ltGBRWiuHETS3USxQxeddsttNFHvkPz9reieJfDeh6RoN9YXvhnUHbUYtUTTbVJbq90RbKS2gs7LUo0ubS1ZJ2j1C1dAtzJ9mlgjwsmT+0MykBowuQCTtLHYVAAPydOehPPA6da5250HTdQRkvNNs5Q5OGaJDIpPBKygB1KqTtYHIyeecV83j+D8PipRlh8ROi4QhCNOa5ocsEuVbtrRpK1tdT67KPEvHYLnhi8JSxVOtiZ4mrKLdKftKvI5SjbmjayvblufjHca+Z77T7O4ns01FUkzpsMK2ktm1lJBazS3bKZYTaG8VDfo7bopUbygQmaSb4m69pfw28c6Pp2ixeJNf8HfFv4U6pFp15pr39pNonjSPXZNOHhZ7W9sTZ6rYa1beTHKbmWyurrT4i/+l3rRH9KvFf7PXw61u1vY49Hg0m8uTJKNUt4g93BLKWLyAho2bzCxaTzTJvJLFXO4H5o8bfsd/wBv6Jrgi1SRtTvta+Heoi50fVL3R00+y+G934nutHj0yJF+0w6pqE3im6u7u/kluIbe/s7C5sre28k7vDp8L5lg6kp2hVh7Nxc4T1fvQkvdaum0tLt2vbyPqcbx9keb4BUfZ1sPVdSEuWpTU4pq15KcUvd1av2vdLZ/O3gL4ufEjwro1qNQvtM0LxbG3iew8Qac1zcS2vjm78G3lvoFqbiGK61EQ6za3zXcc02p2tlbXaabre55yltNL1PjL9qS/Sw8VXXiHwB4IfTNL8UfDLRNU1e60XT00LxNpOrWGt6RrUejSXKzmS98JeLZdPkluGhaxtrJ7qOQx3O5Bk6/8IPGuh29zpGpeIW1JNX1bxLq2lXviTQbPwzq9lHrVuP7VuNd8QWWntFrmp6trEKrZzXN3HdrLsljVIJXR/mz4h/Dv4uapHp0Oo/CfTrzw3pun/2VJ44s/EkdrrbaXZeH4NSltNe8L2UV7ptjqltq0Nh9g1VLWaXUNRttY/tCVotSElryypY6liqlOVOtSglf95BpWt0T0vtpt11V7c08RlVbB0JYarhamJSS5qc+Wt8SaUuVxetlq3zXSbtY+sIl+HfjLwT441xfAkeja7o3gzU/FFo3hu8udD03UrTTLGOZo20+BsBXvkt5YYr+1d549jQN50StXkGlyfCnxT4f0m11HxLrej3WmapbTTPrEen6VeahHd6Ug1K4tUttPtYNRsNLmlazgggVHlmsJZGAndlr1j9n228PWPwN8UaVfzTT+HphoGha1qWv2zW9rfabp9vrOh6vqkI1G1sbmx0fWbz+17qTTDcXr2SRWrszrJa+V8O6KdLs4G0yK5judM8NIbXR5pbmcX02nadrbPotvFeOjXcNvLbqkavJK0sgnbzy880gPJjHOhOjKapVVKMuZOPIn7y192zulbVO680e9kVP+0YYyEMTjcO8LKhUhUp1vaJc1K04xVSDTvOLbi29G2fTd58C/DfibwFHqWi+INO1y8j8fWnjPS3vo7a8sItSnsbbT5tFujFc2i2llqiyAiSa3+2hHeS3imkUSnxL4o/BPxdpfh/UrVpIdfn33/jNNS02OJbOw17QIvsNxoGr3AghuYFv9J1O8urWWSJ7R2gWS8kZnRob02taNoarJo2rS6Pe3V5NPZxi9SawGqL5txZWstrI0b3d9pllPILdHgMslpCHDI7Er1Gi/HXxPoGt+H9JhFrqser6tFa30F9HbS6sHUGOaDUr0l5FvLya/mvYJZoXeC1eCDBi2GtIYzBVXRi6M6FRckYzg5uN7xSSTvd631fzHVyviLDPFV6OLpZjh6kqlWdLEKNGrypOd+eK5eaK2XKoyeltT4W1vwlp8Xh7RtEN7pU4cX/2S/0iaDUbmH7SbnUZtP1y3l1K2GmooMrjUprki2tpGcW77gtSeF/D2s+FPGGl2ytb2WlXVxqfh/RotPvNO1DSLi2toory6v5dZsppfLvbOVbS0ur6W5jtY4f3yhRbTIf1p+JXhD4XS6tfXPi74f8Aw3m0i/stC1TUdSv9Jh03xPJrdysUVtZQat4bt7a+1iNksri5v/Mt7yVraULMRZRSRt8sN4M/Z8uNe1LxV4d+H9zZTLcSwSJ4V8Wa2un6ubaRtP1S3tdLvE0+KFJJrZU8+3soI9TtZpVlxbzteL6NZqN6NStDnure9umt2unTbp954uFxk8VCGIjgMTGk/wCJypTp3k42S+DVpS0Se9tCz+2ZZWmqeOvDX2KK1WKKxtbKwtvLdFgtvtFtq+okzLMWula81K9RZYo7aFmjRIhLHG0j+VeAPEnxD8GeIZNQ0XxZbWugae2i/wDCW+Hde1Np/wC1Rq2t2mnOuk6VcK9je2ltYT3c+pWCXFndOk0M9vNNPH5A+g/in4Q+G3ijU9E1C58c3h12LR7Mtr9nYX8o+yziO00nRbTSrq4eytLfSoreIWs0KvBcwxahJcah5UkcsPD3nwL8X29vP4o8Pa34c8dwWeoWmrCDQLhoL2/sLeQX2nvLaFbjTZdRdPKu4tMt3DRRzLsuJWQpXDXw9d4mpicPKLjJxd6c4uVlGKty3Tf3bHu5bmeWrJcLlePvTfsXTnHG0Jeyc5zlL3JtSp6qSScpR1b8r9rpfxv+IF94im0e60L4fappMnhfUPiJZqlitvPpnh7TJII4ml1Equq6ZqGrxQJDb20MV2zale201jDPBKkaerQ/Gj4T63q9voWn3+sx61rEtnp93ZxWw1PRrg62NLsrWaa4OyefSGvNZmt7t1S8l36feS3FpBaqrn4c1fwL430c6TdappOvWmja74enXX7+4tbn7Hp8DTiAaPqltNZT6iuq6Hf28MLG1jisJNNvFm064YRy7OL1LU7q0t9MZbq50iWDVJbm3aWE281lqtvNvk0+xD28ey5Xclw1ks+612wSvHEkgkcWOxcJOFWE3GUk37WLlK1o35HayS/rUxqcM5Jjoutg6lKM40mofU5xSlJaSdZKUnJ8y1tGOnVPf9APiRrWn2vhmLTfFeq6RcaDeXD6dLoPil3vrOG3sYpkgkudJFhcarpG/wAiZ7LULeZIILe3kCPCzRwv44PDvwk8T6JqmiaNq8UK+IotPsb/AF7TNZ1GaWz03S9W+1pb6OdVuD5+l6xOosrywuLT7PeWMkVnLALcSO3JftHzLqlv8P8AVjHZ3lnqvg7RPEGrXDSW0V7HJeTzx6fcteLcvfNa32+4Se0+yJYLqKQFp2b5B82NH5Gg6yJLZ7zT5n0aC3kniF4r3en3ayjbPHveSVzdxLNDC0VujxxNIpZXzdfMJUqsqfs4VPZxVpS0bVoWXf7SVn26XdvNy3hyOLy6lX+uYihOpNtwg/3d1U5L8vM7P3b6b6a32+gfjL4U0jxXdXHiV/ENlpmtaxDc2ukyXGu6bBda1qPhg3a2WjNpOoSafZ6bFrVqkkd7drffaLSONLmGyW0fza8ml+Fvj3+zrexWym1CKTRvC4vpTcRS/ZXuiseo6ZHZtPLNqdpoaFzHqdtNPbXEO2ZJXuRNbx+R+MJbC9ms45LLRIUspruL7PbX2uStHeNZW9ul5Ob26vZjfywWbPdQE/YUm8/7NGkZArrPCPxA1e1t4bfWbm7haxW2XSI9HlDC/W0M0l3p+pzJeWd2bb7TDay26JGszvI8czTZdJPOlisPXxE3Uock5JK8KjfM3bW0lrK7fVaddz6Cllma4DBUYYHHUcRCndKniqN5QjGWnJKNRe6tb32ViW38NeIbXWtS8O3unapARPJZWTmK506PfG3ktJYSyxSNLLqATzokdPNit3xIdyEDG8Q6lbJr2mhtzg6ZeTXlldRStbpY28csJZZ/KFrHctI8pnt5Y/tCJDHOigDK/V3wc8W+LNd8DWtx8Q59bsL7SBoj6r4oubW0tkvL2/lkK3VutlbM+lvaXMkGnpLHE6TQuJrpledlrS8aJ4K8P6rbz38Vn4jOpW9+YtYn0q21S+kWdJL6ztZbiPMsct6hmkK24lgIgmWRwinb0SwEXBTjVlC6v7ytZNq3b77/AJnDDifEwxLoV8vdScE4v6tPn5qkVDmdmlZXcXa73W9jiP2UPGIs9G+NFzr8VzL4V8N3VvqeltBCokvdFsvDN3q0i2rQRefHDLOkltbNcrJK0yOIzsYoODl/ax+I/iHVr/xLpgtfD+gaP4lsrKDwxc6ZZarpzyaXplxqD27zS2sT3eqTaAsV7PcNIVkm2OIolUqv0j4bs/A01nqEdhoxHh7VtK2619kElhDLpVzG9reEvPGHS5thJJbRtB5s0Ctkx/Z2Zq4W7/Zk8L6hY3Gl6P431nTLLUdZh1saPqmn2eqaba2EzmFrjTL3SZS9xq0ulCC0y0KPNDiKaSJOD3vDYydDC08PWShTpte5JJyfOrSdt1bR9m+up4MMfkdTMs1xWZYWpGriqlFU1XpSnGlCNBU60bRbSqOXLJSa6rXTT64aeTxn8IptcurGNpPEXhG38SQwvPBdXNtor62t5ph1UxLEi3cNm6xpLbJPETHJGxfy0NdP4GW6bT9KNrJBHaRNDblAR+6ggRWjQIMCJbkDeCWJclQwc42868Ol+F/hzB4dtNWm1G20fwHFon2y5ureadLaK7t4YXuXVVe2Fh5UdtawtsXZNPCyrJgjpPDTwWlhpltHEBCkkNxHazOsisrKHE54WWa3iCBU2mQgsqtjYBX12HTVBJ7296/83Kk/yWup+P5jKE8bXlS/gurU9mkrRVP2j5LK6tZaP02seqGHxDcrqUME99pzWV/PJZtc3lvq1lqGnxIqSwXUioFtrqF8yTQBVIiKAlgwI8f0DwFHoXj3xv4mgghkfxLDDdo8aulzDc2klxK090xYQxwyrK0KR2WxpXRJZYxIZA/vdhDDHbPBbwrBBfGW8WVU2RXqt5LzM6KMLdGOSJWJBlkMbN3OOTu3he71a3hQ3EmnfY4p4MHfEb0skauVZGX7PKheRsO4AG5QGBNf1qjk7+dr7/L+tjy7U71tPW6tpRM+5SEe3C74C1uTOw3Fi8THeYWVV3MXj4wCCtC7tPtUeopc7A5SW0aRflVmhEmZuAwLAxZXkb/mV8b1IKqMkt117enn/W5Ljrsuj7b2euju+m5+FnxP+H3h34m+EtQ8LeIIvN0zVbazuLW+iVBfaFrcECtpus6cXO2K8tZmUPhds9s81q52ytj5M0n4E6t4Y0V/Dh8T6V9viW6SGc2XiHUZ4J/N+020832HS0t4ipTzEeK6kSFZWjZnKMR+h2v6VG9yj25jWKeK3kltsFH3C3hPmIP4NzfMScKDuBByDXKt4eurl1mfTrTUo4gUaC8N1DBJGpyVdrS5tZn8v5gV3neDjAU4r8D4Z4pzPJYTwlKrz4KrKNT2FZKcKdTRSlT5rckp6udviej6H9ZZrk2XZjVp4yVNRxdOLp+2g2qlSOjUZpq0+W+knFvW17s8j0zR7W9n8fTtJPo8D6Z4V1zR7u/kOmxaxq5s9NsvFGn2sUtwzGK5v0vZIUnWNzGRIG3AGv0WT42eCfB/7GX7PWsat4fsVkNj4wfxW9lFGz38nhzxTP4dufs0q7ZPMvbG5S6EDM8JmWZFKu6bvmmGz0WxhiT/AIU78JDKchbzVvD2u61cBlCqZyL7xPPAzpkOBJbFRkttGdo8e+K/xZEFq/wK8R6f4W0bTdGgsfFfgvTfC+jxaHp1lo/xI/tfSfF0SaWs1xHI0PijQtK1SF7YqsM2pO5ADDb+l5JnEs5qvDexnzzSqTneDXJTkpSakpOXN765Wo6WufFZzl/9n0I4pzXsYT5Ervmc5q0VblUbXi7t6/fr/QX4W0PSNa0LSG0zUYIUuJbK81Gz1aaON9IbW47e/wBIt0lbywtnqGmz20kMl0802J3jjZVUqP4//wBrzwFf+AfjFqugaparZXFh4q+JGnRIk8NyDYf8JXc6zpTi5gDRPGdO1WCRDGyqPMI4U1/TB+zP4u1D4i/s/wBh4i1CW2ubnW/gzo+k3jmeWGOLxB4C1G20u5gaOzK3KT3enWEX2e8kIkhcuFYxCTH4S/t8eDfFOofGr4nXFnouoa5qPhTx/PqniCDR7OfV5tO0fxZ4R8M3sOo3Atld4dMjvLeSyheNHii2gE7Rur7XIIwwubV4z91vDOmnLRt06zcVru2pe91ej2aPlM+q/W8noz5uZQxVNx5bN/vKSbvp0d4rpdJXuz884IG2vsAUdGUFW3kgn5dwx8oGP4QTn0qbx3E08fw8uoyAs3hT+zWZsqWk0vxBewDJOQv7uWJeMjinwvAwcQSF0LjhW/eIVwhiK4DCRD8ro+0g5H3uuh4oiM3hXwNdLybXUvFumOwU4Ux3dlfRjDYYEfaT8uSDvJ5Ar9Dwz5pvRrSLu0+y66rtfrofnlfSFk03dddtV06N221vb7l0/Qblta/s+c+QY5xYXkwDS2sEbyCOZ28tNssccTNMXBw+1tp2nhdZ8F3dlpGp3gJnWx1W4s87ZWiv7WGV4Bc2qMQdiyLuI+8kckZbKlTXdeF9Vew8RrPC4ls77TVS9gdTIrifS5YVVEYfLc2s0hxMoOG+X+LdXW69MJ7SW3BSaS80q11545FfyzHI7WmoWkcTHCuARL8uWCwKQSoyeKrFOU007t6b9Pz08uutjrp1JJQd1ePLdeato+q1/rU8h+OCNq/7NHws1aRVEum+JLzTbnu2LuHUrWNADnhvsm4gDGcsxNfXX7emvalrf7Av/BL74k6BqV/pGsWX7OvgPw3FrGm3UlneWV74T8T/ABG8HztDPEwkjlDaZFDKMkGMbCjIxr5d+KFg8/7KmpRoCP8AhH/iPZPFhsyRo2qzwsCvRF8u+VW6hgwfo1e//HK4i8Vf8Eef2HdaVPNn8FeIfi14CujtBC/2D8b9YvI0cAHCra+LISNxypbjCupPcpSWFw8k2pRxlNaN3XNSnF37X0vfT3ulzzK1nXqw5mrYWcov++pKy+6787N2tt9F/wDBO79nvxF+2j+yb4s+JHjrxteXnjDwB8W/EXgW51DUPD+n6tpkuh2fhfR9f0W81mytILW4WZJr17aXV7Sfzk82OaeBiodvvL4T/tC/8FM/2KNO02b4aeP/ABJ8QvhDbrAbTwb41tbv40/CqSzClxZWmn6lMvjvwSwt45A8eganZR2kaOVgZISK+W/+CDfima3+Cvxz0K4uLltL0X4/eGdevNOgvZLeO+TUPAli0Md1GhMEts13ocKypPFJGyZMi4DA/tn4Y0ZtL1Sx1zTL+8Sfwr47n1XVNDgjl+yXdtq+pXmprY2Fm3Nne6ZaancqI7Zri0m85yCqNEqfH5xnGLwGb4iioRqYdVINUpRtOHNThJ+zmrSTk9Xvrdn2OU5RhMfk+Eq1ZTp1ZU2nVj78ZSVScWqsL/FePLeLi9LbWPZf2dP+DgL4B+OYdP8ADn7Vfw41z4E68XW3fxl4eN18WfgybjJU3FzcWlvD8RfAltuyzJe6TqtvYrkS6k4jL1+3Hw78f/Cz4y+F7fxx8GfiJ4R+Ifg66QNF4i8GeI9P8ceGomcBkjurrR5p9V0aYqf+PbVrX7RC5KypGVNfypfGv4F+HviTONa+JHgDSrHWtQtLmb/hLfhzpcOma3bCO8EVlHrcmhK1nquoPptxZ33lT2t1FPZyCRy7x3Cp8hzfshftB/ATx1rnjr9k/wCLvifw34l0C40+e01nwF4gu/h14n1jS9Rsr/VbSe4htJ18K+LYo7fT5otQ0XX7UublRD9kkUkL14DiLA4mUadVzwtSVrRrr3NlpGsk466tKSi+9jz8y4WxWHXtKCVem/hdB+0bvb3fYycJJp6Plctb2XQ/uUnW7t4POkg8y34xfWUsd5ZMBu6zRBnt+mdt1HA+TjaAOc8TrMgMYDAgfN97djuPmI6ZGcd85OK/k9+CX/Bdj9sP4HajZeFf2sfhDp3xtsUMQl8V6BZR/Bb40JYxkxyXv2WK1l+HnjmQbWYtHZaH9r2Mj3hLFl/c79m//gqD+xD+1pLb6N4H+LGmeEviRd+Wr/DP4owwfCD4midjlrextNbl/wCEP8YSbz5aSeHtSv5blgfLYbs19ApRlFTi1KEtpRalF7aqS0a1W3dXPl6mHrUvjhKLW6atKL7Sjuno9+z6an3e7OqnaCA2cFsblAB5HGeB05OQeORUBXzBuwSRkBedwxjIUAgYH3wMZP3cd6nms7qKRreCdbmRdriyvlj0nV9sgzGYIriQWF+hH3Hs79mfIKw84GbLPJHKbeeKazuBlWhnje3nGOoEcyrIQ56MAy8/K5HVSb0ava3yMRkkRZipiIHUEkttA9xgEkgZ446ZyRVN4GVQSAuCc5T5fm+YllBLAYJ78HsOK0xNIy4DbmUkZAQdVxtBHUrjGc9QTVOaUsrjJ+UZ2n3H3OD9QDnHtishp2dyg0IHXA3LwCPlPXIGcZGDls4xwQDjFRPDHyuVUBQAXwOd2NpPUq2SVXAIweOBQzOQT1IK7c5yAM5YA8BRjDDOB06YqnK/zH+HHTgnk8bTkHAC/pjHXgNW043fle3yHyW0eDtdXc8fKuV3E9hk9hjPYZ5rFnt2Q7nVhk85Ckggg/McAsRjK4GT/FjOatyXOxi27/ayfl9OAAOEGOCTkdT1rKuJZXZnX5h8vzZyASAc9eWGMnOQeoHWoqOyTtf3l6+i/roJy0urX7MmKZXCRn5UwADggMCSSoO0HrnoAOpqmMEFNoTgnkDIz945BY8HG3A4Jz2phmkZAp65IwDhmGcksew28Y68ehqvE0g3IzlzvbaSgj2oTkIACw+QHG48uckqua527yb06P8AJ3V387vtbRb53Tlsnfl3k7LRdevp1+8hkjOSTtxkEgY3AAYGODkjOWx94nHB4rCuYl35yQuTgcMucn5lIA75J6dcdgTtzMy8rnjg9CMnoCCRwRweuDzWbcNxt/i3McYzxjJJPUZ9FJOc8cGsrp6pbtaa72TaXfvpozZP0va+n5+hgXEaYYZII6cLtOT06kgHGCCOQcGqIwpIfcyK3zYwGJOd2cnBH8WAORyMYrcmQyJkxlV3Zy38Q4wFGDvbII4zyOxqjHYXMzlo4JZMsoYbGPI5+6qnPGRgnpwc1L0u9m72/T1fXbTX5u/Tr/mc1qG1iBu3J03dcnv0HOR95s/TisKZmJ6YYnaMZ3NxkHPHzfKMZ9OnU11eqWK2oM1/Pa2MeBhry6t7JI9ucb3upIhjAyQTkLk+58n174k/Cbw+GOt/E/wHp0i5LI/ifTJpt3zKf3NpNcSbgMYymcEgc4B5rSau3e1m/W6umtWnv6300Vi4Pl1tL3t9OmjTW13o99unl0LmOZTHcRrLC5BeKdA8UjD+9HJvRmHupGCec9PNvFHgLwjrUhEmlvY3K3EV6brRb660V7iaFPKH2r7FIlveI0JaGSO5hlWSElDjGa4nWf2rv2ddGkCD4hjW5C2xYvDug6zqjZwQf3n2GCFuBy4cgnAH3jjy3V/23vhOGmXQvDHxB10x4CONN0/SI5Cp+dSby6lkj2nG4GPaQcbc8Vi1Tqx5akI1Iuy5ZRi9dNGn16LVfqtlGdOcJUZSpSjZq02tdLu66ra1rNX2PRtT+EKXml6lp1lrbtpc8UhOiatbJc6W0yiQxyTLGoMkkTTEq3lBn4SR2jyD84a/+znoU0T3+oeBbBrhlltruTQrq6a3e1khUebc6ZCI0upba4T7fYgxg291jKyABTneIf8AgoBp+lW0zR/DzRtDQB9t1408f6dpscaKCPNmiW3t15B3YE/A6EFePknxv/wVu8FeHhIL34tfs1+FGQN5i2/iGDxRqEbKSMpDZajfu7jHA+zM4YZIBNcFfJsHiYythY6x6KDa2a0cZPzf531XrYLNc5wc1Ojia0FdOTjOcU1b7Vrc2nRq1r79fXbz9muSZbZ7TVZzcJqNxd2NhrulWv8ApSW8pXzmkQeTDK8UgF1dyqLsQ42PDC7Qj5s8WeBvFnwwGk6jqPhopqUPiv7fba3pJm1S2126W1t49Lvr6eyjkt7Fzp2nxWMaX026RI7Z4iMslePXP/BXrwH8RfEfh7wB4b+PU3ifxH4813S/Beg2Pg34e3lpZXOr+Ir6HSbSKfXbvQreGxtGnuU+0XrXRaG3DOwYjaftCx+MXxLtrG1g8b2tprl54Zs57DxP4ai0vSrf+0iJZkbU7rXoFW01Ce104aW+n29nZwyLsY3swaedW+HzPJ6WBlTlVvhozl+6lyyi04tc0kmk3GOkXbq03Zs/S+H+Js8x9OvBujjadJKFanVvCbU4O0Yyp2V7aptN36ndfHTwpb+K/hf4K8Z6VBr8HiFLjw6LK1vZ5I7S20V/JttXt77T2dxZXFub83xu0jgW30+5klmRVkLV81+F4dS0XVtXtdYs/sbRzafLZWkDy3loReJev9qu3jUIsc8FsVSOOZbhZAJLmJImU19keNfiJ8PI/DtzdXGqXt74X1m4i0TSW0lLyaw1e+cJYT2YgvbIR6NLpd5MR/abz28EjRFJJtqGM+eL4V8A6l/ZOn6T432ahrD3lppFnq+oWBv5rmxsbaz1CC4mjFtape2T3It3t5ry9Ed2WczBZYEfDF0KdfEqtSnS5lCCcXOKUnyxipK8evXVdrnRleNrYLLp4TFUK8aSq1nTfspSUIOanKF1eXLTb92PK1brHU+cPE+tyjT9Jk0XUb2+1fSNBu4rrSYILya9Nx/a86NBolvBbMJ7OOO4AksWkMjhbyZFkhcou/8ABHXNS8Q+JvAMcPibxRo2m6hr8d3cR+GYtN0rTtYmmtU0bS7PxRCdPmn1GzsIfPbSYP3bNd3pW5YxafZKnpPiL4HaxrGrpqGhtqFvZWulyk/ZI7N9Wh8VW88Yt4rV1aK1vdN1W0Cz3Ui3NteW3mCeznM8yrXEeBPh/wDEnwd8dFtpVuG+EPhzwvA2ieLLHS59HGo+Jbq1s7i8tNfiea91PTtT03VW1a3spdNijto4vs10b6YuoEUKGIhXpN02l7SPM004xUXF8z1T9eh118zyvEZZiqca1N1I0KkoRmnGcpOFoxScIpzUlzW5b2W7PdPjB8VLTwFH4ai1LS57zT/EujeIri6k07Vb211jTri3vxYomlvHG4dWhxcXBuxdrbOEuYURthHOXGv/AAd1mVfFK3dpFfeI9VbWZPN02OHUtLmsy2gQ6hf3cEuoTi4MV3Lb2NzHZafNc6b50l3Fst4o28B/bC+Ivh7TfFWl38uq2Np4f8MWln4L8yaKa2b/AITfxVq322C2szFte+eCNxcXs91DBp8BjuWuLiWJQY/N430+K0g/1F2b14NStJrOZ2hka+QyNdwPZukdxBF58qwxu9xblT+7VQI5hrXx9ZVq0PZwnThJKnzxutlfXVNq6XldbHPlfDWHq5VgsQquJoYitFuvKjV5OdSd4pq1lZNK66aO9z6N+NHwt1z4j+GvDrwHQIbeG2ubbw344nkju3Z9bMnlWqalpLSSapoiala295DpepaZaWtzdXMkVtf211b3BXyH/hnq6dbDT9K8cxW8EV9AbS0uLWO+kk1KzWG1vTqGqaVeWht/KmsLu4ubVtLmlWZLO3uEEsbboNB8Z+JdKvND8K+D7mW9tdN/tPxBpGmPawaikEcWnTHUpHyJJJY7ZNQ1CWG0zdGCKSeQqWLmtKH4xfEDU9Y8P+H7H7Fby3M11ZzWtxoi7l1HWLzTbuJJLkiC7S2jgkvL3SruO4ihWyh825spiysc3LA4hJ1KFR1KnKm4tpOWidvfV1+ltC1g+JMupyw2Ax+G+qUPaVYxrxXPGLvN3ThJJu2tna6b0ujxXx/8NfG3g7TbN9V0261S4Gt6tZanqWiWtxfIqW94txp2oyS2MP2w2OsW135MM0ttEbWaGeF44Y0Dny20sWXXdGlure50yPTmv1uXuri5iFxa3q5TULsywxmK3tkMSfud4c5dmJIYfpR8SPi5YeAfF9t4Sfw5qWsBdPt9cfWjNGNKvRdNOg0eyO1fK1mWK2eSFbpXthGXw6Ou48l4c+Jvg34gTXKX/gCOWdFu7sXerf2Zb6UuladOLS9s77UtUEdvFfpM8cFmjXxgnuZLezii89ozXLWy7CwrOMMR7OUZ6QnFyjprbmTvf9UdWA4hzapg6dWvlbrwnT5416FSEXKDStL2Uno73bSa7a7nNapoN7P8A/EGn393Na3sOm2Wp6dPo+qMsl3a+HvE+m6hpry3UG2eJLlZF+16edkkiQq9vPKH3V802fxF8Ua1qM+dT042fiOwtJ9DePSraFX0e3+1vaahYWt1BJ/Z1nqMVzLbzW11CmpLbyGEtDKu8fXMfiX4TXHhR/DemoLfQ/E1trdvqEOjSzXSy2GqQSm81GWQfbJJLn7RMjwTWkkUv2wfu2U2+weLRfBDwte3lpceFPH2lWNrqsWnu+kaypRLa1UvC0DX+5TPPAqkRgQRLI7vHKsahQTH0a0/ZLDVIzShCNSMasYyk0+kW10euqtpp0MsixuDoLGPNMPUpuriqtehUr4dzpxVR0rxcqalKL54Rld3jLlXmZHhrxN4gtLXZK9vaiws7qxF2I2isdJusMlstsjSwW7iVcmS4mLzXYk2TWu6RVXVt/iR40t7XQtK8K6jpmm/vrYi1sEWaA2OkCZo9KRbk4+z6l5zX+oQsGM0scP2d44oBM2zf/BrxpJpM9rqj6bDp15JOsFvLc2r5l027WfTpbZLeaeC6g1Ei2u7WVmjOm20wa4JY/L4344tfFOkXt/eazZf2Rah7F7e8sbKWPRvPQCBbmDU9zyXjagktuwWK6t4la4S3tok5iHJUjmODp804YinHaOjtok/ii2mrW1/O57eGeR5jWkqUsurzerjGMW+e2t4yitX23vdO26+3bXU77VvhWt9e6rpVxf6ykB1FbCzuksbd7W6MUliZbs+ZNd3ZbF2iRpDA8gEROwvXsHhqVZtKt7lZYbm5tUtoHvJQkVw7XHlRxxvEMrDGERJJQn7yUgeUOXB+OPgzrja34G8aaBPaMPsr6TqEN+scrPMX1VRdwT7WazhmhijBVMLK8T4aRGD7/sf4brp7+H7GaWFI3e6lklDsyIr+a8Sy5mYMsakJ91m8tt2wAMSfu8sxDxGBpVXo3SjdfyuMVG2y8vyPwjizAf2dnGNwloxisQ501G3KoVLSSiloox5nZX08j2wX9tZW0t3d6hcxm28+5i82V5WnW6srZw0h2OFginj8q1ZdmTK0WXyMcTZapLeeMddVpo0tpRY+VC0i+bdTX5S7a4nyom32TRPAzD5cynH3go1dUlXV7DxF4fRJbS2l0vQ5v7UMbrGVWWK5lgt33xyG7H2cQswHkRkxuG3F1Xn5bW1ttYm8RzTyRu9zpWm3EQt2JFywaO3l+0pG7WsdwsIS8lKfZjL5TuxEhI7NbbaX36a2R85G0bq927fLVW/rz+ZDq0xa41QpmKObfJHGsaAK0ZlXauSytL8gYLuG5Sfeik1KGJdN1e786RWitbiaMyho24Wdg79EDAEjzuYjgOo28gos/1/T+vv2Kv/AFr5H4q+LPj38ILbUhFp+peKb944YEb7F4R1BID+4jVoVbVDpuGQ5ZGIMZAU8tkVy91+0b4Mjif+y/DHiK/lxhJNT1HRNHG9SQD5EV1qNzsfo2EDrzwSwWv1x0/9mX9n7SAqQfDHwnbOLW3X7Td6d/acsrtbxN+/fVp7slieN0bLsBDY5Jrtrb4U+BNGhEuheBvBloqRIyz2PhvS1eFdu7a8ptWmh8tgxckqF+8WYYJ+MwnAGTUlFSeJrW3brKHSO6jTjf7/ACvufuFbjLHPmap0YLVL3b8t7Lq27p2trZ2trds/C3/hd3xH1u9nj8M/Di0uV8pHVVtPE3iW5jmZlZXP2DTbC1aJkHl7TsUk7snAB4/xR8HPjD8ZvG2iePNX+GHiqw1fw/oknhexfR/B2oadbw6bc3zai8udXvxLPcrPlYmdlSOMsiqAQw/oZs7PVrfe2jwW9upRYjPFaQ26Fc5EZWJY1MYYN1z2ZNowDVvPD3iWeVp5tYhiaRdy/ZvtDuZUjbBKsX8xmICFBIoXOQMZWvrMsybL8qmquDw3s6nJKk5uTbdOaSnFrnatJLXT9D5zMc9xuYU/ZVq3PTcozcErRvF80Wlbu39r5Hw7+zv8J/it4T0Tw5Z+Cx4u0c6V/a58RQePJ7DSIdQ0jxCp/tnTLaWyebdBPK0rwCW2kktRLLggSZbxb4rS6d8Mf2o/HHif4jak/gTwtr+k+EfBlr4m8RW0ljoOoeINF8Jpd3BtNRkSOK/06wg0+4tZtbQLBFeDyZmDSgn9OU+HviVpEnm1eRhsNzFsglkY/d8xrmVZFjhZMEGNgu7OHZkxXoWs/Dn4dfE3wrdeDPiz4b8P+OtCv7SOzvrTW9K0++m+zg5KWdz5Zu9OkRiSsunzQy5dzvIkYH1pUadWbcotRacHKFlOz5W2nJdLXSd9PPfwHWrxhyXvBSUlCTtHmjbl22R+THiT9kP4EfHTwwddex0+S81GOS60/wCI/wAOdQtI5b03Die3vJrnS/tGia0rPKUK31vNK0WA0qMm4fmB+1D+zTffs7WPhLS5fEkXijSPEHiHVtU0vUPsD6dcQRvYQ2N5ZajD51xbPeLPawulxZtHbSxtnyYpPlH7yeJP+Cbvhjwp4kvfG/7I/wAXte+AHim4iEt/4MS0Gq/B/WZYbeK2trO88DLJDpenRSCG3a5v9Gg07UpZWkmmubiR2B/Lf9vjRP2obfwT4N0P9pfwF8PdJ1Tw54qu7fwp8Svhjrl5deFPiNbXULC+SfwtqdsmqeFdX0uGKzvZ4pLu8srxb3Nq6SRSqO/IlmVDNKVD639Zy6q2qkaslGrTVmoKMJ8/M+a1/Zzdr35bXtw5kqLwcqrounXXvR5YuUZPS/NKOiVrtOTS831/NLTf3f2Fyk0EjwCa2SeKSN7m3lk2rPAJ1jM8DkEefCGhLIyBwFxXp8ElrNPCJp4pymg6jaFN2LhFEMjwMpb52dJm28MdoXBG0gn9eP2PPCvwo+OP7Kfw48F+M9E8J+OtY8FJ4o8M6xps8llN4s8LxLrt/eafPG8EsWvaTDPYXNrc2dykkERiZZFaRV+al4i/4J7aPaWPiNvg14idr7WoLuG88O+O4YbwWkUVrcx2UejeLUgGo2McVzOhmiure5a4ysc0s+1K6a+e4Gnj8Tg8Rz4edGtOkpOLlTqcjUYzUrXSla7ura79sKWFrSw1GtR5ainTi2tmpNK+rtd3esfnrdH5EeNNNeb9mD4w7m81objTNcXkEKyXOksN237sh8o72ABxu2jHXf067j8R/wDBGK1tkZhP4C/aj+L1k6AgiAasfhJ4ot8KTgRSpc3MhKLyQ7N6nu/H/wAP/ip4P+FPxt8C/FXwhdeF9WXwRdDTbspayaX4hh0O0uA97pupWDPaahdW8kFvBdygpcANbm5t42+95J+z3dDXv+CVv7XGhEh5fDHx80XXreIg7oU8TfCNHeVBnI8ybwccNgMGjxnANfQUnTqYN1IPmhDE4WpeLi01KcY6WbTXvWt062sePVU44lKomnKFdWacWv3baun35brTr5n3T/wQRsX1/Tf2tvDEV6NOks9a+D/iY3aqGY201p4p0m9tBGcttuUigaOWOOXypUXd8pcV+/mi2N4vjDVrnXL149N1bXLLTheCW4tANQuRDcWlpeIjJ9jiDRHSp0vI026hNbw20isYiP5hP+CHmuSW3xf/AGjfDolu47XXPhh4Pu7nyR5gUWmvavZpcmPKeVLA2oIYJ0ZZYpW81SArg/0yL8QLq11fTNT8Q2FhrFhqYs4NX1GUPDq8r2dvaIt1deXJHFfwKWikzNA8u4q/mk4avzvjCqqOeVv78KMlppb2FNK6t5v79e5+pcJ4etX4foVaXs6sYvEUpQbUZRcMROV7yWvTsznPAPiM6J4pn8M30sqrpl1rWkLdQzz/AGuz126u5W8PfaZhK0U1sbiG8s2umlaaK2uXheILbxxt0PifXtZl8S6pb6TOtotlroi0sz29rc2lzp+n299o0kFw67bq8FtZvfKI/MeSSZ5ZDhpFNaN98L7O08QeENe8P6ks934kvr7xb/Y0kqWU902n3ZudQ0/fEs8LF8QJYRSpEzTXjYcszAcvc6Xqmuar4k1Cy8yN7W/v9Wh0We3WOezuZJl8y3s7onbKIpINk9ypW3klYyMhGd3y8ViI0vZvWcZNLl5WuRr3fWysu76o+jqVMsqYiFaE1TUqMeaM4yhGFdcvM46Wu2pNtP5rQ+Zf20vD1un7Knx28S6GSNT8LeF9N8S2Wp20dtrFvpWqQ61o7RvbvdJPc6JJJbvcO1hsS0Pm3Mc7S7pFb8Sf+CfPgDXf+ChXw++PMHijxH4H0H4m/BRfBV/oWm3Omw21r8QNE19NUj1W4mtYrt9Q0rU9Cn0+3m/tLQrSe1VbnMtnG6h0/oX+L+g6hqX7On7V/hkaQs994q/Z48X2en2en3dveDUvEFnYrfW+n6fawM0+o3080ImtEto5LxZSIkQu3P4Qf8EQvDPxL+DvjP8AaW034hfC/VPCbeJtJ+F2seFrvx/4X1HSpb248J+K/EC61H4bvby2TN5/YmrLvi8xDseKcQzNEVr7jIKs8PkuZ1uaXtKHs6tCM7yUXLkjJRp82qtvZWSu7XPjM8pQxueZXhXy1KdZVKdSpFxjG0Y1Kkeaas0+ZKKk3rdR12PtfwH+1T/wUy/YHjt9K0z4g+I/FHwusJEt7bwR8Y4Ln4y/COa3iL7LPRPE880fjLwXFLDBIIPseu6ZHEke9bGRENfr5+zx/wAHBPwV8URaf4X/AGn/AIceJPgBqNwkcf8AwmOlJe/F/wCBcs0u3Nw15aW6eO/BNtJlpBNcaXqEFqhG/VGVS1ecXupeH7vxLcz6XpuoW8+mWU95DalILi1a1YOLC3ubG6SewupIIrm4+2xypFbXCMyxxud9fhF8btM8J6J4v8R2+kC00+5TXbvyNNt4Ght7y1fU4mup47cAW8Mlv9rltngg220bRpHEAuVHXl/ELxE3Qq0Iqort1KcvcaW/utXUr9nb7zgzThalhY+1pVJckndQqxXtIp7WqQUYTVtrx87taH96vw5+Kvwk+MvhmDxr8JPiB4V8ZeFrpEePxJ4E8RWfxA8IBpPmUXtxpFxLrmgMerW2p21zPExKSQrghe1ddUSATs0Go2e1t2o6RLFqVjEFIGZvsgF1Z4yNy31rbsMc4Gc/5yugeI/EH7P1/c/Fz4b/ABR8Sfs/67YX1jb3HjvwL4ovvCET3mp3jWmnrrdvBIdE1yyuboC2nt9esbyyZ3VbhAjZr9fP2f8A/guz+058N5NNtP2hvAHhL9ofw60dvFB8TPhRfWXwt+LL2W8Br68trVrj4feL5PLBkd7eDw3Jdvw0rbiw+hVSFSEZQV7t3V+VpWWtrO++2j/T4yvhatCfJLW6uu7v5ed1a9j+uVLpJFDLJFIXyCYyzDqM7DuxwMgjJ6ZGelRMsjMCqMVXG3q7OcEDAAOCCMEcnnHPGPwg+OP/AAW1+AGvfBTw/wCN/gh8dfD/AMNvGbeMV0zxzY/GHwb/AMIp4/0LSH0G9ngsrrTb60u/D2vmfVlijj1nSLrV1PlqBcIsjCvyq8e/8Fy9JuI5Vv8A9srx9rhKHzLH4ZeEdVhXggeXFcaZoGk26kkth/tadOHxgtlKpLncadKrUas/dg5Wvb+Vba3v+diY0p2tJxjF6tt7arR2d1+C8z+zaTTrvy/NdDFDtBaS4URIM5PzyTBUVcZDEkDGMYrzjXfHfw/8Oq8mv/EDwHoscW4kaj4u0K3KFQd6hPtrSkjnKhC4ORgV/CJ40/4LJfD/AFZ5gtj+0t8T5fm2z+J/FNt4ftLk9cvDqPiLVZghySP9CVtuMpzivmPxB/wVp1ks3/CKfs8eFbLDM63XjDx3qms3DFiQHNtoej2Cq+CA5F4S3I46i40MbVS5cLNrqpw5Unpu5Nd+y3XySp0ldzrRsukWr9Nk03tfv0P78te/a7/Zd8OFhqXxq8IXLoHYwaE2p6/KoTGQBpOnXUZcEjCvIMrn5ivNeLa5/wAFH/2adNuGg0mH4keLcRgrPpPhFLK2mYHIjEms6jYyrkEMW+zqpA4Pav4BvEP/AAVR/aa1KSS00hvhB4MV1ZUh0fwVJq96VcbUBn8S6zqW6SMk7WW3QHuvUVR8N/FT/gpr+0HefYvh9e/tIeOBcfctfhL8MdVsbMLJ8q4v/CfhFYY4zwFM2pqQOQ/G6rjleNna6o01LT3qnK18LWihL5XFOWBilarJybu0k3a/K2ntZ9PXoj+7HXP+CmfhxVnfwz8D/FFykYYi48TeJ9N0a3AzuDvHY2d60e7OSDcFVVhliVNfMvjr/grpd6As7XMn7PHw9iWQqH8T+PIdQvIAjNuZ4bnWtPBMZO1lEBYk4UZIFfy1eFf+CRH/AAWE+Ozfadd+DHxos7O+G9r342/Fiz8IWDRnq1xp/irxiL9OpLRrpDMO0fIU/WPgD/g18/a/8QSW958Sfi9+zV8MFlEbzxWl/wCLPiXrVqr/ADPubSPDml2BnAyu0ao8TOP9ayZarWVU17lXG0IJO75LuSdlom2m9Xo0lfexSr0IpuNOs3ayso911vLfro+9j9FvHf8AwXN8MWPnpe/ta/C3Sinmf6J8N/CLa7eBtw+SN7DQ9bDNjgD7UMkDLdTXxj8QP+C5vgC6il/4u3+0r8QWZyRH4f0S48L6dMpPKRNfahoUapknO63VWB45UAfTfgL/AINevgxpptT8W/2tvib4skj2G5074cfDzwt4Ms5CAN0UeqeJL7xderGx5WVbGKTBB2KwOPur4ef8EBf+CYPgEQS6n8KfiF8U76Eq7XPxL+LPim7s5HGCQ+i+FW8Kaa0ROdwMRUjselTPDZWuTmxFSs1/z6hvqm03P5Xu9u5hGvWU0/YQs7JynU1UWo2bUEm2raJaN77n82/jP/gsno19K02i/Bbxn4gkITZefEb4oRW6PkHBktLK31qZWOFyou15OMkkE+d6d/wUO/bD+Kd01j8E/wBmzQ7q7vm2Ww8K/D74lfFC8HICLG9gkVgzk52OYU3E84IzX9uHw7/YY/Yk+EPkt8M/2R/2fvC89s4e3v1+G2ha/qiyLx5o1fxXBrmqGRWAO8XW7dggrX1FYXX9kWgsNEhtNEskAQWmiW1notsq5K7FttLgs4FTAxjywORyeczOplkOWSwtaq09I1azjC+nSK066KyS0XRPWOKxUdIuhGz1vTcn0dry8rXfXrfVP+GHw58Hv+C9HxsjW88O/Cb4ieArCcg/a9Y8E/Df4Q20cD/LuWTx3KmurGofc0kdrJKARtYmvYtF/wCCLP8AwVW+J0kLfGn9q3wx4As7hP8ASLS6+NHjTxXfRicgyRtovw60ax0wyBWKGP8AtSKIcqsnHH9ks8j3EzzSMHlbIdyDJI+CM7mJJPOME56d+/OapEjOHETZJ/ecBeMeoIBwRuA4yCehrL67h1b2WBw1G32uTnvte/Mmv06sj22JlfnxE227+6oxVtFtbey3u/0P5VJ/+DaK51HwxeXOp/tqHXPiGyCSw/tP4Wavqvg0zKD5kd/far46vfE5TaVCXlvCrxkbns5MbK/Oz4w/8EIP2/8A4SR3t74Q8GfD346aPZ72hu/hF4tsf7elRc/e8I+LLXw3qwkZfmaG0N85ONu5ttf3WwJ8hG3CtuJ+YZIxkFSODnJG0cZHJzzWJcK0Jc7zy2/ng4BwfXkAnkcjaDxnNDzCb+xTastIxUEkmuiik+unV6PuEOdXftJ6LXmnJp3ae3M0vKy8k9r/AOadYeDfjD+zX8XPhrqnxS+F3j/4Z+JPBPxC8Ma/b2Hj3wlr/heOa50fxHaXsaQ3mr2FtZ3X7yNVElvNOHXlCw5r+hnTP24/EevWKNNo+lm7aa9Ilk03+14rc3sdlC88cU8kF2JpLZLyznkfUG8qO48yCL95JG/9QGt22meItMfRPE2m6V4o0WXIk0fxNpmn+I9KkVl2kNp+sW97asu3KjEQK4ycGvkHx/8AsFfsifEY3FxffBzS/CWrXILPrXw11DUfAt2JCMI72GlzNoEjdCQ+jbH6NkfLXgZ1gqebqlzwjzUlJQUneKc2nJJJLS629fI+jyLP6mT+15ZS/fcrlaOl4pJO2997dr+Z+Wvgb9pX4f8AizTptM8+XQ9efV47ufQL68mOh6iILmK5toZzfSr5Zjbzv3MyQrIhDTtMVjMfSltBvNQfWIL/AMPagbiK5FvNaTiDWLCO4zb21u8dvdCKENczie5a3t5Jr1re1cTBcrXonjr/AIJGaS8s1z8KfjZqWmTKyvHpfxK8N2+sW8iwOZIIm8Q+F206+HlPgo8+i3ABGWOcg/Mfiz9jL9s74e3U1+PAdn8StNhjCfbfhn4gsNZnkSBw8Vwnhy6j0vX43iVTL+60yXbJkkSNlq+IxfC+Koc0qEJTSV0ko1OW9nFp7r4b2vdOz6n6DguN8BiUvrChCe0270+bZXkm/eb/AM7rofYPxR8fa34bl+Dd74Z1jUrS5ufhxFcaqz3kgh238N7Y3Wo3cdvAY5J7ifTY1MstvAYmfCCOVV22Z/iN8Rvh5cWWrv4gtNetfEmg6ZqqabcNpev2kms3q3EMto0GofZdRuIWlNjNf3kU0VxZx3XlxxFYY3Px14K8WeOvHXijRvA3izSrjwjrfhHwePDllpXjvRr/AMKavepZX93qEwSLVooIdRYPqU8gSILLtQiFyDtHcDwrrPh65GjX+gXtvawaheXH9sRKZ9OnubhGuEaO3HmrHaqAIy3y5klhTCtEwHh4pZhRrVJ+yr07yjy35rRcYRhy8q0d7Sbut3q+h9Ll8MixuEo0/bYKtUUZ+1p1IUnUrRlVc4WnLla5E0mk72v52+oLj44eDNdmtpPiv8MLKSS0vLHWNEmttAt9disdZs2uIb2eKLVLeeWEwWRSLT7lmeWdp7iznEUKiSSjpsP7OOqIbnS49NTT7TT9UvLjSnFzp9r4ft7x764ubZbcSQi51GznsLp7SOK4eHTUuY7SOKOO4iir5n1bWLqcafpltezi78QpLp3hXTGkmuHu9SsrmC6W5iXTEnv109BJbrdtJCILdnbz2HEg3PA2lajpnxG0fxNfRobWS4stMv7a2tJbiwhm1nULOyj1D7FIY7O8eyneKaRbow294oBlCyuzMUMwxEqsIVqdOcZtRlKULSSbUeZXum9lstFYrFZHhKVGdTDYnFYSVOEqlKlQxVR0pNWaXLJ2jd9m1pppt6hN8LNNs/FiXWieK7qbR9OtbHVLW3l0zUwY4PEkMc3h6F/ENnOqJo93YXJjkuYWkwzI9+3ltKhn8MeB9QtPFtj4lu9e8IpNbeI9dvNc0TQtWvJ9O08DTmFtaaVfTWAsdUvJdSZ7rVbGIJc27XKxWMVtbpLv4X4zu+nfE6VI7i10fTZtOthaW2jvLapbDzrm22zzgw29xdTT2aReRDGbKwtjBZWrSJGJW4zw7a391PYXfhjXLTSdQmkidLdNRjghWGEzvcXcdhLIi/aoHcrqc8qyQyTTu7TriRRrVxWHo4l03h25Uqskmp7tyi+azSSvpon01tZHNRwuZ4rL4V55kpfWsJGCjOhdqnJOEoSqQs3zLVyte+rk3c9T/akh1Yan8NtcsjO1ibrWra804zxTQ3l3JawSw3UlihMlodKto7m6sboTShftVz5VtiSQJ806cLjUL1dNtA0l6tvCJok1Ke21PXraC2mkWxSOL7PDepYWaebb6UySs0w+0Sfab0q1fXHgjx7q/ii8t/D2uaFpPitb6zuLrw/qc8PkQa7aWN0IPEV+k0KMgTTdLuE1G1ntCft0E0iCYxBd+PPefB7W9Sn03VvCFz4ZvvBXiW4srC20+6nhvtTv7K/uWZLe400W2pyR3EMBvmunmW3UslrbXDujoIxOGp4maxMK0Y+2d+SV1JSVubo7X3v+DaIy3H1ssoLL8RgK1Z4aPu18NKE4uEneDcXaVou97JNabM8S064W7W4uftT/AGu1vdNs7KK3062tYLiymim3TRhEMVvcaX9kS6uHljjXUvPjlWVrkzBuV8VSFEhs5Bbi6tdGmN5PfMt1JdLsvzLcxQmMRxrPHeNvtokDRTbJGlYBAPr29+EdrFFJdeHr2S6tdSthLHG9xBNPd2cYiisY0nSNFWK3t3DQ3EsRvJgwiuZXkBY+B/EL4UeNIo4bqy0K91eGMvH59ik1xcMxPmTKIVgSZ7dLfIE21VJGUVmMbVzVsBWpW9znV07q8nsmmnby7dVqd2W5vgK9ZzdaEE2ly1W04u6TTTejfne99j6m+DOrW8/wH0e+1rWY7e58NLrEWo38czm+s9Fit7O5tEzOF82a1tZ47G0ms5Wj8tktFVmBC/Ofhz4ta8brU5dU8KaMPDlpb6U+jpZxzmV7kXU14+r6lpb6hd2d41s7QxtLLDHqUM9rcMJvJVEP0P8ABOw16z/Z91Pwze6PqWm6ikniS38Iy31h9li03S5lF9bC8s7qOe81BbWQtEdQRYvsoRZRCskQNfKWzU9ZBuNQ1LSbjxhZaf8AZ9dmsorD7M+sqwhMMTWQDPJbCdppLi6VHupY2Dv+8Cp343EV6VDAKnOUZOl78XFcjsoRtNyd7WSfLZa3vbY+fy3A4Spjs9dSgpwjjL0pQqcvIp805zpOFlCMnbVO/ktT640u4s9U+GfiLxH4fhsbO21TXrfTJRpMdhDOwjnW7mnl0qCGCVG1COdZ7mcLNGlxjLHLSV6n4JkRtIttLUxqRPDpxdrVyn7uIN9pe4Dl42uWHmzznCtOSrNjaa8S+GOmab4f+Gni3R7W7NzbaRqcMEZa08hogdD0lbRmuXnklnZ4pIGuZnSNHu55ChbZx7D4EW6RZ7AsHlcJeW9wJVkZYnjDGPuxdZt6DcQTGdq5zivqcAufCUZSS99KTirJJ6dFqmfmPEMfZ5piqcZSlClV9lCU3KU3HlptXlJ80nZ6819LrRo7bULu5sLG9ijW9tWmht0SZvLffKjomfLJZzE0UUSSghd4IBIfex5m61TV7i7t9QMJSc3EXmJaorRySQG1jQLCrA4Kqs4UnZFIzn7r7K7LxaZm07zIFUSrOFkgVlgDK6zL/opZdkrwzP8AvIX271TIwwTdzNg8st5EHjYTWq2S3TJtjuJAYVTeiOVcqCUZ1U79i52uxTd0SVnpex40X10f9dt90/8AhzoJVH2Ge0l0yN5ZbW7a8UALEsk6yTMVjLCOKRVKyCAD7OAJI40GDuKxL7U5LeK9mcNcPtWKIFtiyTMZnMkm9gJgqhtgCjjchOQMlDe1uwrvtvv06LbRdPxTOwj8PymcFYPtBso7KC4t4830qKLSCTa4WR2cMoIDFEXbvGeFrZhsmscPK0NlnDIk52oiseQVXDszfKwEg4AAI5xUNxftpVzFLp8SQSxw2qEmeT93G1pCSFlQu8zSjocseA2QuaqPrcd6JY9cjthNNhpL+wDCcQeYpMuowHETpkbXlDRybjjB3AV3uCha2/f0Ptqk5Sdm9vVXe935/JWOvgu/CrslrqcdtbtKn+j6vpT+atpPgBP7QsZVNvKoIy6h0lTBw+TtNbUdL1+3gnure50zVtLiBkOr6AwjjigYsYhe2yB7qykyuGaaERq2drFSDXD3oS1tRqMN5a3+mPLKiT2EF3PFAzuSFvIxCjws7fdknRYi3yh9oxWK+qf2NLDqkOoRaOAdq6i98mmOZvLLojCVVju4+SXjeQ4UbNhGcl292/6sEacprmUuuzv5evS2xsjW7y1VzDOZvMLEzPc+f8rKq4LFVQAcgKEcEgs+eQOcvPElxBDdMIpEuhhluNIb7NNPGzhZDdsyfZX2DHzokIdVIJ6Vk+IPjt8E9JF4/iTxl4Dh1Y285kuNK1S0NzPMiGQm70+1hntxM7bVP2SEXLEgJGcMp8eg+PXhfXLe1vfB/hP4m/EW1vg0om8GfDfxVd29lFE/L6pd6nb6XDYYMZEiSMixttZlZJAwcLylyx5m+qipPt2T/EThOG9rXSu5Rit095Nf18z3KxvdeV3MV7Hd2rBHeWC5uDNKB82x7Mhpon52ybiUOCY2wUr4b/4KlTQa5+yx4XvTPFLdeHvirpUsrI7SFF1fTL+ybaWLEEmGNZMlWAYZAKtj3zTPHfjXVC99oXwzvPDkaLK8F74u8UaZZ3N3eK0LR2jaZ4duNSurYywORPcXcpNqY/L8h33Y83/aQ8S6b4d+HNh8Tfi18PdD+Knw78B+NPBHjr4ifA65nWy0nxdpfh/UJ11Tw3pniWKGyukTW9PvZY5NQ1RGjN3DZ5hCedntwknDF4abjP3asX0u9k7aq92199jmxSUsPWgnCUnSnZ3T1ST1e3ezu9E3ofD/AOw9+x9+z5+0H+z5P411nWvFXwo+P/hb4m+KPD+kfGf4ceJdQ8LeL7TSlstK1bQ7S7ubK5S01K2tlv57ZbXVbHUbNoP3M9syDK/Ttnpf/BRD4C6xb6Tqfw9tf29PhOYLy0tfEXw+0ibwb+0BpNrMzS2d9qOm6fYz+CPGd1YSQxMZ4Rol3qFy7KjxyOtf0Qf8E1P2kv8AglP+0Z4J0aD9jfwd8JfhJ4i1WD+2r/4RSeGfDPhr4h2WpGGOHUM2E/8AacXii5sxCltdXvh7VtSuHghSe5srOJkFfrkumazYQrHpPiG6tIF+SKC3tLMW8eCR5QS3httuP4lG1lHTDYJ9rG5ZSx+IqVKzjVpSl/CnRUa1KNl8FXn5oSXVRbjte+p83QzGpg6FOjTpuE4RtKak/Zzle/NyfBJPbWz0W3X+HH9rP4IfHr4u/sueKvjrefAD43fDzw/4R8N+K9S8eH4vfDjUfh9ruiQeIrOHRr17+DWZIkvooLg2FybrSft9vMJAd6gFx+C37Duh6rr/AOxP/wAFHLC3aF9O8N6N8BfEl4rSbJ0m1e2+LHhCB4oGGJFaciGaUYMRaPJIkAr/AEv/ANvzw9rvjT9hj9r3w1qdxaanHffs+/EVyPs08c+dN0htVXjzXUkGyzhWDbwH61/mv/8ABMoXV/8AC3/gpj8OC6n+1v2Y/B+vzw7jk/8ACD/HnQbcTQxsR5ggj8UTofuvCJdxypYHqy/CU8vweMwlJzdKKhXpKq05pqtGfKpJLmS5dXa/fXfnxGMniqtCrNRVTmcGoLTl5XfRt2um+v3J2PqT/g24+CP/AA0R+218Y/h4vjB/BkE37L+oeJrq9j0gatdXsehfEHwcklrp+bywjtriKPU5D9pleZTBI6iJic1/abff8EwvA+lvLenx1448STpaz2cVtfnSdOsre2uJo5Jkt0tLe5nDSJGsDM0wY267MqQDX8c//Bqhr76F/wAFVINFJZoPFH7LHxv0RhGH3Stpc3gvxDHuztPmFNImIAySx4wc1/pCGbT33BnkB5UrJBIgGR0T5cr7MAwJHQDrpmeVZfjK0K9fDRqz5VBuaTdoKCitH0Ste/mdOBznM8Dh/q2FxU6NHnnLkgkr8zTe97edrav7/wAFfij+yDfaW1pNpY1JZNHsxYaZcNeXEyW8KMSqxEbMYJJLooklKR+YS0YI+L/Ffg7xv4WeVL21vmhgHlrMN7SCDcd+7d8zb8nfw2cknB5r+qPUPCem6rA/2oWrQ7Sxlu8JGo7qzOFKjHzbvlwM8818cfFX4dfA4m4gvfHfhGK+zKraRp9/FrOpvId2Ixp2nNc3SzB2CqmxQfu5U/NXj1sowUGnCFKm3ppFXWqW3LtsrtJ7rZJnfTzzGyg41nUrRe7u7JO19bLu33erP5ybq8jBZJIvKdUICyZ81XbKnOMspBBC4IIxyelcvpdzHbalJIp35JwGycbDkkg9+WPHJ49q/Vjx5+xzq/joTz+AvAXiuaDcWXXNT03/AIRnStjMcXK6hq72sflDO9vM+VT8uetfMWpfsU6T4FeS++MH7V/7O/wo0/Ll7fXPiN4d1HWY13fNE9jpF7eTfaFY7WQRlt4IVWYEVzxwU4XhFQUbtfFBJppbJtbrddr7nSsfSclU5pqUWpK0ZykrWkrNJ2d7W1S/I+fLPxFJYC62R27RahbXFtOzKHYfaI2R5oJAytFNGHBRuVLqmUO0A/mB8cP2ePGls/iPxDoMUHjrTr3WbfV7GyspILXV9GjS9t9Qu1bSbyRV1BpZonmkm066Z5pGG61XAWv2qlsP+Cb3hOEy+Jf2tvGvxSa3aKGeL4Q/DLxNqdi8rsUSBdc1Sy0nRl+0OrrbyG/Xzsfuy4NehfBbW/2OviRqV3q/wR+HF74n0nR0sbCbRPj3Bp1z4h8SyzQ3V+nifwppWja7OV0maJDYXIiW9azu7VvtcUavExyp5XhXVjKnXowxCTXLCTd72upJWTb1Xn0R3TzrEU6Pv0cVWo+5pWpNRskmkpy95K3XW2m+jP44/wBquRJv2ffinocVhf2usKPB8o0KaC5XUhJZeKbB8JpcifaBIkUsmUjiLbSdilRmrv7HnwP/AGkvHHwJ8IW3gT9nv4xeMLqK58V6daRaR8P/ABVclYjrVzd2lypfS/Kt4HW5H2dpnWJgpYZjCmv7+fDfjT4EaXchbv4Q+E/AeoW8SxQ6tb+BvDer2lqq4bym1CHSm1yxERJcefaTRx/faVcV9HaT4lt/EWn+b4f1uz1jT1QYbRtRgureFFGFR7a3dfs64PEcsMIUYVEGMV7tKl7DDqj78pKrGoqqsrpWbi1Z6bPp0ep8xiMxdXGRxEKKUfZOHs3Lmj9mz5uTpvrv562/hr8T/wDBH7/gor8d/AuseG9C/Z3k8DtqGr6XfWE/xV8Y+DvBcdvb2N1bzvLOs+r6jfoohedY8WJncDymiyVz0Hw2/wCDXn9rTW/s8nxU/aN/Z/8AhtA4Qz2nhu08a/EzV4VcjzFX7PpvhLRZJUGQpXUnhJGSxr+2uaeQgJwdowOg67dobIxg59z6Vmmdlctv+Y5Gfu7sNxkMOECrkE46Ej0PZSx1ShCVOjCmm58znKLlLZX3vG7su9umpwVV7eopTbSatyR0ja90trrytJdbLdP+ZXwB/wAGuH7MuifZG+Lf7VHxu8d3SMj3Vn4E8LeCvh9p83USRpcap/wmWpRxOAFD7hKOcDkAfdngD/ggx/wSs8AJaLdfs+618SbuAgve/FX4n+N/EqzFMYafS9M1Pw/orlmA3Rf2d5Q3EbMcj9dnl3OGL++SBkE8jrx8xUgZJ29gOlVZrlU3EMc4UercfdIC7RyMMMEe/WiWPxk4pSq2tZ+4lGzsldOMU76afn1GsPSVmo2a7Nvt3v26nhnw7/ZB/ZC+DUESfCX9lv8AZ+8BvDtEV1ofwr8JSaiHU4Rv7W1PTNQ1Rpl++sxvCy/PknNfQ0Gp3NrALSznaxso1WOOzsAtnaQrtACpa26xwAEngIoAAwODisprhmADsMkgBsEdCeAg+6eeM8EjJz0qt5qjcS23ayqOuOhDZzgdQSM8j5cZ6VwTnWunKpOTvu5Sk91te72021KcHpa2i16Nv1Xot9HrpYlmuJndmkd3JdgSXJZu5bcSAc9BnJ7ehqhczhirkMSqsqYLAZf7+Qpw27A6r8pGBjNRTyHBwQBntgkMcZyM8kkY5Ix1GaypZ2+XcxbBPTnBPOScjAGRng5HPU1nJ3kmlZq19lZ7/Nq7afT85UW3borXtuu8fW1tNdLrsWHlGM9Tk4BBwAGyc54z1APuAO1VTcAN1G0qAd2SeMnjHzYGPqefaqz3AClvlUE9c5bIOcHJ+8B34A7cVn/a03pFiYuySTBxC7W+2MxoyPcAeVHM5kDRwOweVFd0BEbYi22mvd6Pp2f3b7eabvltHbrZt72vq9G+2mvr1veuJtwBz8vTgYzwckZOfl6/Xt1rDlu2Ylh8uSA2EGWVRyctgYPTBzzk8kZq9NOrKAcnAHAI+bgYGDj5c54zn6YrMlVT8yr8xXJXHyKwyArHrkk8n+HAHOai0W7NJpa7Wvt3fbXe+/oZaq9m993/AJed/wBLrS0a3pQ46sc44OASePkJwQ3G45OAOgNR3jDYCmAWBIyclgBkgnOM4JXkcgZ71QkzvGCSSMgZ4GD1O0ZAB3YPU9epqSZiq4AJbOWJAzkLzgcgnoenHpngrlj/ACrz/wDJb26fN6eb0DW+r07Wa10tq/W3T03tmtgI6IScgrnJJXI4xyVx1ztAYEYaubvFmZsYY9UGCMnjG7rx79CTn6VuyyE7lIUEgc4BIOe5PHTGMDngdaoOqMQAM8dDwBjOScZOeB1IXr2OTDhd6WW2nnpe/wDk7LfzGpPpfX/h1/wLX9TCMMgyPmDKCMnA4HJwR0yTzwMk4GQRULI5JIOPl44OSc8DPTPrjOOARzW/99TjG7kFTnnoPl55DDBBHTGeearPHECdwHylSAoznA+Vjzkhjnj15I44rlSSuk31dr9E/wBe1/MV29b79NH1S6f0u2ljmJxJtO6Qg5YggfKcYJ5PbBJ44GD75zi7oQ2D1B8w8HIbjlSCCTk+o+hNdZOsciDhQyZxhiMcHrngg5x7j6Vyk6kuduTzyeG4IOBtxgDryMduuDV2cuitdPr5fh2toreRF7W1evpp8O/nbf8AS9yvqkVprEC2ur2Gn6xbxgCOHVLG21FIuSQIBewzGJsMQzQtG/J5rzK5+EfgidJXjsLzT55ZhI8mn6lOseNnlLC2n3pu9Oa1Rdq/Z47aLgBtwb5j6W4KrnJI5wMD5WPDZHPPBxyOCc800/MAPVgMhclsjg4GMA/3jwccjBrCph4VvdlCElb7UF5b6bNaaO76m0K1Wj71OpOEltyzaa200e22iPmrV/2dtKkMtz4c1hdH1Xa62lxFptrp7wLKs8d1EslqjKsN2kgeYRpGfOijmJdgMfPh/Zo8a6QFbW7W9v8ARbXxDoF3b2ug6vdaoi6Lp2rLrF7BfBJBP9pku1UQXapMYrGJbN4szsY/0VkRxz9/GOSAAPunpj0PJ6Y7EE02SdlVlBxtHAC9ye5cA4yB053dT2rya/DeAryU/Z+zktpU5NLo03F+69denXvY9fC8T5vhU4LFTqwl8SqpSla1rRm23G6+7ofk78Yvhf4517Wote8PaNpkupX8tj9ngvrZdPvPD+h6OtzHJqNzBqc2npf6hcJPJPZX087zxXMi2s9r9mtoEPid14S1HRG1KTV9L1GxvrWfVZHmmWaON7W9sDFBBb3zFbaewHmyhYreRrcXMm4qZIsD9tr0w3URjvLWC8iJ3BLuOOQ8DJILoW25z0I4wSOTXBX/AIJ8L6jB5M2lC1hYEGGzlMNuVZsndaSJLaypxuMZhKg9B8zV8/i+EFVqTq0MTacmnJVFvLRe7vZad1+R9XlfiFVwtClhMThVOjSiownGVpxipXSd7p2vu4vZebf47eG4tYS48OaJod5JPa2Siw06y09ZHi0rRrhEgS2igheKZrYwgoYfNBMaspAR4kG/e77+506/a3uZEu41S+nmmlguTpulXd5FcXkWmSubizvrj7Z+4e7Lq0jpHINm1h+iWt/A7w9c2bQaelrbym2vLRLqO1i0y6ghvIY4JRBc2CK0ZaOGBWf5ZFSMCJ4yRXzHqP7O/jXw1Z6dZ6bb3Piu20jwyNLt72GSL+09XvbSSZrBde1F7ovYWM0T2Nj5lrY3E1rb6cZWSa6mSUePX4czChvSdZJ6yhraTavZJu19W29rroj6LDcYZTi3zOf1aVuW0lfnilzfEoxV90ov7zr/ABp4ls9P+C3hPUvDesvotrParbajJMhScw2mhX9jcJEVkePz4bgPcIzh4GnERhQTAlvnr4cfFaO/1fSNNbxBfadoLWVvcaxql3bT6tHPrU18xuprvT7q8S70yFba0EloNOnto2ubnc1oqllXpfjP4O19/A3hzwZotpfardNquo6nqenXmn6dpJWxkgYXmmSabrV9HnTWu53FtJbNdahcCOV4GhaSJB8e3+g6z4J1SxtrrStV0mS4ijv47p7ea0+z30MivNa+XPIbmTDXkUgt23oFDPlE+SuPG1MXRrpzpVIQjCENIvW0YJ23T21e56WS0MuxuBr01VpSq1qtaUI3p80VzLlsnrdLVdk/Oz++vG3xCsPDNtcrrWu6PqXhnxNfRaBaSyjWLU3D36vaSrFaLdtqieeHkkka3uWiMUblVjW2lkblrHwF4CtdDudD0nwna+C9Xv8AUZpdUl8OWV1Za5pN5eHzL+QTXMsotoLYwaetzpetWU2Hvft2m7opmYfP9vPqPi/Q7FPEMVzNLbeLNNk0CGzuYbwySSSS6bZGeNIPKtzMszSSwXZkKyYa6laNQF6/SvFVvpmuiz/tFIZrnWG1Iajqk1841G5t2Szt7O7vo3ud+oW9nG6wTC3QGc7ZEkhhjVIji4y5VV5PZyUVDmjeWtm1rrftqr9TR5R7KD+r1KtKtHWbozkozkmkueK0lprza3d1a2p9k+GtDgj0zULCKyeO2i8HyCCWW5nuL/W9Xs3k1W51K7t57WzhjjmsooYohHAyottG4mkjlDDrfBtxAlzeK7EpFZSOoggaRxJGRIpgSEEyNDM293QO5XOBlQTn/BH7HeeGDJbT311FO3jCS3v9UuIZ5JJLnRVvbuFZ7crIYNOklijhLxgKXMRj3iYJ1vgrT47bULa/TzQsdutvKF3eSqsjGZnB5XeWPm4KHcp+Uhlx9hg48uGpNbTjzJdl2t0Px/POZY/EwqSc6iq80pO/M7pJ3u76ttrVqz3Wh6DaC2W6jguGhnxcW7zwr5Kyh55miijlCkyTbXCPFKqosqvt27lJEWv6TYTOzxm3jv40uHuyW2tLa2k3kWTMTjdIPLwxSMkSBflYqWrVZbezlt7i5topY7y9i2Bl84QsgbyQ8hETCKHEYQqm6MFQSSuao+LrhHHziG3jtdPNnmOTASBRHcpbyO5JYrIcIcgSEsFXaMV1Nx5HdXd+2vT/AIP3+Z4yfRXv0b7af5ba9jzS9W+e7ENxH5lmsZsZ5JQsbRXESJ9kmii2jzoZS0xecP8AdCskhdjtKtzR3RnZHmiePyVbcdyyKkWWAkjJDHc7RxsyDazcqQpFFc7tfTY1dru2i8/RL5/j28jp73RbDx/NMbS58Q+EL/7Lbwx+Fk1S90Lw/qG+0gaKC51+3klv1vhINo+1tbaaUJtxEud9clqM3iTwqZNGvPDXhu1vYplnc6xolhe3akMsqfZrm4LnVIEeON4CWurYN8yZcZVtz4StHltLq58Q6qbkWkDm4uLsRWpC2cJUmMN5edgLNL5fmOTlssCK1dM8eeHdEtRoGu2DfEXw4CJI7bW9WuZLyxnJk/0nRtTGbjTZFLZiQKLd1AjltyVAb05Rb5Xva2i0vt997fJdOp9676Win6tJrby7dv0KV58ZvibqgntJdUvYrCe0GnXmnaDoVppMV7al0uRG1xHHJMfMnRJNokiiJCqv8SjntZ8DaH8W9Eh1JPD0vhrx3pkTWbaP4mvNRv8Awd4lt5JSSZLWYzrouqyErvuxbvYqAElRYgrHrL3xdpj2Yb4fKurWiKGvLC9dtK8X6M07Ffs/l3Ef2XX44yhWPUtImk3xpmW0tzxXJWniDxVqV05hnvRp9ptBmLQR3mx2KSJNGiBtwG75yz5VRkLJnE2d1KMeV7Xadnstf669eucnKzjaMdVdqaXVfd1/rfA0zwd4h8HMllrXwk8L+EL4yRNaz21j4ejjliGQssGopbPaaisyhWiltZFlbJYLE6FK0otR8S2esnVZPF1p4WuAqummWV8y3cpQCSNLtQPs1zFOPvQxpgQnBQhiRva34o1OTSzoF/4k1TUtK3pNFod/LFeWN5MJt6eWhVJ7RtowLm1kikXIIO7JrnNZ+Htn4hhstV8I3cNu9sY5LnwxrvkyXLMm3dBpOqli8xBVligv1STgHzWUc68z+0km3tH4e17dFt95zSi5WXXo+99te3zt8737XTfEvgjxPBcDVJP7I11ZyzajplhN/ZFze3bEJLc2MCObZ5CWE01uixgOHIDllPk37U/grS9X/ZY+OEBtkvy3gm8uYr63kE8KX9hLaXCoG3Fo0khWVkjkhVtxfIworetLiCybyNQ0j7HLC7AwOJvNjJHzeZtKROXIVnMShT94EgjOH4zm+3fD34j6JA3yeIvAPi6wubK2jEVvI7aZNNA0tqdwklikRTERGCuMbsgmqoxlGtSqKUnyVYStvtJOy0201+8xWsZxbteElr00eh+Gn/BF2w+Hmq+IP2lvCXjbwfBr5k0v4a+MNFvLO7utI8RaBrmkaj4h0VNb8Na9pstvquiaxGJ7VE1bTru2mUxRJKZI9qV/Ud8HP2+v2mP2eJ4bXxD/AGt+1d8HrILbDT/EN/Y6T+0f4P05fl+z6d4leO28O/Fm0sEG2Cy8T21j4kkjRVi1xnOT/KB/wSQ1iz0T9rX4xeFr4mK0134Va7EjCNmhgn8M+N9HuPOnj3CQxx29/NgoMKQWZSgyP6L7w31osbRPHLbE7orq28qSCWLdtDRSoNyE7dpzJuU7Rivos3r1cPmCnC7jUoUJcr0g7xUXZNb3je9+q+fl4DDUcVgZQmouUK1SLal7y5JK13bfVb/K97H75+Ff2tf2a/20/wBn744aR8JvHdnqev3Hwf8AiLpfi34b67aT+G/iV4OuL7wfq9tLa+LvAGr+VrunLFKwQX1vDqGjXJCG21SUSpn/ADRP2A/GXh34fftGftI+EfEuorpafF79nj44/DDw1FNBMP7Q8aT+K/AvjDQNEZIo5Nl5fxeHNTktHm2W0ZjKvLESuf6cPFHgfRfHGu2fiF5ta8I/ELTI5bfw58UvBWqXXhf4g6NuhkiFvB4i0qWC51PS5EY213pupG5s7q2keGSPYxFfyueD7L/hGf8AgoU+lzvFtufGnj3SJl8lCjSar4Q1Sfz448Exu1zAsodMMkjER4X5TphMQ8ZWnFLkccPVhUvrZz5XFpLRrR31um93c4cXgI4L2c21OM6sJQ1s1yyjz6W6bXvt5HuH/BEv9on/AIZL/wCCnvwa+JZ8Kah43ig8O/G/wHP4Y0u7Wxu9Qm8ReCtdtbPbcyQ3EYS1vbG3eQeU7eWrlFziv7btU/4KzfH3xlqS6X4e+GXhn4drqEE82n2M95a6hr94trE0135V7q8b2bTWtsjSvHaaa8kQG/a6ZYfwEfsYzP4a/wCCh3wRhjZ0CfHLxHobbdwdodUg8S2bwjjP7yObacZO0jAA4r+u0vNY3TPFLIZGk3hnnmEWFjkCArGHcTZIUhGRwjSBiQSDGcYqtRnQjCfKp0eZ2015lrfZ7rY6crwVCvCvOrHncayjd9E0pavprpfq1p0Pqj4iftU/G/VpIW8ZeGLfxA17B9ohl17xH4n8RaUgmUS+XLpOn6n4Z8OwskLndDNpbxbwsbGViob5r/4ai+O4027j8M+Lx8L1Oqm3trb4c+FvCfg1LZXhuB5Wq6zY6PHq/nXyx7rH/ibytHK0oumU7TW9pvjLWLK8tpJL17+0kt4Le90iVpLmzubOMAvGjzRu1syorIZY1ydpU+3SzaD4A8c6Lf8AhbStIk0UPqz6jdjWWjig1iWO2KxLbRwKszQQCWdxLC5a/eTCupjdT8v9Zrv4nO73ak7dN48zv876LVWvf21haEF+6hFRi1o4rbTS+r/Lqtj521yHxR8RPEOjr8QfiJ8SfG1jFqFwupXnivx34o1qw1yzeGSGGwS0k1drezvrfUZIrgJHE8GxJFYOUCj+ev8AYr+K/wATNY/4Ks/8Kx8a/EC71vwUH+M+k6T4U8Uva3fhBLqy8CazqOgWy6LNDFY/bYL7T4otNu5VN1DdCN1m8wEn+ke9+HWtQy6XDo+rNbaTFc2NxaXtzDNd6bdabBdRS3MGqfIzR3F00cMkkLrHcQPGY5I1MhA/lH8F6ZdaB/wWc8MaJd3KWMl38edZ0E3iowheXWdO8U6csmV8uTyLh2XyywUqHG5SVwe7LaftquJUneUsLWXPJc0op03Hmi+jjdO68ldE46rKnQw/LGMF9YhdRjy3Ts+2qtDzvzff/S5+0h4itdf8H6K2lSeEnivjob3LaTbmzhE3hqztpbN7mA2th5U5nFy0SyWzTw3eJEkaOfLfkH8WLiO70jTLk6hfaQ3hnVtc1O0udKu7rS77w9LDDva90m+0maK/tT5e+dBZzwziRHAD5Fe+/EzWtX8NaHrmny6vLrD2fi2+sL8ajLsl0WdbnVma6tZCTapBq5gtLKRo3jW6+0Wyu1u5VR8jeINWTUvBV/cug+2XVlPqciyEma0FtHrOjXlpOpCujk2tldtGUbLSSFZDGADnluDqUsRRnKXMo1E7tuXNzcurb7O2tvIrGYqFbD1KcU4uUJK+1tO/XXXVbX62Pevg1/wUu/aj+HtnZnSfif4Z/aT8AW4WKPRPidL/AG5rMUKhVFva/EPRJLXxnpssakxxReIF1pE4SS2+UkfpX8I/+Ctf7PniS9s/+Fm6f4+/Zs8XHZGdeu4rrxZ4Ijm45j8a+DYRq1hY7txC+IfDtsqoT50xVS1fxyeCtMk0b4nXeq6FPPp0l/4M+IUTrZSyW2b+Lw3eXtje+XGVV57a4tfOhZgSkq7xgnB+p/2WPGWv/E7wF4w1/wAZ6nLqV74Q13T9KS5+yW8M1zY3uixXsQuZIvJjubpJhPF5gVWkWSMMNxY19vU9yE6lk6UIwU29/edrLtrbvbY+Op0lXqQpqVpybUV36799NPP7z++fwF+09qfiHw3a+I/B/i/wR8b/AAtKInTW9F1rT9VH2dwvD+IfDM9w0E20BoxrFi88Z+WZRhkHsnh/9oTwHqk0aa9Jq3gm6kyhbWLdtR0gMwIbbrukQ3EccW0YV7+wsdgGWwpJr+D7w5qV94P1NfFPw48QeLPhb4ps4xdz+IPBeuah4UvgoDOzal/Zk9vb3cSLu+0w6rBdwAK29Wifn7++FH/BSP8Aaj8Hw2MHjnSvBH7Q3hB4Y5I9Rv47fwT48ktxtAe38X+GYZvDetTyISVOqeGl89vmlukJZxyR9hWu07a7x1SvbS6v8rpfoKvQxGHequrrRpp20s1Lp6tfmf2ZWt1YatZJqmjahYa1p8iMyX+kahZ6nZvuOQ32mylnhTgE4ZgwOVKgnihdnBwAcZ38tzgnhVYdPrz6e9fzs/Cn/gpL+zT4o1O1+1eK/Fn7M/jy5mWAWPj+K48L2FxdSMqrFbeP/Dc174Q1CPzCOdbudNSXK+bbFSY6/Ujwz+0T48tdOtNR1K48MfEzw1PFG1vrdvLbWV1c2zgFJ7bxR4ZS90HUQyn5DPpDmRm3GdFNRWwr5FKE4zu1ZX5X6a6X10Xl8xRr/wDPyEqfnvHp1Sv1vttdn2w0mYV5wc/P83XHXkcghcZJxg8dqjE3ylieOeDjjk4cA/6zkYGOB15614zofx5+GmuRxw31/feDLx1jUxeJYANK81zjZD4g0/7VpZG4gKb06c74GIq9aih+02sV/ZTW+oWEir5N7p00F7ZSq3QxXVrJNBICeRskI5+b0rhlGUH76afyskuz69L667mlNpr3Zqavpbpt+f39LEkhBBK53OwOT1Y8jAxkAgj5Tk7cnpmqEyg/dzJ6jOT68nv15544BHOalkZkwhUAY7k5O4cY54PTOPmzyM9az5GKk5Y7dyjjg/xMQvBB7HnjH0zSX56/l+nYv5ddfJ26lWYlVfGAXBH97oSScH5QDjk56475qhHkl8E4wvyjIHB4I6DBJB+U8Cp5pkdmAzyxAI69vvE5GcY/M9elJEy4Yhsjj5skDdkDAyBkBfmx654HWpd9rX/pP5+nl12MqkmtLddHrrt5d336fdSkbHysSCNwyeSCT0z0JIOBxxkN3qCRztJZiF4yQN2NozsJBBycZ9c8kmrVzCPmGCwAJw2B7Ej0YfKO/IA6HNUNhVChViCM4zgc85Ydyc5wMjj1qLS6r/LptbS683t2sjO6ett3po9L9tNtraJX9SkH3vySemCOAWGOMjtjJI/vYGM4xccjBB5JAwRzngHIJ+UHpuH1FZ6Aed0yu47iCDnABAzwRk/LnIypPrUrsQobaRtJVgOSBnGCMgkEc8E5I680W6Welm+rtZbdPu6W7aJX3d1svy+et+t7a66lSRTuIyRgZBUqwGSSR07A9MggjOCeKy5htyowzY3NjI75x1wQcbSOx7dq1AcYwwJHTIyM85Ix/F+fPXtWbMSG3HHzZYYIJJBycAAdeTj8MYNG3V727dujfZ6+i6XYLXzvZv10t5+aKwDFWYggAFsE7VBBwOhJIxkdARjIHpmPKwOOSvR8cKxYADtyw7nIyOepJrYC+YoYjAUg4Py9R95QedoJ+XAGScDJFZ0sSgFVwxPzZJI285I6LyM8/XHWi1/Pa9vlo7LRWvt1WutkJ6W6dr9laz3/AOD2XUymkwDnJxuJQgsWx3xnBGQe3zDHQZNZ8yqQSFI5OcLt5Iz/AHgQeMgnOMcZPA1JkJ2t6cDDD16cjJIGBt6kYrPdeCG4J52k8gqcLj0AGcDkk9M9haO2q29enR37a2+eiB6rZfffto357b728rZs8WCpJPTjaOT2Xcc4O3oSfmx0GekcSMp5XHIOMdc/MclSQwGeSQPlIHer9yrCILgscfMyjnAbGTgDHOO2SCxPAxVWNdhbcvA5zjHXrg4wCPQ9Vxkdabd43Sf9OPXrtv5bkWtJJ2f9bf5d9CGXIz0HHc543deOAPUDnHy9qoToMK5IwxKnj5f7wc85OT1PYc4zmr1w27jAGDuJHKgk5XGOmOOuBnuMmmeVkBWYjaCSBwenJPHc/Nnt9M03oo/LSz12/FW0uFrvdLz0X+X6eaWpiOm5UJJGD8wUnaTyCCfvenTAIxk4NVhFkHocZypH8RB+XnPTuO4PuTWw0IwTkDoueSp3Y5JBycZwp9TzgVD5XO1cDPPHQkZGTnqxA6DOQcZ9cfZO97yV32t1T7+utu2mgcq/mVvX/g/r+ZiXFqxTc4ww+/gccEgDHB9SDjnjI7VXhtlRWABUltwfnlX65AIIJAx1OMdDya6CWMBBnH3cMMglvqoJ9hx0wSRkVWFvvUsCAem0cbgecjORtPPORwOlZtSTaXM7PdJ+S2X3b+Q4yt7tuvV+ib6/jvb5mXPaWN6rRaha2eoxMoPl3tpBeRAqSwISeOTYQVBDpg5XqOh8+8R/CbwD4ksZLG90byLWWTznhtZUlthMxR962WoxX1oXV41aMeQFAVUC4C16gYGHYZXnPODg4wccHOTtGOnOelV2i6LkcZc556dlwVIOSMHkryKzq4ejWhapQhUdnfnpqTV7dbXT10v0t89oYivh5RqUK9SlOMk4ulJxaemt1978vU+L9S/ZEELrJ4F8bwaPFEVEOl6toW+EQh45IozfWV8bhriHylWO52Lhi8oiiZmz82eMf2bPj9oDD+w9Eg1jTo7ecyr4blstWsriSfzheTrZamkGo2upkG2ljvIW2x+S0MOWMnm/rGkbA7gMbQMkdcngZxkk9+R3GR2qfEmFDMTnPQAEnqenbI5GQRzgY5rxcXwtleJSqqnOjLRv2FRqKen/AC7lzxvq00kkrdtD6fA8c57g7c1Wli46XWJpJzelv4kOSd/V3et3dtnxP4esp/AngXS/Do1TydUs7XV5L2aN1jnuVltwX8yGVUeNY0VvMt/IV0d2EhnAzXtHgeSWW2tgVjd5rd2mUFrZblwRGzOkhwZGXbKiqp2mNnRn5z7fJp9rqUTx6jZWV7GVkTbdWlrdja67JFBmidl8yLKyMrchsE880rXwd4ftm3WVpLprYTCWNxKkC7UKqfLkaWJAAzHbH5algCwyorrp5XKjH2VOXNGNormVpKLskr21sutl5nz2OzF4zEVMTWioVK83Opy35eaTu7L7MU5aR1su559rU9xaWaP+9mS1j3GXzCNryTssEaBgm4ojBkYBXQL5jKQeeV1K9e8uwPMnhtYWJnSVkdLuNbN4nWSQbyscV1Kk0MgaJiIwrhkYqvqnivwDquqWwk03VLCXySsy2mpQTQB2BzGFurbzVUqTuZzCPMC7ZCyk15DqHhPxjpVvcGTQpGZXtVjk0ojU4Hk83fJN5UR81II8nzVli3FcqSQRjmq4avT3pTcf5kuZdNdNld6MwhOlJP8AeJS3Se+61X3d/wDMZKjiVpgWkkmgmbbKypLCjosRtlJ3grHEjeVjDEO7EMQKKjvNftdNu4V1hBpMdusEM7SKwFuZpZIvNltzGJo0M8kEqzhmhXf5T4YKjFcM3aTvp5PR/r/X4dMabaTSXyd10/4Gm/364+q3fhzxbdQ2tjqZt9Zns4ZJNLvmFvpFy32SEf6B58stxYS4G+5j8w2eOV2cbeGnhn8P6lFp2p6WNImLCNnitLc20wb5opoLiRzHewvgeY0csiKMZ2tgDYv9OsYpvPitXWYQWyRzRwB5xbtbRM8RmmjbYruCz4Cthsbtp5l0nSry9jSLVit5bwlYlhv3luGSIudn2RJPkgJ3BjKpKxD5SGTivRVR2Tvpp+m/n/n6H6C7dG33/qxzM8rmd7gT3Fu6hXE10sUeRG29VtobcOibFzLC8beb5gbd156uw8VW2vW1xZ6xqcl40EflWWr6Qm3xDYzAMYJLx5EXTdWtgSweCZkvYudsw3AUus+AtOV5o7ObUDbl42eK9kHmSzbWP2VHtgiSWsWADuWKSRACS6nNcPeteWTSR6baLEE3QCOOyjjV9km1ZRs8xsuWBUvufA2sfTaFp7O21+tr28137/eclW/M/LXa/bW/Trs76d9ujXTpbCGOSW+sNSVRJwy+ZqgWIkyT3FgmZYFIBfdFvCL8u8KoNV49T2ny9+F8xyDEpj2lTy275XBOcA8EDHJANcRJo+updLNcy/Zp1CkXMsk+5HwxdUkjCLJFKmEfDBv4B0xXTwXPh/z7fR9Q1B9J1BYw9tqkkE0mk3bmV2+zaoIxJPBsJUCdXLRjDOJFyBrGC1b19V6dO/TV2sY8ztvtr/S/4HmzVbxVLHD9nvLKDVbINiKG5nlS6gXafMW0vYiLi2kyDsO9o0LEMprhNRjvNammi0u4v44b201G3aCdreS5iW4s54hBNc+WI5I1D7AwjV2JYMu75h0uoWeoaZeQwX+lG1hl+Wz1dJrXUNBv1Dbla11K1mb5Zfk+S5hglV22SIHHNmxtmXUbaS4S1UvJG0iLvJlzIeYyhQcerY/iyCMVUVy7X6b+XyOdbrzdvv06n82H7Fq3ngv/AIKHx6arSQtrC/FnwwyWpJJa80mTUreHy0OZF3WRkCMF+7uHQV/QXqFve3lrcafcRPNpM01vJcWN47i0kNtc293bXEluJNwEdzFDMdxClsK6Fdyt+A/hyVfh5/wVU8GtdHZZzfGX+y5FCgIIPEejazozhtuD80s0QwrE/UEBv6Sxf6ZdedHYFjKIs/ZGWKO4WJGAzFMR+/AXayRllb/YBQCvbznmn9RqtL95hYRUr2tyyj3e79F6WZ52T2gsbC8brEz91rVcyVmvPRr03V2cXao0txp5trttFvZdSt5nM1pPqOmSkzBrqFV8+KfTEuY98YlzPEjneYwqqG/lp+OFtN4I/wCCkNsx8uOOD4yaI0zhg0QTVZrnSZtzMoyk6XEgJUHgggDiv6vjfRfaoGNrGjx7d0U+EdgMIpwwUiTKfNycnB4JzX8tH/BSaGLwf+2/f69aKsZj8S+E/ERYjABh12G4mAcLhtqy7QT0wQST0yyWVsVWjspUfxTj5bF5ym8NQlu4VrW7JpSb/BL7+54p8P75/B3/AAUB+G2q28j2cui/tSeHlikiJR4mufFENpmIMQdzrfEOA3zocYIYiv7H7zWrXULqe11WyjS4SadW1LTLf7JNJtckPcQEtbyTr8qFvk3bgOCN1fxpePymg/tm2uuMcW2m/Hr4c6+ZAuQsE3ibw1dO+05LMIpmXIXLk/Kflwf7PrzTrh7y5nghkurJrqWS3ktYnEZiWR+LlCA6mMZXDgYcFmzkEPP6bUMBp7ypTi9V0VP9b+mxlk0pP65CN3H2tN2XnDS/f12uvmcpd6fqe2KSxvBPAsuF8mBVvv3YcMLiH5kYBA2TA0gYoNm0kir9j4hS2khhuFWeJQGH7pop7bruYLgtDt+bbhdpcknHFO1SeOyt5LiS+itpYzuEckkUakr0jCoyvGoJD8LuYcEtzXiHiTxxeTRXlsiW01yyMlvfxwwNdW8xwDIkqkeeikBts2/GQSQa+ehHnVtfi6d7Lyfc9t2j8Ts7XVnft6rr3PZRokCarp+vW/iv4uajJFMb8WUnibUB4auGN1IUsbnSrpLOxu0kVnEvzMTBt8y4lk2Afy5/HRIvDv8AwWz8FancxLp+nzftLfD6/aN/LUQQ6xqaoyeZE5jZYn1JkyrFeQuMrX77Qan491EwnRrzVruJZFWKO6ZUaLDbh5TSFY5ER8nO9QSQAPmr+c//AIKDHUtA/wCCi/gDUr+N7O/Pjj4UapqE8qtFLHM/iTw9I0xxtZfLgkRtyEjIJUgDFeplsXSxkY392pRr03db80Y9O60aukrHn4+XPhk91CtSkrvomk/Kyvbyuulz9jf2rPAEV1e+Kn8PSC+tb65uZNTuNIuVjMkTSmN4btHUrJE0kUM8ikeak8KYO0OR+bsl3M0GoWssMySX1ibOR8BgZNKMtpOso27zujvFMcsjMd0ckfJ2uP1y8VeGdNsL2cXOou6zXFw8krXLKuZWYu+6ZhHIJVkBYnP3iuS3NfFnxl0DQLTw5rGqQ/Y5tQsZLJbRbdVguWRr+LeZPIPk3AdZMOyIpJVTz1ooVfZVIQm0/ejZrTVONrdLaLfz12KrQfLNxT1UrXv1Wlv+HPxV8ERif4j6SuVxcQ+KtOYD5SDc+HNXh+UY++SVGMAbyeDXXfsV61HZ2fxJ8K3EDXUd83hrXUtBIfmudOhlhLiPd5cs8ZW3mSM7ci3Kk7AVqzP8OvFnwv8Aip4GtvF1hHYXms6pFqMdpFcpczW1rqkuoWSWd88YMcN+I2Ek0KtKEWRF8wvlR59+yilynjH4gRWzKLuzewMEEhAaULq+o23kxZBRnTbGDkgAD7vJA+rxHLUwWIhCV1OkpXTvbllBrXbr67O+mvzmHTp4ui5JqSqJJPo2tVtfs9H/AJn6dx6fp8kHimDZJNqMcd1Y3ErOksN3Be2d1BtC7QBiMKcKSuWRHXcAa/E74SfEHx14K8ceGNP8L+LNd0jS9V8WabpOqaKl/LJpN7bvf/ZpY5dOuzLaxuV3YlgiicYIEgPT9qPCurR6vf3jXKPFfyyW9rImwQFjGVDR3NoThRa7W2XUAKSmVQ3C5r8Ibq3OneNZbeUlW0/x9c2shXcGRbfxLJExjZfmWRUxhwAQBlTwa8zKouMcRGTu0uZdelk7PTp8tD1MwklPDSWq5veutN1dO9rrz6dGftjcanaan4W1HV9WuLa4n0+UJqVm8MUqTW7ymBJEycqDOY45I5YzGN28leh6T4afE2b4VeLNQ0L4U/G3XvhB44trl1vdB8PeK/7G0/UZYhGxM/gzW2uvCfiG2IkTcx0u5leN9qsgBx8b2Ka4dP8AFthZahLPJBczJFaTTMJp7KIwSTWxJI8xtsnmQ+aN0gR/m3MDXzf+3WdKb40eMZNI8ptPMdve6c6RyxmJJ/D+izZhjnxcW2y6Mm0SYkDKWJPy1lhMXWlWjSlaUW467buN2tLXV3rpfoVjMLh6dCVR07O6tbu9bdbaXa7NLU/p8+Hn/BR/4zeF1t7D4u/D7wl8X9HhEa3HiLwJMPh148WLcUaeXQrv7d4J12cFfMZbeTw15xbCqpANff8A8Dv26/2b/HWp26eDvjHqHwT8d3Enkx+F/iCbr4V6veXLEMLaKW+lk+H3in5xtTydVv3ueAke47T/ADneMfFdnovg/wCG2vaTfm2F54E8HXWpW93GFgvHu/DOmyTymSNN5Kyrut5DhszOHDZGLnw8+OPw1uJZNM8feEf7e8OXKpDcs1nZ6vaO00e0u+nXRXeEILCS3fzsn/V5XNdFPH4WrOVOo/YtScZSn8F4uz1Xfp38jz8RlNenT5qcXNtRmoUrKpytJxtf3W+j28l1f9m1n+0L468ORWx8W6No3jfT7mMPFqtgU0DVbmGTay3Nrd6fFd+Hb8MnzBhZ2qzZyJwDmvStD+PHwq8TyLA+t3XhPU5SFXTvGVsdJjkkPy+XBrUct1oMxYnEbHUIWON2xTlB/K9+zPqNzF8efgro/wAC/iZ8SvDnwb8a+IdX0Dxh4e8La0fE3hm0t7fw5rN/Csfw98Ux6xp+hX9tfWdoY7dNO0w6guLeyuG89Gr9qE8LeO2hjfw1deAvjlZtD5ssfhSZvht8So7PEheXUvAPi+4udBv54nRoXi07X9GWSZXSO1GCtZ4meBoSpxqV6UVWTcKkW+VtOy523yp2V7XXnvrwU4Ytp2hN8srSjWjyT2Wmzu+mmvVn6lPbSNDHcRpHPayDMN1bSRTW8ynH+puIGlgkHRsxyMfmGeOKjjQq7ZB4wCGPRVA4JBAGeQOMjAHUgH8l9C+MGm+CfFln4N0/4gar8JfiBfRy3lp8NvGTSeANf1a3gm8me5tPB/iT/iQeLLKKXEMl5oZ1m2kkIxPuZa+rtE/aW8VaK623jjwpp3iW3ACtf6KT4Z1llx8872siXuiXTHO7Yq6WknJE6AqtQqPOlKFSE4PVcrTclZdNb66b2t9451LWjNOntdTVtdHvt6a6rXa59dS7SA2eg5zlRg88j1IJ5wemMHNZ8o/dnHQgAnOD/P7ynoOBySBzXB+HvjX8LvFkcEVr4kHh3VJXWNNH8Y250C8aUnBihvZHm0W9wANv2bUmZwQwjAxXo9xbSrEkvlu8T/NFNHteORSDh45kLRzIcjaY2ZHGCDxmoqwlBRi1LrrNO6s426f0tSU00uVpq/TX77NJfl0tsjFiRc5z93b/AAg/3uTj8OucdMU6bAHGc8bsDaSWU+hzyehX161ajj5J4yvB2g/d6cnIzluoxkHr2wyaLBHv8hySQM5C5x246evr8tP2cW3rLzV7a6Wf+THZfc/W2i01/QzhEVicqFy2eNvHoflBGCDzgnHH0rIkiJOc/MhzkrzknjJBAx14GcdADjNb5Ryx77QQc/d9B147enU4PpVUxKwLFSG4HBA5XOPbPHbsKPYx6Nr11tt/l/S0C3r/AJ/15eZjbTjJJYK3O7GDwSc9yo3Ar2GDwaiZNwy45ycknOMn2K8DAJGCAee1bDWxIwDjHcgbc89BgBmGM9s/7uKrSQNkYUYI9MnqBnGOwbkkjPX5sGnGny76/Lb016vWxnO3TdP9O/y63ZkPbJtZhkHBOTzkn5vlB6HkHI7dcYJrKljydxxx2BAOBk5GD68Dv3xg109xEcAHOACq5yACAfvAZABJ4wc4PHYVhzxt8p2jHJ45bA6d+O+DyD0yMVMo7Wj2bdtb3Wj+5W06E3/4bWxnPEuwKMdevzEc8HJJGAepwcn8arG3JBIGQCrZBwCc4zgnv0AOPY4rYjjB4C7SAA2STz0HI54yCenAPPGanNvwCMZzjp8hVccY7rnkDnJBwaUINrX9b7LW/m769PwFtu/vsvyscnLCyN90Ac/wgg5JGPmxnJJLHjn6VCImxwvQ8ZOTnpwDjjngE4HJIOK6i4s8kNgkZAYtyRxk8fMQTg8gcgkdelcWS5BxySeq8gnj+HkYXkcnnpzk1TptbbadbO+i3/4e60J54/zR+9HMPbkkdACSM5JIAx1+pyBkDnkVA8KqSSOmO/HcnpyDk5IzkHscHHUvaIAODkkbSMAdctxg5BOADnPXjnFUHtckKThSx5HIB6AnjAPboQR+NS4yWrt8tf8AJ/1cOaLaSabeyTv5/kYEsSsmckHhhjIJ7DnPG4EdeeDkZ61zGMHjBBBA5IOcBk91PXuR161tyW2Bs2DPU46gZHPU/ePXgZIGMDNQC18ogNyVPbKnqcHOOin5iTnIPByaVna+vq1ttpp/Vxe0ha99L2vZ72v2/r5GeYmOUCjGcfLtPQZPQZPT65xx1qA26gk44JDcqBxg5HzHP3iSO54+ldHFbAooHzMPmJVcKc4xtwTyM887vzIqvJZu+clByoIIO7Ps3P4gcE4545Wz2tfsu1lr6dOlilJPZ3+8xYrctz0VOSw5QAkgZUDkDpxzk55qOSxYNkZyfl54HqRtPQFRkE8k4yTmungtgGxggj5SxOQzY9BydvYYyeOKtnTJZsGKKSRkG84jyAq/OzscHAAySRnjv0wrLpvu7Kzevy/7e6vTbYZgwWilVCggAN6524ABPGcnB4bIwcd+L8Fpg4YALg8HnoSVGGwWwR9fvdsVDc674V0tvKv/ABDpguWYkWVhK+s6oWUZKf2fo0V7eK4BO2NogeMEZrB1D4jadaFhp2gajebeBda/eWfha1PyjBS2nGo63Jjgsn9lI5GRtDAih66WdrrSza0torLf0uvvucjnKas3FLfrd2t6/wBXtdHZJbsDkfcBO4nOPTbzkHPOOMjnJwcUiae4lM6oVVEJMw4jBA6vI+IlwoIO9hx9K8O1X4t+ILxpLHTNS0zSpnQxR2nhTQJdd1Rd2CGF9r8t3C0xK4SRdBh7HyeNpwYvAvj/AMUhJbrRNZvztRv7U+JGvTXBAUBTLHojNDp8Ejli5jtNCtY2HAAQLlShO2iUU1u33tp1/LW3qQpQXxNr0dnrb9b76Le3Q9a1rxJ8PGkksdX1LQNcvIhIv9nWFuPE9+kuQwXyNKt76SEx7d37+W2wwzn5OCue034KX5EKa94odLQZb+yvDtrDp1kq43NEjsiqoJB2mG0jIByORRXP7D+aSk+r5Hq9L97723309LjWmkuWVSzs1dtu14pbO3p8vM8nj1R9RsLS9it7ezaSKyikjSMSoVa1hyFL7WXOcclsDgcVFqmnJDCAZZiJW84hG8sLIARlfvnYSA3lklcjAAFFFeAt7dNfyifrtNJq710RgyXt9LZMY7uWMjcg3/vQVjT5VcZj3rkZYMSSSfmA4rURbXVLLSLO9s4Pt8q2sA1m2SK2vEjuGwsGwRPC9rAX/dwyKzgAgTgtkFFPa1ujX4tGnLG1raf1/kcvqWixRT6lp93M939guJIDKAYBM0SkpKsYeUxHAG5fMkBI3AjJFecX2nWjxvKIyjwyxwNtIxNHIpOZAEGZAyZEhJJBwc9aKK7aTbWuui31PMxUVCaUVZdvlH/NlnR4UskuQzTXELKoS3aZkt1DZU+ZCA0cpyoYEqpDd881pxSINkyxKFtzGwQ/OxHmY2rIwJTgAAkOAOqseaKKuTaTtoRCKteyvZb69G+vmkz+bb9qpW8Pf8FLPC19pzmKR/jd8MbuIbVHkm58W6XG0eQNrgR3kiZ8tQVAyuSTX9IGo+HLe3vbpxcTMYb2RcAJGrAO3ZANpwODk4bn2oor1sfOUsLlt3f/AGa/3qm/zPJwGmMzOPSOIVl21n8zYtreG9WNL2NLiGJhGgZVFwisNoKXeDKGU/ONweMkYMeK/mW/4LS6DaaD+0201qzs1z4T0W5kLLGjNIttpNwrOY1VWYSStyEUEfw5zkorPKm1jYW05k0/Nb/otjbM4p4SV1fklFx8ne1/PTvc+Mv2lJGsPjTe6nCT50TfDbXtoJUNew2fh+9J3DkB5IV9QpOQDgg/1YRfG/xV4vfU0s2fw8dPkRfMtrkXUkxaJJV3Mba2wEJIAIctwXZiKKK9LO4qVDDNq7U6iXkuSi7fi/vPNyWUvaV7O1/ZJ29EbPhzwkfiJNc/8JDreqtqDwyXqX9tKsSokabxbvaHfFICR/rA0Z5J2E9OY1PXdI+HovNnh2LXp9PlESz6pfOTLh/vNGLV0XqMKMgYBJJyaKK+cho7LbmX5Lrv+J71vfj195LXXT3dNfVniuv/ALVPiyCGaHSfDvh/S43kbaiQJcxooyqjZLbhTtK7hjaNxyVOBX87/wDwUp8Va14j/aB8P+NdVuvP16a28G3AuQiRrEbS8sGgSNIwgCo0Clf7vRcY5KK9TLYxljad1flpytvpqjkzLTD10rJJU7JJJL3odD9Ntb8UawyW1zc3t3dyXk9vHKJ7q4MebmAszKgfIVWBKx7sc8knmub11mu/DOvGdmZmtEcMGIKFZ4GG05JG042kk4wM5oorFJc8tF/EXRP7VuvkZ6ulrd+7F/N8qf4No+S/ilrF34x0K1+IOpEf254TvrPU7Nn/AHyzTafftBcRyM2xhDfG0WZ0bzTFIxYNIclvnP8AY306LUfjF8WbZneOA6L/AGiifK4jnTxdDNFjIGRGbp1zxuAw3BwCivd+DD4mMVyxVDRJbXlTvbt+nQ8arpisI1u68E/NKOiP0E+yxjxBYSglZl1BEMi4XdDMSrQkc/KM5XJI4wVOF2/iD8TrWKx+KnxChiB8qD4j68IkHy7Vh8SSSKNw55ZjyNuBnHU0UVx5W3eu7/8ALv8AVL9X/wAOduPScaN1f99bbpyx0P0V+G0qn4lTS3EMdytxZTPLFIPlfatptB6gsikhX27hnnI+WvlP9uaxit/jZ42tVA8tYbeXCqFXdN4Z0G5YKvJVFedgihsKoAzRRXPhP97oPq+ZPzXtYr77aX3Xc68wbeAfm6V/O8Vf82fYOv6tc6n8M/h5Z3myW3T4a+B1SPaPlaLw/p43hiGb50IVhux8qkYOc/N3hfVry7u7nbJ5C24lZI03GP5XCkhdy4LZySdwzzg0UVwJKX19NJqNV2TS0987Zt2wi706KfzpU2/TXXQ9k0+2luHtNW03UNU8P61YXcN1a6zomo3um6pA8BZ1EF/YT2l5Ac5KtFcKUYlgDX3b8J/22v2gvhpFMdW8W/8ACy9KstNfybfxvDJc6/FY27faPsEHjOwuLPxEYndEy1/c6gMqd8bozoxRXm8qtbW2qtd2130vY7VGM6UnJKTTaTa1StHS5037e3xan/aI8G/sw+PvEWjyW9xZ+DvG2kw2epas3iOdPP8AEmmagt1HqlzYWM8ckLSeUhEJn2ojfaQVApv7BHxC/aK8T/Hbwf8ABLwV8fvE/hbw1rmg+ONW/szxppsfxc8K2o8GeFr/AF6Gzh8PeJtTsdRtYL+SyW2mbR/E+jtbxPugwUUUUV9BkdOEqtCnKKlBVOVReqte9vx3ep85nMI06WInCKjKMI2lu1/DXW/9eh+p37OH7UGpfG74jePPhB4q8E6Lput+BLuawvfFvh6/vbbRPEDQAB518GatHrNxpQlbLeSPF2oLGThWIAx946LrfizwRI0nhPxdr2hrHIubK2u/tGjzBTgLPoeoC80mRSMbsWiO2BmQ4oor6nE04cyXJGzlDRq+7s972+R8ntzNNp8spXTa1vHXRnvvw3/aI1zxB4p0zwX4q8O6RqF5fBVTxDosk2gyBXkVc3eksmq2MzndukNidLjc52xRg4H2bqOhw2m/EzyeXgD5FX1YHAzjHQZzxRRXkYiEYSXKrXvffsu/qddCUpU7yd3zNX+7sYLWqIQmWbOCScZycg9unTjqMYz6N+wQ9y3OW6LkYzgZxjgjOcZ9c0UVzXdl/wBu/i0ay0jdb3/+R/zKJt0Rc5YguAFO3AIDNnoc56c/X0xAYk3fNubHPXAGPm4GOCSOvPsBRRVQXNa+uifbXTsYJtpN6uy/ImksoirZJIGRghegKgcgD1J9e1Y02mwo2/LHBAC8ADIyecE9gO3AoooqaNW72+7k/wA2K7tLy2+5FX7HFwDk7iwPQZxx79vw9scVYSzjIDFnJPJPy5xzgZ24AA9FHTPWiinTSkpX1tJr5adjju5OLerbs/RW/wAxs1jEUABcDgj7pwNwXByvPXr+GKrGyiXcoz94jPHb0xjHPPH0ooqZaNpbKUbaa68t9d3v1ZL3a83/AF3IZ7GJQMFs/wB7jPGW7Ad19uvtUH9nw4GCwGccYzgFTwxzg8Yzg0UVPRPr7v5oV2tVo7pfe7P8GMbTLZXGfMY4ByWUYJJB6J2zkc8e/WmyaZabSdjdMkltxJwAeSDj6Y4HA9aKKUtpeVkvT3SofEl0bSfW6bXf/hwh0uBCygtgsQc+6Bv5/wAgfrh+Nbi08G+Gm8SS2s2qrHJHH9hS6TTyd+8j/Smtb/AUpyPs+SDgMvWiiuaDbaXS8ei/mS/LQ7UklZKyPMfDvivX/GdlPqWmTad4Ws4A7GCDTV1nVDhtvyajqlw+nI+3I3toEhBOV2kc8hrt61yztqM+q646r5jJrusXV5YMykjH9i2osND2A/MqvpsmxuQTgYKK6JJcyVtLr8Ywv+bOScpN2vtt9xB4K07UPGl8dHsdTj8MWKyCN49M02HDKSQSI7aXT4d+BgNLFNgdVNe6WfwJ8FWDNJqTat4huN6bv7Sv3ismODybDTxaRMM9BM8uMAEtjkorSq3CPLHRcj036rvdnI23ueg6d4c0XRIBDpOmafpkW4DZp1lb2OSQxy7W8aSSnC4zK7sepY9KvS2kQLctnnJ+UZ+mFBU/Q49uTRRXGm3Zt31/Jx/z/LshFWSwiSQfMx4IIO3ByCc4Axnp0wDjpRRRU8z7/gv8vJfgUpSXX8F+qP/Z</image>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Incl. Lieferung von Ziegeln von drei Herstellern,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Echte Handstrichziegel, Format NF,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in optischer Anpassung an die verbleibenden Bestandswände.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bemusterung Mauerwerk und Fugenmörtel</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095764" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>43.000</Qty>
                    <QU>m2</QU>
                    <Description ID="6ade1507-229d-4a24-94c2-8839f880421f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Einschaliges Sichtmauerwerk im Untergeschoss,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als freistehende Wand,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">entsprechend vorhandenem Vorbild des Bestandsmauerwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Steinformat NF, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschließlich Fugenglattstrich beidseitig</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Wanddicke:	11,5 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Material: Vollziegel Festigkeitsklasse 12 als Echte Handstrichziegel</span>
                              <br />
                              <span style="background:#FFFFFF;">Format: Normalformat</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen: ca: 24 cm / 11,5 cm / 7,1 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Läuferverband,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Farbe: hell-braunrot entsprechend Bestand </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mörtelgruppe: IIa (Sackware) nach Bemusterung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">inkl. Kimm- und Höhenausgleichschichten</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mauerwerk Innenwand - Sichtmauerwerk; d: 11,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095765" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>24.000</Qty>
                    <QU>m2</QU>
                    <Description ID="19d289ea-949b-4aa6-a728-6302399e27c1">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Einschaliges Sichtmauerwerk im Untergeschoss,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Vorsatzschale,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">entsprechend vorhandenem Vorbild des Bestandsmauerwerks </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Steinformat NF, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschließlich Fugenglattstrich einseitig</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Wanddicke:	11,5 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Material: Vollziegel Festigkeitsklasse 12 als Echte Handstrichziegel</span>
                              <br />
                              <span style="background:#FFFFFF;">Format: Normalformat</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen: ca: 24 cm / 11,5 cm / 7,1 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Farbe: hell-braunrot entsprechend Bestand </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mörtelgruppe: IIa (Sackware) nach Bemusterung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">inkl. Kimm- und Höhenausgleichschichten </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und flächige Rückverankerung in vorhandenem Mauerwerk.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mauerwerk Innenwand - Sichtmauerwerk Vorsatzschale; d: 11,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095766" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>75.000</Qty>
                    <QU>m2</QU>
                    <Description ID="e2db41b6-8cc7-4c6f-9c50-0a18f93957e9">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Einschaliges Sichtmauerwerk im Untergeschoss,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als freistehende Wand,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">entsprechend vorhandenem Vorbild des Bestandsmauerwerks</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im Steinformat NF, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschließlich Fugenglattstrich beidseitig</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Wanddicke:	24 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Material: Vollziegel Festigkeitsklasse 12 als Echte Handstrichziegel</span>
                              <br />
                              <span style="background:#FFFFFF;">Format: Normalformat</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen: ca: 24 cm / 11,5 cm / 7,1 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Blockverband,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Farbe: hell-braunrot entsprechend Bestand </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mörtelgruppe: IIa (Sackware) nach Bemusterung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">inkl. Kimm- und Höhenausgleichschichten</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mauerwerk Innenwand - Sichtmauerwerk; d: 24 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095767" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>17.000</Qty>
                    <QU>m</QU>
                    <Description ID="e9967483-371d-4dff-82d0-74fa86da4d50">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausgleichsschicht am Wandkopf aus Mauerziegeln DIN EN 771-1 in Verbindung mit DIN 20000-401 oder DIN 105-100 oder nach Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe der Ausgleichsschicht bis 10 cm, Mauerwerksdicke 11,5 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ausgleichsschicht Mauerziegel Sichtmauerwerk; d: 11,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095768" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>23.000</Qty>
                    <QU>m</QU>
                    <Description ID="919d0e20-db14-4b75-a138-86658dccf0d7">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausgleichsschicht am Wandkopf aus Mauerziegeln DIN EN 771-1 in Verbindung mit DIN 20000-401 oder DIN 105-100 oder nach Zulassung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe der Ausgleichsschicht bis 10 cm, Mauerwerksdicke 24 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ausgleichsschicht Mauerziegel Sichtmauerwerk; d: 24 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095769" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>m</QU>
                    <Description ID="21ecf968-331b-4553-bbac-d6bcefa5c671">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für die Ausbildung von T-Stößen beim aufmauern,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Zulage</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">Mauerwerksdicke bis 11,5 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">T - Stoß Mauerwerk; d: 11,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095770" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m</QU>
                    <Description ID="5a29d2db-a380-46e5-a64f-6e706fab5a6a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für die Ausbildung von T-Stößen beim aufmauern,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Zulage</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">Mauerwerksdicke bis 24 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">T - Stoß Mauerwerk; d: 24 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095771" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>m</QU>
                    <Description ID="948ea261-2d21-4498-b08b-52749f69f4c4">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für die Ausbildung von sichtbaren Ecken beim aufmauern,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Zulage</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">Mauerwerksdicke bis 11,5 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ecke  Mauerwerk; d: 11,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095772" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>m</QU>
                    <Description ID="fcde6864-5f4f-47be-9feb-9748b77787e2">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für die Ausbildung von sichtbaren Ecken beim aufmauern,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Zulage</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">Mauerwerksdicke bis 24 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ecke  Mauerwerk; d: 24 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095773" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>12.000</Qty>
                    <QU>m</QU>
                    <Description ID="d92cfcd2-2c91-4cb8-b63b-afc5dcd24ccc">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Gleitender Anschluß F90 der vorbeschriebenen Wände </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">an Stahlbetondecken wie folgt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Einbohren von Federankern in die Decke, 4 St/m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  einmörteln in jeder Stoßfuge</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Herstellen eines geradlinigen Zwischenraums</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   von max. 30 mm zur UK.Rohdecke </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Verfüllen des Hohlraums vollflächig mit Steinwolle</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   .  Rohdichte: mind. 30 kg/m3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   .  nicht brennbar, Baustoffklasse A</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   .  Schmelzpunkt:  mind. 1000° C</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Verfugung in gesonderter Position</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wanddicke: 24 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Gleitender Anschluß F90, D=17,5 - 24 cm an Stb.Decken</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095774" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>24.000</Qty>
                    <QU>m</QU>
                    <Description ID="003ae5db-92cc-4e20-ad86-2bcf6e89331a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Verschließen der Fugen der gleitenden Anschlüsse </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">wie folgt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Fugenbreite: ca. 30 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Material: Brandschutzfugenmasse</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  mit bauaufsichtlicher Zulassung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Farbe: nach Herstellerfarbpalette und Wahl des AG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abrechnung je Wandseite</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Verschließen der Fugen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095775" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>40.000</Qty>
                    <QU>m</QU>
                    <Description ID="94030ac6-350c-4157-9700-a79298aa17c8">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mauerwerk mit Stumpfstoß </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">an vorh. Wand aus Mauerwerk oder Stahlbeton anschließen,</span>
                              <br />
                              <span style="background:#FFFFFF;">mit starren Anschlußwinkeln, Edelstahl, beim Aufmauern in vorh. Mauerwerk eindübeln. (12 St. / Meter)</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">Mauerwerksdicke bis 11,5 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Stumpfstoß Mauerwerk D bis 11,5cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095776" RNoPart="014">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>St</QU>
                    <Description ID="9ac5f560-f328-4e9d-8ad8-28b012358703">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Öffnungen beim Aufmauern, als Türöffnung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">lichte Breite über 1,51 bis 2,01 m, lichte Höhe über 2,13 bis 2,51 m, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in nichttragenden Trennwänden, Wanddicke 11,5 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung b. Aufmauern herst. B 1,51-2,01m H 2,13-2,51m D 11,5cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095777" RNoPart="015">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>St</QU>
                    <Description ID="a985fe70-b556-4f62-bb3a-ba89e5a5af98">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Öffnungen beim Aufmauern, als Türöffnung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">lichte Breite über 1,01 bis 1,51 m, lichte Höhe über 2,13 bis 2,51 m,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in nichttragenden Trennwänden, Wanddicke 24 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung b. Aufmauern herst. B 1,01 - 1,51 m; H 2,13 - 2,51 m; D 24 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095778" RNoPart="016">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="400111d4-8c58-4dd7-b701-5ce4ff0c4c52">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Öffnung beim Aufmauern </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Mauerwerkswänden für HLS-/Elt. - Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Größe: bis 500 cm2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wanddicke: bis 24 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung herstellen Wände, 500cm2, D=24 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095779" RNoPart="017">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="4ff33e74-4dbb-4923-919c-c71d9b5524f9">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Öffnung beim Aufmauern </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Mauerwerkswänden für HLS-/Elt. - Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Größe: bis 501 cm2 - 1.000 cm2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wanddicke: bis 24 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung herstellen Wände, 501 cm2 - 1.000 cm2; D= 24 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095780" RNoPart="018">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>St</QU>
                    <Description ID="d59347ce-9948-4237-a680-30be595dea5c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Austausch einzelner Mauerwerksziegel mit dem zur Wiederverwendung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gereinigten und eingelagerten Material auf Anordnung AG / OÜ in fertiger </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Leistung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">In dieser Leistung sind zu inkludieren:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   ausbauen der auszuwechselnden Mauersteine </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Transport zum / vom Zwischenlager ca. 200m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einsetzen der Mauerziegel mit Mörtelgruppe IIa </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   inkl. Fugenglattstrich als Sichtmauerwerk</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Austausch von einem Stein</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095781" RNoPart="019">
                    <UPBkdn>No</UPBkdn>
                    <Qty>30.000</Qty>
                    <QU>St</QU>
                    <Description ID="47cab0de-c7e9-4dc2-af70-336666c1f531">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Austausch 2 - 5  Mauerwerksziegel mit dem zur Wiederverwendung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gereinigten und eingelagerten Material auf Anordnung AG / OÜ in fertiger </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Leistung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">In dieser Leistung sind zu inkludieren:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   ausbauen der auszuwechselnden Mauersteine </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Transport zum / vom Zwischenlager ca. 200m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einsetzen der Mauerziegel mit Mörtelgruppe IIa </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   inkl. Fugenglattstrich als Sichtmauerwerk</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   abgerechnet wird der Austausch von bis zu 5 zusammenhängende Steinen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    als 1 Stück</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Austausch von 2 - 5 Steinen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095782" RNoPart="03">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Mauerwerk - Außenwände</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Remark ID="GW_3095783">
                    <Description ID="0a883223-02bc-4c41-ac91-433f42e2bcf4">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Dieser LV-Titel beschreibt das Ausmauern von Wandöffnungen in der Beton-Außenwand UG zu den Lichtschächten hin.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Öffnungen haben eine Höhe von ca. 80 cm und ein Breite von 360 cm.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Wandstärke beträgt 55 cm, die Ausmauerung ist in Wandstärke 49 cm auszuführen, je ca. 3,0 cm pro Seite eingerückt.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Lichtschächte sind nur ca. 60 cm breit und beengt zugänglich (vgl. z.B. schnitt KGD_D1_501</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Hinweise zur Kalkulation und Ausführung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Remark>
                  <Item ID="GW_3095784" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>45.000</Qty>
                    <QU>m</QU>
                    <Description ID="5d15e700-5520-42b0-8d1a-ddf60e601d3d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Waagerechte Abdichtung gegen Bodenfeuchte, DIN 18195-4, unter Wänden, aus Mauerwerk, Wanddicke 49 cm, Auflagerflächen mit Mörtel MG III abgleichen, aus Bitumenbahnen, Bitumen-Dachdichtungsbahn DIN EN 14967 - G 200 DD mit Glasgewebeeinlage 200 g/m2, einlagig, Anwendungstyp DIN V 20000-202 MSB (Mauersperrbahn), Stoßüberdeckung lose.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Dicke Mauerwerk:   ca. 49 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Streifenbreite der Abdichtungsbahn ca. 55 cm </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Waagerechte Abdichtung Bodenfeuchte Wand; d: 49 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095785" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>56.000</Qty>
                    <QU>St</QU>
                    <Description ID="7ab50127-1b67-48c8-9720-023a4b23ff75">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Maueranschlussschiene für stumpfen Anschlüsse von nichttragenden Mauerwerkswänden an vorhandene an Stahlbetonwände liefern und montieren</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Schiene Material: Edelstahl</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Profil 28/15</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Einzellänge ca. 0,8 m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  2 Stück pro seitlicher Leibung</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ankerschienen 28/15</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095786" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>19.000</Qty>
                    <QU>m3</QU>
                    <Description ID="eeb96279-e808-4baa-abd7-cc1e6e616a2a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mauerwerk DIN EN 1996 der Außenwand, für späteren Putzauftrag,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KS nach DIN EN 771-2 in Verbindung mit DIN 20000-402</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">oder nach Zulassung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Stoßfugenvermörtelung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Festigkeitsklasse 12, Rohdichteklasse 1,8,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Steinformate 2DF und 3DF im </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mauerwerksdicke 49 cm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mauermörtel MG II a DIN V 18580 oder DIN V 20000-412 nach Kategorie der DIN EN 998-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe bis 2,5 m, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einzelflächen ca. 2,9 m2.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	KGD </span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Untergeschoss </span>
                            </p>
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">	</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mauerwerk aus Kalksandsteinen; RDK 1,8; D 49 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095787" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>28.000</Qty>
                    <QU>St</QU>
                    <Description ID="b54db40c-b40c-4e32-bb1b-95747f4dc22b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mauerwerk mit Stumpfstoß an vorh. Wand aus Stahlbeton anschließen,</span>
                              <br />
                              <span style="background:#FFFFFF;">mit Mauerwerksankern Edelstahl,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Vorbeschriebene Ankerschiene in jeder Mörtelfuge einlegen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Preis pro Anschlußseite h=0,80m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit 10 Stück Mauerwerksankern</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Stumpfstoß Mauerwerk D 49 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095788" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>48.000</Qty>
                    <QU>m</QU>
                    <Description ID="44d974fe-0b64-4737-baf4-6e840548f063">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Quellmörtelfuge am Wandkopf,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mit schwindfreiem Unterstopfmörtel,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">zum darüber liegendem Betonsturz,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicke der Mörtelfuge 20-30 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Wanddicke 49 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Querllmörtelfuge Wandkopf</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095789" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>St</QU>
                    <Description ID="10835033-31ea-427e-a881-dd3dfb23e7c9">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Öffnungen beim Aufmauern, als Fensteröffnung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">lichte Breite über 0,51 bis 1,01 m, lichte Höhe bis 1,00 m,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Außenwand, Wanddicke 55 cm.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	KGD </span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Untergeschoss </span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Achse D.7 / Achse D.B - D.C</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung beim Aufmauern herstellen B 1,05 m H 0,80 m</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095790" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>St</QU>
                    <Description ID="4ddfc435-3502-4a6c-a3a8-9f5714255c43">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Öffnungen beim Aufmauern, als Fensteröffnung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">lichte Breite über 1,85  bis 2,01 m, lichte Höhe bis 1,00 m,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Außenwand, Wanddicke 55 cm.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	KGD </span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Untergeschoss </span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		Achse D.7 / Achse D.C - D.D</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung beim Aufmauern herstellen B 1,90 m H 0,80 m</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095791" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>38.000</Qty>
                    <QU>m2</QU>
                    <Description ID="9e065f77-5acd-48ef-b03e-ebc0eeef214b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">auf Ausmauerungsflächen aus Kalksandstein,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Zweilagig, Dicke 25 - 30 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">unter beengten Verhältnissen im Lichtschacht herstellen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">wie folgt:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Aufbrennsperre</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Spritzbewurf oder geeignete Haftspachtel</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Zementputz Putzmörtelgruppe PIII</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Oberfäche geeinget für Bitumendickbeschichtung</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Zementputz Außenseite</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095792" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>70.000</Qty>
                    <QU>m2</QU>
                    <Description ID="ad7e5720-60a8-4599-8e02-2037762f9ef6">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Reinigen der Lichtschachtwände</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">von Verschmtzung, wie folgt:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- vollflächiges händische Abbürsten mit geeignetem Reinigungsmittel</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Nachwaschen der gereinigten Flächen</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Reinigen der Lichtschachtwände Beton</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095793" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>100.000</Qty>
                    <QU>m2</QU>
                    <Description ID="fb8318d0-ae01-41a0-83b7-5d5966df81fc">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Abdichtung erdberührter Wände DIN 18533-1 und DIN 18533-3, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Raumnutzungsklasse RN2-E (übliche Anforderung), </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Wassereinwirkungsklasse W2.1-E (mäßige Einwirkung von drückendem Wasser bis 3 m Eintauchtiefe), </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Rissklasse R2-E (mäßig),</span>
                              <br />
                              <span style="background:#FFFFFF;">mit kunststoffmodifizierter Bitumen-Dickbeschichtung (PMBC), </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">2-schichtig, im Spachtelverfahren aufbringen, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Untergrund Beton und Zementputz,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">incl. Bitumenvoranstrich,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">im beengten Lichtschacht auf gesamter Außenwandfläche</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Abdichtung Wand W2.1-E PMBC 2-schichtig Spachtelverf Verstärkungseinlage</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095794" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>45.000</Qty>
                    <QU>m</QU>
                    <Description ID="67225c21-72a5-4941-8eb0-b68eb5821fb6">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Anschluß der Bitumendickbeschichtung der vorbeschriebenen Position</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">an die Lichtschachtquerwände wand wie folgt:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Ausbildung einer vertikalen Hohlkehle aus Bitumendickbeschichtung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Einlegen eines systemzugehörigen Armierungsgewebes b= 30 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Bitumendickbeschichtung 15 cm am Lichtschachtwand</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Anschluß zu Lichtschachtwand</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095795" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>100.000</Qty>
                    <QU>m2</QU>
                    <Description ID="209e8592-7028-4b31-aaa6-8079b1056b18">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Systemzugehörige Kunststoff-Noppenbahn,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dreilagig aus Vlies, Noppenbahn und Gleitfolie nach DIN 4095,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auf die Abdichtung der   gem. Herstellervorgaben aufbringen und befestigen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Noppenbahn, dreilagig</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
          </BoQBody>
        </BoQCtgy>
        <BoQCtgy ID="GW_3095796" RNoPart="09">
          <LblTx>
            <p>
              <span style="font-size:12pt;text-decoration:underline;background:#FFFFFF;">TITEL:  MAUERARBEITEN  KGE</span>
            </p>
          </LblTx>
          <NotApplBoQ>No</NotApplBoQ>
          <BoQBody>
            <Remark ID="GW_3095797">
              <Description ID="07edd946-4ce5-43df-9782-fb456dbed9bc">
                <CompleteText>
                  <DetailTxt>
                    <Text>
                      <p>
                        <span style="background:#FFFFFF;">Folgende Pläne sind für dieses LV-Kapitel zu beachten:</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_504-KGE I GR 1.OG-Baumeister I 1_50</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_504-KGE I GR 2.OG-Baumeister I 1_50</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Im Erdgeschoss des Gebäudes befindet sich im Bestand ein Vollziegel-Sichtmauerwerk.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Teil der Wände werden abgebrochen, Steine aus dem Abbruch für die Neuvermauerung vorbereitet (siehe LV-Kapitel Abbruch).</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Türöffnungen in den verbleibenden Sichtmauerwerkswänden werden vergrößert.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Es werden Leibungspfeiler ergänzt um die Türen nach außen zu versetzen.</span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">Hierfür werden die Bestandziegel verwendet.</span>
                      </p>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">In den beiden Obergeschossen werden Wände in Ziegelmauerwerk ergänzt.</span>
                      </p>
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">Hinweise zu Kalkulation und Ausführung</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
                  </OutlineText>
                </CompleteText>
              </Description>
            </Remark>
            <BoQCtgy ID="GW_3095798" RNoPart="01">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Mauerwerk - Innenwände</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3095799" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>m</QU>
                    <Description ID="1cf4ec60-91ea-4515-95cc-c34a9ba01611">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Waagerechte Abdichtung gegen Bodenfeuchte, DIN 18195-4, in oder unter Wänden, aus Mauerwerk, Wanddicke 11,5 cm, Auflagerflächen mit Mörtel MG III abgleichen, aus Bitumenbahnen, Bitumen-Dachdichtungsbahn DIN EN 14967 - G 200 DD mit Glasgewebeeinlage 200 g/m2, einlagig, Anwendungstyp DIN V 20000-202 MSB (Mauersperrbahn), Stoßüberdeckung lose.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mit je mind. 10 cm Überstand je Wandseite.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Dicke Mauerwerk:   ca. 11,5 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Streifenbreite der Abdichtungsbahn ca. 32 cm </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Untergeschoss</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Waagerechte Abdichtung Bodenfeuchte Wand; d: 11,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095800" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>22.000</Qty>
                    <QU>m</QU>
                    <Description ID="975a6a2d-019a-4a6d-be45-84e21fe26a95">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Waagerechte Abdichtung gegen Bodenfeuchte, DIN 18195-4, in oder unter Wänden, aus Mauerwerk, Wanddicke 11,5 cm, Auflagerflächen mit Mörtel MG III abgleichen, aus Bitumenbahnen, Bitumen-Dachdichtungsbahn DIN EN 14967 - G 200 DD mit Glasgewebeeinlage 200 g/m2, einlagig, Anwendungstyp DIN V 20000-202 MSB (Mauersperrbahn), Stoßüberdeckung lose.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mit je mind. 10 cm Überstand je Wandseite.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Dicke Mauerwerk:   ca. 1,5 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Streifenbreite der Abdichtungsbahn ca. 38 cm </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Untergeschoss</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Waagerechte Abdichtung Bodenfeuchte Wand; d: 17,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095801" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>11.000</Qty>
                    <QU>m</QU>
                    <Description ID="7a768323-7716-48ce-b87a-2c3c28ed8cdd">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Waagerechte Abdichtung gegen Bodenfeuchte, DIN 18195-4, in oder unter Wänden, aus Mauerwerk, Wanddicke 25 cm, Auflagerflächen mit Mörtel MG III abgleichen, aus Bitumenbahnen, Bitumen-Dachdichtungsbahn DIN EN 14967 - G 200 DD mit Glasgewebeeinlage 200 g/m2, einlagig, Anwendungstyp DIN V 20000-202 MSB (Mauersperrbahn), Stoßüberdeckung lose.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mit je mind. 10 cm Überstand je Wandseite.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Dicke Mauerwerk:   ca. 24 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Streifenbreite der Abdichtungsbahn ca. 45 cm </span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	Untergeschoss</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Waagerechte Abdichtung Bodenfeuchte Wand; d: 24 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095802" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>70.000</Qty>
                    <QU>m2</QU>
                    <Description ID="47ff9e2a-7992-481a-b83f-f9ef0f6b1886">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mauerwerk DIN EN 1996 der Innenwand, für späteren Putzauftrag, Blockziegel DIN EN 771-1 in Verbindung mit DIN 20000-401 oder DIN 105-100 oder nach Zulassung, HLz, Festigkeitsklasse 12, Rohdichteklasse 1,4, Mauerwerksdicke 11,5 cm, Mauermörtel MG II a DIN V 18580 oder DIN V 20000-412 nach Kategorie der DIN EN 998-2, Höhe bis 3,7 m, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auch in Einzelflächen über 3 bis 5 m2.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: KGE alle Geschosse</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mauerwerk Innenwand HLz SFK12 RDK1,4 D 11,5cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095803" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>14.000</Qty>
                    <QU>m</QU>
                    <Description ID="20d90811-b5b5-4d07-95ca-8be4aece8432">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausgleichsschicht am Wandkopf aus Mauerziegeln DIN EN 771-1 in Verbindung mit DIN 20000-401 oder DIN 105-100 oder nach Zulassung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe der Ausgleichsschicht bis 10 cm, Mauerwerksdicke 11,5 cm.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ausgleichsschicht Mauerziegel  d: 11,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095804" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>St</QU>
                    <Description ID="ede49f90-9c19-4801-89b4-681c5156f752">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Öffnungen beim Aufmauern, als Türöffnung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">lichte Breite über 0,51 bis 1,01 m, lichte Höhe bis 2,135 m,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in nichttragenden Trennwänden, Wanddicke 11,5 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung b. Aufmauern herst. B 1,01m H 2,135m D 11,5cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095805" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>St</QU>
                    <Description ID="92bc89ad-786e-49e3-9d1d-25bf63fe9f85">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Öffnung überdecken mit Ziegelsturz nach bauaufsichtlicher Zulassung/Typenstatik, tragend gemäß Statik, Sturzhöhe 11,3 cm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sturzbreite 11,5 cm, Wanddicke 11,5 cm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">größte Rohbaubreite der Öffnung 126 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ziegelsturz D 11,5cm B 126cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095806" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>68.000</Qty>
                    <QU>m</QU>
                    <Description ID="eb04f1bd-2fbf-43d1-8b86-3ac4a041db5a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mauerwerk mit Stumpfstoß </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">an vorh. Wand aus Mauerwerk oder Stahlbeton anschließen,</span>
                              <br />
                              <span style="background:#FFFFFF;">mit starren Anschlußwinkeln, Edelstahl, beim Aufmauern in vorh. Mauerwerk eindübeln. (4 St. / Meter)</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">Mauerwerksdicke bis 11,5 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Stumpfstoß Mauerwerk D bis 11,5cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095807" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>21.000</Qty>
                    <QU>m</QU>
                    <Description ID="77c7976e-afe3-46f3-a152-b2cf506e277f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Gleitender Anschluß der vorbeschriebenen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nichttragenden Wände </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">an Stahlbetondecken wie folgt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Einbohren von Federankern in die Decke, 4 St/m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  einmörteln in jeder Stoßfuge</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Herstellen eines geradlinigen Zwischenraums</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   von max. 30 mm zur UK.Rohdecke </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Verfüllen des Hohlraums vollflächig mit Steinwolle</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   .  Rohdichte: mind. 30 kg/m3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   .  nicht brennbar, Baustoffklasse A</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   .  Schmelzpunkt:  mind. 1000° C</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Verfugung in gesonderter Position</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wanddicke: 11,5 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Gleitender Anschluß, D=11,5 cm an Stb.Decken</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095808" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>13.000</Qty>
                    <QU>m2</QU>
                    <Description ID="28cf7446-38dc-4795-857f-80d38865d952">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ertüchtigung der Wandschotten unter Treppenpodest mit Mauerwerk </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">DIN EN 1996 der Innenwand, für späteren Putzauftrag, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Blockziegel DIN EN 771-1 in Verbindung mit DIN 20000-401 oder DIN 105-100 oder nach Zulassung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">HLz, Festigkeitsklasse 12, Rohdichteklasse 1,4, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mauerwerksdicke 17,5 cm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mauermörtel MG II a DIN V 18580 oder DIN V 20000-412 </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Kategorie der DIN EN 998-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe bis 1,60 m, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auch  in Einzelflächen über 3 bis 5 m2.</span>
                            </p>
                            <p />
                            <p>
                              <image width="192" 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</image>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Erdgeschoss</span>
                            </p>
                            <p style="tab-stops:20mm 40mm 60mm;">
                              <span style="background:#FFFFFF;">			Achse E.A - E.B  / Achse E.3 - E.4</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_ A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_c</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_c</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mauerwerk Innenwand HLz SFK12 RDK1,4 D 17,5cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095809" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>64.000</Qty>
                    <QU>m2</QU>
                    <Description ID="07c269e0-2b39-4b4a-96c1-8f9d886c64db">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">DIN EN 1996 der Innenwand, für späteren Putzauftrag, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Blockziegel DIN EN 771-1 in Verbindung mit DIN 20000-401 oder DIN 105-100 oder nach Zulassung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">HLz, Festigkeitsklasse 12, Rohdichteklasse 1,4 </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mauerwerksdicke 17,5 cm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mauermörtel MG II a DIN V 18580 oder DIN V 20000-412 </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Kategorie der DIN EN 998-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe bis 2,50 m, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auch  in Einzelflächen über 3 bis 5 m2.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Alle Geschosse</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mauerwerk Innenwand HLz SFK12 RDK1,4 D 17,5cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095810" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>28.000</Qty>
                    <QU>m</QU>
                    <Description ID="c72f1834-914e-4c73-8878-5a260d39aadc">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausgleichsschicht am Wandkopf aus Mauersteinen, aus Mauerziegeln DIN EN 771-1 in Verbindung mit DIN 20000-401 oder DIN 105-100 oder nach Zulassung, Höhe der Ausgleichsschicht bis 10 cm, Mauerwerksdicke 17,5 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ausgleichsschicht Wandkopf Mauersteine Mauerziegel D 17,5cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095811" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>St</QU>
                    <Description ID="aba85f0c-e4bb-4dab-907e-d270ad048af3">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Öffnungen beim Aufmauern, als Türöffnung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">lichte Breite über 1,01 bis 1,51 m, lichte Höhe bis 2,135 m, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in nichttragenden Trennwänden, Wanddicke 17,5cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung b. Aufmauern herst. B 1,15 m H  2,135 m D 17,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095812" RNoPart="014">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>St</QU>
                    <Description ID="a74fae20-fc6b-40c6-a09b-657953ebff71">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Öffnung überdecken mit Ziegelsturz nach bauaufsichtlicher Zulassung/Typenstatik, tragend gemäß Statik, Sturzhöhe 11,3 cm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sturzbreite 17,5 cm, Wanddicke 17,5 cm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">größte Rohbaubreite der Öffnung 126 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ziegelsturz D 17,5cm B 126cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095813" RNoPart="015">
                    <UPBkdn>No</UPBkdn>
                    <Qty>28.000</Qty>
                    <QU>m</QU>
                    <Description ID="b546c63d-d2e7-42cd-81a4-f1e8a2899550">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Gleitender Anschluß F90 der vorbeschriebenen </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nichttragenden Wände </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">an Stahlbetondecken wie folgt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Einbohren von Federankern in die Decke, 4 St/m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">  einmörteln in jeder Stoßfuge</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Herstellen eines geradlinigen Zwischenraums</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   von max. 30 mm zur UK.Rohdecke </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Verfüllen des Hohlraums vollflächig mit Steinwolle</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   .  Rohdichte: mind. 30 kg/m3</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   .  nicht brennbar, Baustoffklasse A</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   .  Schmelzpunkt:  mind. 1000° C</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Verfugung in gesonderter Position</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wanddicke: 17,5 - 24 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Gleitender Anschluß F90, D=17,5 - 24 cm an Stb.Decken</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095814" RNoPart="016">
                    <UPBkdn>No</UPBkdn>
                    <Qty>56.000</Qty>
                    <QU>m</QU>
                    <Description ID="e1db8e83-f9af-4b23-9de0-5b855997fb87">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Verschließen der Fugen der gleitenden Anschlüsse </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">wie folgt</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Fugenbreite: ca. 30 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Material: Brandschutzfugenmasse</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  mit bauaufsichtlicher Zulassung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Farbe: nach Herstellerfarbpalette und Wahl des AG</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Abrechnung je Wandseite</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Verschließen der Fugen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095815" RNoPart="017">
                    <UPBkdn>No</UPBkdn>
                    <Qty>33.000</Qty>
                    <QU>m</QU>
                    <Description ID="0a80caee-9c73-45a4-bebf-9ebb875e6bc7">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mauerwerk mit Stumpfstoß an vorh. Wand aus Mauerwerk anschließen,</span>
                              <br />
                              <span style="background:#FFFFFF;">mit korrosionsfreien Dübelanker, beim Aufmauern in vorh. Mauerwerk eindübeln.</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">Mauerwerksdicke über 17,5 bis 24 cm.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		Alle Geschosse</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">gemäß Zeichnung Nr. </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_00_504-KGE I GR EG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_01_504-KGE I GR 1.OG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_GR_02_504-KGE I GR 2.OG-Baumeister I 1_50</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_A_KGE_AR_SC_E1_501-KGE I Schnitt E1</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_00_002_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_01_003_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_GR_02_004_b</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">KUE_G_KGE_TP_SC_XX_005_b</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Stumpfstoß Mauerwerk D 17,5-24cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095816" RNoPart="018">
                    <UPBkdn>No</UPBkdn>
                    <Qty>32.000</Qty>
                    <QU>m3</QU>
                    <Description ID="4504b5c4-fce2-4885-b228-20a7da3be136">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Tragend, Bereich Treppenhaus,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mauerwerk DIN EN 1996 der Innenwand, für späteren Putzauftrag, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Blockziegel DIN EN 771-1 in Verbindung mit DIN 20000-401 oder DIN 105-100 oder nach Zulassung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">HLz, Festigkeitsklasse 12, Rohdichteklasse 1,8, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mauerwerksdicke 24 cm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mauermörtel MG II a DIN V 18580 oder DIN V 20000-412 </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach Kategorie der DIN EN 998-2, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe bis 3,6 m,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auch in Einzelflächen über 3 bis 5 m2.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:		KGE - Alle Geschosse</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mauerwerk Innenwand HLz SFK12 RDK1,8 D 24cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095817" RNoPart="019">
                    <UPBkdn>No</UPBkdn>
                    <Qty>39.000</Qty>
                    <QU>m</QU>
                    <Description ID="8bb67f22-a38f-42ca-a214-13a6ab15cbfd">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausgleichsschicht am Wandkopf aus Mauersteinen, aus Mauerziegeln DIN EN 771-1 in Verbindung mit DIN 20000-401 oder DIN 105-100 oder nach Zulassung, Höhe der Ausgleichsschicht bis 15 cm, Mauerwerksdicke 24 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ausgleichsschicht Wandkopf Mauersteine Mauerziegel H 12,5-15cm D 24cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095818" RNoPart="020">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>St</QU>
                    <Description ID="d1d2f10d-d483-4cb0-a760-a6bf3fc2c8c5">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Öffnungen beim Aufmauern, als Türöffnung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">lichte Breite über 1,01 bis 1,51 m, lichte Höhe bis 2,135 m, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in nichttragenden Trennwänden, Wanddicke 17,5cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung b. Aufmauern herst. B 1,15 m H  2,135 m D 24 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095819" RNoPart="021">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>St</QU>
                    <Description ID="2b256c31-0262-432e-aebe-cc5a20ac8d99">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Öffnung überdecken mit Ziegelsturz nach bauaufsichtlicher Zulassung/Typenstatik, tragend gemäß Statik, Sturzhöhe 11,3 cm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sturzbreite 24 cm, Wanddicke 24 cm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">größte Rohbaubreite der Öffnung 126 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ziegelsturz D 24 cm B 126 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095820" RNoPart="022">
                    <UPBkdn>No</UPBkdn>
                    <Qty>26.000</Qty>
                    <QU>m</QU>
                    <Description ID="d0a7a64f-1204-4557-9514-595a39fbc7df">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mauerwerk mit Stumpfstoß an vorh. Wand aus Mauerwerk anschließen,</span>
                              <br />
                              <span style="background:#FFFFFF;">mit starren Anschlußwinkeln, Edelstahl, beim Aufmauern in vorh. Mauerwerk eindübeln. (4 St. / Meter)</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">Mauerwerksdicke über 17,5 bis 24 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Stumpfstoß Mauerwerk D 17,5-24cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095821" RNoPart="023">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>m</QU>
                    <Description ID="dbbab6f3-fdba-4832-ab62-9b72a6b089a5">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für die Ausbildung von sichtbaren Ecken beim aufmauern,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Zulage</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">Mauerwerksdicke bis 17,5 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ecke  Mauerwerk; d: 17.5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095822" RNoPart="024">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>m</QU>
                    <Description ID="55f1afa3-c0b6-4bd3-ae43-62fd452089ed">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Mehrpreis für die Ausbildung von sichtbaren Ecken beim aufmauern,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">als Zulage</span>
                            </p>
                            <p>
                              <br />
                              <span style="background:#FFFFFF;">Mauerwerksdicke bis 24 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ecke  Mauerwerk; d: 24 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095823" RNoPart="025">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>St</QU>
                    <Description ID="729ac04d-2ac3-4ce7-a8b6-6767ebf0344f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Öffnung beim Aufmauern </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Mauerwerkswänden für HLS-/Elt. - Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Größe: bis 500 cm2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wanddicke: bis 11,5 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung herstellen Wände, 500 cm2, D = 11,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095824" RNoPart="026">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>St</QU>
                    <Description ID="543af5fb-fa69-4618-8103-9ff8991ac333">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Öffnung beim Aufmauern </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Mauerwerkswänden für HLS-/Elt. - Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Größe: bis 501 cm2 - 1.000 cm2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wanddicke: bis 11,5 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung herstellen Wände, 501 cm2 - 1.000 cm2;  D = 11,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095825" RNoPart="027">
                    <UPBkdn>No</UPBkdn>
                    <Qty>12.000</Qty>
                    <QU>St</QU>
                    <Description ID="bf1ce050-7961-49bc-b0ec-4c8f1ccb9b63">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Öffnung beim Aufmauern </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Mauerwerkswänden für HLS-/Elt. - Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Größe: bis 501 cm2  cm2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wanddicke: bis 17,5 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung herstellen Wände, 501 cm2;  D = 17,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095826" RNoPart="028">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="9a913acf-a323-4d06-b4f9-93ff35df7445">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellen von Öffnung beim Aufmauern </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Mauerwerkswänden für HLS-/Elt. - Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Größe: bis 501 cm2 - 1.000 cm2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wanddicke: bis 11,5 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung herstellen Wände, 501 cm2 - 1.000 cm2;  D = 17,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095827" RNoPart="029">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>St</QU>
                    <Description ID="1cfbdeaa-0cdb-455f-8bb8-e23f117cb6e6">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schließen von nicht mehr benötigten Öffnung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Mauerwerkswänden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Mauersteinen und Quellmörtel,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Größe: bis 500 cm2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wanddicke: bis 11,5 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung schließen Wände, 500 cm2, D = 11,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095828" RNoPart="030">
                    <UPBkdn>No</UPBkdn>
                    <Qty>18.000</Qty>
                    <QU>St</QU>
                    <Description ID="cc8f61b1-5dd1-4df5-b172-3e2392b3a8b3">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schließen von nicht mehr benötigten Öffnung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Mauerwerkswänden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Mauersteinen und Quellmörtel,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Größe: bis 501 cm2 - 1.000 cm2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wanddicke: bis 11,5 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung schließen Wände, 501 cm2 - 1.000 cm2;  D = 11,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095829" RNoPart="031">
                    <UPBkdn>No</UPBkdn>
                    <Qty>13.000</Qty>
                    <QU>St</QU>
                    <Description ID="933ba81e-ff37-40d4-bc26-da86d34ff152">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schließen von nicht mehr benötigten Öffnung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Mauerwerkswänden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Mauersteinen und Quellmörtel,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Größe: bis 501 cm2  cm2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wanddicke: bis 17,5 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung schließen Wände, 501 cm2;  D = 17,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095830" RNoPart="032">
                    <UPBkdn>No</UPBkdn>
                    <Qty>8.000</Qty>
                    <QU>St</QU>
                    <Description ID="a0df30af-88b0-45b8-8151-1b847f31a5cd">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schließen von nicht mehr benötigten Öffnung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Mauerwerkswänden </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Mauersteinen und Quellmörtel,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Größe: bis 501 cm2 - 1.000 cm2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wanddicke: bis 17,5 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung schließen Wände, 501 cm2 - 1.000 cm2;  D = 17,5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095831" RNoPart="033">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="ebca0474-6260-48e1-b83b-9f9b905cc774">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schließen von nicht mehr benötigten Öffnung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Stahlbetonwänden </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Mauersteinen und Quellmörtel,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Größe: bis 1.001 cm2 - 1.500 cm2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Wanddicke: 24 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung schließen Wände, 1.001 cm2 - 1.500 cm2;  D = 24 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095832" RNoPart="034">
                    <UPBkdn>No</UPBkdn>
                    <Qty>35.000</Qty>
                    <QU>m</QU>
                    <Description ID="2db22f1c-aa8e-416e-8e82-75dafadb58b6">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Schließen von nicht mehr benötigtem Wanschlitz</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">in Stahlbetonwänden </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Mauersteinen und Quellmörtel,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Schlitzbreite 20-25 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Schlitztiefe 12 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Wandschlitz schließen Wände, b=25, t=12 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095833" RNoPart="02">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Sichtmauerwerk</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3095834" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>St</QU>
                    <Description ID="9175a04d-8124-47df-bb3c-8ee6b744960a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bemusterung Fugenmauerwerk zur Wahl des farblich passenden Fugenmörtels </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einzelgröße b/h ca. 1,0/0,70 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Fugenmörtel "hell".</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Incl. Abbruch nach erfolgter Freigabe.</span>
                            </p>
                            <p />
                            <p>
                              <image width="335" 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</image>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ziegel aus gereinigten Ziegeln aus Bestand verwenden.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bemusterung Fugenmauerwerk</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095835" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>m2</QU>
                    <Description ID="e3c36428-e531-400e-ae44-8ad3fa20e95b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Sichtmauerwerk auf vorhandener Bodenplatte  entsprechend </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">vorhandenem Vorbild des Bestandsmauerwerks im Steinformat 24/17,5/7,1 </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">einschließlich Fugenglattstrich in fertiger Leistung herstellen.</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Wanddicke:	17,5 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Material: Vollziegel aus Bestand (ohne Lieferung)</span>
                              <br />
                              <span style="background:#FFFFFF;">Transport vom Zwischenlager ca. 200m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Format: Steinhöhe wie Normalformat, jedoch Steinbreite 17,5 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessungen: ca: 24 cm / 17,5 cm / 7,1 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Farbe: braunrot im Bestand </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mörtelgruppe: IIa </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Vollsteine vermauert in Normalmauermörtel nach DIN V 18580 </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach erfolgter Farbbemusterung</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung als Wandpfeiler mit Breite 0,55, Höhe 3,25 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: Erdgeschoss</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mauerwerk Innenwand - Sichtmauerwerk; d: 17,5 cm, Pfeiler</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095836" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>St</QU>
                    <Description ID="df0d68a1-5fbe-48df-b450-7e1165747355">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Sichtmauerwerk wie vorher beschrieben</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung als Verschluss einer Wandöffnung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Breite 1,01, Höhe 2,35 m</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsbereich: Erdgeschoss</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mauerwerk Innenwand - Sichtmauerwerk; d: 17,5 cm, Öffnung schließen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095837" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>m</QU>
                    <Description ID="c1e804fb-4f41-46ac-8557-4b6a0716f291">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausgleichsschicht am Wandfuß aus </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Höhe der Ausgleichsschicht bis 5 cm, Mauerwerksdicke 17,5 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ausgleichsschicht Mauerziegel Sichtmauerwerk;  d: 17.5 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095838" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>26.000</Qty>
                    <QU>m</QU>
                    <Description ID="2fe2e1d7-8e29-4e42-88ed-7631f239d785">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Anschluss des neuen (wieder eingebauten) Mauerwerks </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Verzahnung seitlich ins Bestandsmauerwerk</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verzahnung in jeder zweiten Fuge (6 St/ pro m)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Ausklinkung aller Steine gem. Grundiss.</span>
                              <br />
                              <span style="background:#FFFFFF;">Mauerwerksdicke  17,5 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Anschluss Bestandsmauerwerk mit Verzahnung und Ausklinkung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095839" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m</QU>
                    <Description ID="4e8fe106-ad02-495f-b467-9fe4c0b5fb42">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Anschluss des neuen (wieder eingebauten) Mauerwerks </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Verzahnung seitlich ins Bestandsmauerwerk</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verzahnung in jeder zweiten Fuge (6 St/ pro m)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Mauerwerksdicke  17,5 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Anschluss Bestandsmauerwerk mit Verzahnung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095840" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>30.000</Qty>
                    <QU>St</QU>
                    <Description ID="3c588c1b-d77d-4a2d-975b-eba9b89b660a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Austausch einzelner Mauerwerksziegel mit dem zur Wiederverwendung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gereinigten und eingelagerten Material auf Anordnung AG / OÜ in fertiger </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Leistung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">In dieser Leistung sind zu inkludieren:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   ausbauen der auszuwechselnden Mauersteine einschl. Entsorgung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einsetzen der Mauerziegel mit Mörtelgruppe IIa, Mörtel nach Bemusterung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   inkl. Fugenglattstrich als Sichtmauerwerk</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Austausch von einem Stein</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095841" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>St</QU>
                    <Description ID="42ff410e-4f53-40b5-819f-2a01e56975a8">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Austausch 2 - 5  Mauerwerksziegel mit dem zur Wiederverwendung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gereinigten und eingelagerten Material auf Anordnung AG / OÜ in fertiger </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Leistung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">In dieser Leistung sind zu inkludieren:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   ausbauen der auszuwechselnden Mauersteine einschl. Entsorgung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einsetzen der Mauerziegel mit Mörtelgruppe IIa, Mörtel nach Bemusterung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   inkl. Fugenglattstrich als Sichtmauerwerk</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   abgerechnet wird der Austausch von bis zu 5 zusammenhängende Steinen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">    als 1 Stück</span>
                            </p>
                            <p />
                            <p style="tab-stops:20mm;">
                              <span style="background:#FFFFFF;">Ausführungsbereich:	KGD </span>
                            </p>
                            <p style="tab-stops:20mm 40mm;">
                              <span style="background:#FFFFFF;">		alle Geschosse</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Austausch von 2 - 5 Steinen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
          </BoQBody>
        </BoQCtgy>
        <BoQCtgy ID="GW_3095882" RNoPart="10">
          <LblTx>
            <p>
              <span style="font-size:12pt;text-decoration:underline;background:#FFFFFF;">TITEL:  ÖFFNUNGEN  /  SCHLITZE / BOHRUNGEN</span>
            </p>
          </LblTx>
          <NotApplBoQ>No</NotApplBoQ>
          <BoQBody>
            <Remark ID="GW_3095883">
              <Description ID="0bd71c73-6fe9-43ad-bdd1-84e88c340a8a">
                <CompleteText>
                  <DetailTxt>
                    <Text>
                      <p />
                      <p>
                        <span style="background:#FFFFFF;">Nachfolgend in diesem Titel beschriebenen Leistungspositionen </span>
                      </p>
                      <p>
                        <span style="background:#FFFFFF;">gelten sowohl für die Gebäude KGD und KGE</span>
                      </p>
                      <p />
                    </Text>
                  </DetailTxt>
                  <OutlineText>
                    <OutlTxt>
                      <TextOutlTxt>
                        <p>
                          <span style="background:#FFFFFF;">Hinweise zur Kalkulation und Ausführung</span>
                        </p>
                      </TextOutlTxt>
                    </OutlTxt>
                  </OutlineText>
                </CompleteText>
              </Description>
            </Remark>
            <BoQCtgy ID="GW_3095884" RNoPart="01">
              <LblTx>
                <p>
                  <span style="font-size:11pt;text-decoration:underline;background:#FFFFFF;">Wandöffnungen in Stahlbeton</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3095889" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>St</QU>
                    <Description ID="49699575-d51e-4b34-a4fe-7025627c1941">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stahlbetonwände aus Ortbeton wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicken d: ca. 25 cm,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Öffnungen herstellen für Installationsdurchführungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Größen bis 0,10 m2, rechteckig, inkl. Schalung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Leistung einschl. Erschwernis bei der Bewehrungsführung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">inkl. Randschalung, umlaufend.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnungen herst. in neuen Stb.-Wänden, Größen bis 0,10 m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095890" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>28.000</Qty>
                    <QU>St</QU>
                    <Description ID="de5b0239-534b-40ce-ab19-3ece0d2f79f8">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stahlbetonwände aus Ortbeton wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicken d: ca. 25 cm,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Öffnungen herstellen für Installationsdurchführungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Größen &gt; 0,10 - 0,25 m2, rechteckig inkl. Schalung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Leistung einschl. Erschwernis bei der Bewehrungsführung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">inkl. Randschalung, umlaufend.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnungen herst. in neuen Stb.-Wänden, Größen &gt; 0,10 - 0,25 m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095896" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>18.000</Qty>
                    <QU>m</QU>
                    <Description ID="fb36641a-ed03-4541-80f5-4211250461fa">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Wandschlitz in Stahlbetonwänden für HLS-/ Elt. - Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">entsprechend Planung auf Anforderung OÜ und Freigabe Tragwerksplaner  </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Querschnitt: ca. 10/10 - 15/15 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Länge:  variabel.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Wandschlitz herstellen in neuen Stahlbeton, ca. 10/10 - 15/15cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095897" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>m</QU>
                    <Description ID="4427b11d-bd6d-442e-9a04-72e95bac5c5c">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Wandschlitz in Stahlbetonwänden für HLS-/ Elt. - Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">entsprechend Planung auf Anforderung OÜ und Freigabe Tragwerksplaner  </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Querschnitt: ca. 30/12 - 45/12 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Länge:  variabel.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Wandschlitz herstellen in neuen Stahlbeton, ca. 30/12 - 45/12 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095900" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>50.000</Qty>
                    <QU>St</QU>
                    <Description ID="e78f6586-8fc9-4224-bf4f-b68581719b60">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stahlbetonwände aus Ortbeton wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicken d: ca. 25-55 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Öffnungen mit eingebauten Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Öffnung schließen - </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausgießen Restbereiche mit Beton, inkl. Schalung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bei Gesamtöffnungsgrößen bis 0,10 m2, rechteckig,</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung schließen, Größen bis 0,10 m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095901" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="cbe5c9d4-d057-4016-8abe-28b8bc2ba6a1">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stahlbetonwände aus Ortbeton wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicken d: ca. 25-55 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Öffnungen mit eingebauten Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Öffnung schließen - </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausgießen Restbereiche mit Beton, inkl. Schalung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bei Gesamtöffnungsgrößen &gt; 0,10 m2 bis 0,25 m2, rechteckig,</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung schließen, Größen &gt;  0,10 m2 bis 0,25 m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095902" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>St</QU>
                    <Description ID="998746e8-578b-4b43-b714-1a8eb64cd529">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stahlbetonwände aus Ortbeton wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicken d: ca. 25 - 55 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Öffnungen mit eingebauten Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Öffnung schließen - </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausgießen Restbereiche mit Beton, inkl. Schalung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bei Gesamtöffnungsgrößen  &gt; 0,25 - 0,50 m2, rechteckig,</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung schließen, Größen &gt;  0,25 m2  bis  0,50 m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095906" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>60.000</Qty>
                    <QU>m</QU>
                    <Description ID="3f35c9c6-c9d8-470d-9740-dbd3679b326e">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Wandschlitz in Stahlbetonwänden mit verlegten Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bündig mit der Wandoberfläche einschalen und ausbetonieren</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Querschnitt: ca. 5 cm / 5 cm - 10 cm / 10 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Länge:  variabel.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Wandschlitz schließen in Stahlbeton, ca. 5 cm / 5 cm  - 10 cm / 10 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095907" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>50.000</Qty>
                    <QU>m</QU>
                    <Description ID="d50c6a7a-6fbc-46da-a162-55880a082c29">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Wandschlitz in Stahlbetonwänden mit verlegten Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bündig mit der Wandoberfläche einschalen und ausbetonieren</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Querschnitt: ca. 10 cm / 10 cm - 15 cm / 15 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Länge:  variabel.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Wandschlitz schließen in Stahlbeton, ca. 10 cm / 10 cm  - 15 cm / 15 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095908" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>35.000</Qty>
                    <QU>m</QU>
                    <Description ID="05aa5109-cefb-4dc0-a355-926db839e666">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Wandschlitz in Stahlbetonwänden mit verlegten Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bündig mit der Wandoberfläche einschalen und ausbetonieren</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Querschnitt: ca. 15 cm / 15 cm - 20 cm / 20 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Länge:  variabel.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Wandschlitz schließen in Stahlbeton, ca. 15 cm / 15 cm  - 20 cm / 20 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095912" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>60.000</Qty>
                    <QU>St</QU>
                    <Description ID="fe845ce7-0a17-4e15-b0bd-fefbf51de805">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bohrungen entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bohrungen Ø 20 mm - 40 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">durch Stahlbetonwände d: bis ca. 55 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bohrungen herstellen in Stahlbeton, Ø  20 mm - 40 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095913" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="e8b10e68-d55b-43d1-9cfd-6950d8beab65">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Kernbohrung in Wänden aus Stahlbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Untergrundfläche senkrecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   senkrecht zur Untergrundfläche (waagerecht zum Fußboden),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrdurchmesser 50 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrtiefe über 20 bis 30 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einschl. Lösen des Bohrkerns aus dem Gefüge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Arbeitshöhe bis 4 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung in allen Geschossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø 50 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095914" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="c1a45236-0649-4412-8867-5e0151b500fc">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Kernbohrung in Wänden aus Stahlbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Untergrundfläche senkrecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   senkrecht zur Untergrundfläche (waagerecht zum Fußboden),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrdurchmesser 80 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrtiefe über 20 bis 30 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einschl. Lösen des Bohrkerns aus dem Gefüge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Arbeitshöhe bis 4 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung in allen Geschossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø 80 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095915" RNoPart="014">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>St</QU>
                    <Description ID="14e8dbe3-0b70-42d7-b703-adf28bd64159">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Kernbohrung in Wänden aus Stahlbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Untergrundfläche senkrecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   senkrecht zur Untergrundfläche (waagerecht zum Fußboden),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrdurchmesser 100 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrtiefe über 20 bis 30 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einschl. Lösen des Bohrkerns aus dem Gefüge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Arbeitshöhe bis 4 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung in allen Geschossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø 100 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095916" RNoPart="015">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>St</QU>
                    <Description ID="e64abadf-5752-4254-8d53-9765c3ad43be">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Kernbohrung in Wänden aus Stahlbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Untergrundfläche senkrecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   senkrecht zur Untergrundfläche (waagerecht zum Fußboden),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrdurchmesser 125 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrtiefe über 20 bis 30 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einschl. Lösen des Bohrkerns aus dem Gefüge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Arbeitshöhe bis 4 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung in allen Geschossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø 125 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095917" RNoPart="016">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>St</QU>
                    <Description ID="9335d6a7-e8dd-482c-982c-0ff07f42e0c2">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Kernbohrung in Wänden aus Stahlbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Untergrundfläche senkrecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   senkrecht zur Untergrundfläche (waagerecht zum Fußboden),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrdurchmesser 150 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrtiefe über 20 bis 30 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einschl. Lösen des Bohrkerns aus dem Gefüge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Arbeitshöhe bis 4 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung in allen Geschossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø 150 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096279" RNoPart="017">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>St</QU>
                    <Description ID="b5b87d77-825e-4be6-b41e-c8a7597f18aa">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Kernbohrung in Wänden aus Stahlbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Untergrundfläche senkrecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   senkrecht zur Untergrundfläche (waagerecht zum Fußboden),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrdurchmesser 150 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrtiefe über 50 bis 60 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einschl. Lösen des Bohrkerns aus dem Gefüge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Arbeitshöhe bis 4 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung in allen Geschossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø 150 mm, b=55cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095918" RNoPart="018">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>St</QU>
                    <Description ID="c225115b-3d63-467f-9d84-a34dd8cd728d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Kernbohrung in Wänden aus Stahlbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Untergrundfläche senkrecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   senkrecht zur Untergrundfläche (waagerecht zum Fußboden),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrdurchmesser 200 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrtiefe über 20 bis 30 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einschl. Lösen des Bohrkerns aus dem Gefüge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Arbeitshöhe bis 4 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung in allen Geschossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø  200 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096278" RNoPart="019">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>St</QU>
                    <Description ID="7c2aa9ca-2312-4479-be4d-63def4f3e8da">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Kernbohrung in Wänden aus Stahlbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Untergrundfläche senkrecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   senkrecht zur Untergrundfläche (waagerecht zum Fußboden),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrdurchmesser 200 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrtiefe über 50 bis 60 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einschl. Lösen des Bohrkerns aus dem Gefüge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Arbeitshöhe bis 4 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung in allen Geschossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø  200 mm, b=55cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095919" RNoPart="020">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>St</QU>
                    <Description ID="76ff96a7-b639-419f-9e64-e112ae590c80">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Kernbohrung in Wänden aus Stahlbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Untergrundfläche senkrecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   senkrecht zur Untergrundfläche (waagerecht zum Fußboden),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrdurchmesser 250 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrtiefe über 20 bis 30 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einschl. Lösen des Bohrkerns aus dem Gefüge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Arbeitshöhe bis 4 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung in allen Geschossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø  250 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095920" RNoPart="021">
                    <UPBkdn>No</UPBkdn>
                    <Qty>6.000</Qty>
                    <QU>St</QU>
                    <Description ID="5d828810-b1b3-45aa-a546-41eabc14867f">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Kernbohrung in Wänden aus Stahlbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Untergrundfläche senkrecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   senkrecht zur Untergrundfläche (waagerecht zum Fußboden),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrdurchmesser 300 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrtiefe über 20 bis 30 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einschl. Lösen des Bohrkerns aus dem Gefüge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Arbeitshöhe bis 4 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung in allen Geschossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø  300 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095921" RNoPart="022">
                    <UPBkdn>No</UPBkdn>
                    <Qty>4.000</Qty>
                    <QU>St</QU>
                    <Description ID="bccbb75a-0bc4-4703-a42b-571ae0cf7e92">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Kernbohrung in Wänden aus Stahlbeton,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Untergrundfläche senkrecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   senkrecht zur Untergrundfläche (waagerecht zum Fußboden),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrdurchmesser 300 mm - 400 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrtiefe über 20 bis 30 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einschl. Lösen des Bohrkerns aus dem Gefüge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Arbeitshöhe bis 4 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung in allen Geschossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø  400 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095925" RNoPart="023">
                    <UPBkdn>No</UPBkdn>
                    <Qty>40.000</Qty>
                    <QU>St</QU>
                    <Description ID="cff6e8f6-163f-47d0-914c-b2d8cc694fff">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Zulage zu vorbeschriebenen Schneidearbeiten  für Stahlschnitte </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Durchmesser 8 mm bis 16 mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Zulage Stahlschnitte 8 - 16 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095926" RNoPart="024">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="7b9e6add-71cf-4782-827e-c2b4a26abf4a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Zulage zu vorbeschriebenen Schneidearbeiten  für Stahlschnitte </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Durchmesser 18 mm bis 24 mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Zulage Stahlschnitte 18 -  24 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095927" RNoPart="025">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>St</QU>
                    <Description ID="fc52b518-b781-4891-8f1b-45c95f69e897">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Zulage zu vorbeschriebenen Schneidearbeiten  für Stahlschnitte </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Durchmesser 25 mm bis 36 mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Zulage Stahlschnitte 25 -  36 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095928" RNoPart="02">
              <LblTx>
                <p>
                  <span style="font-size:11pt;text-decoration:underline;background:#FFFFFF;">Deckenöffnungen in Stahlbeton</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3095930" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>St</QU>
                    <Description ID="18124b24-fb1e-4e14-9f5b-08af60829ce2">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Öffnungen herstellen für Installationsdurchführungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Größen bis 0,10 m2, rechteckig inkl. Schalung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stahlbetondeckenplatten aus Ortbeton wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicken d: 15 - 35 cm,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Leistung einschl. Erschwernis bei der Bewehrungsführung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">inkl. Randschalung, umlaufend.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnungen herst. in neuen Stb.-Decken, Größen bis 0,10 m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095931" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="dc650a0f-4556-436b-a0f1-f22f01256a86">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Öffnungen herstellen für Installationsdurchführungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Größen &gt; 0,10 - 0,25 m2, rechteckig inkl. Schalung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stahlbetondeckenplatten aus Ortbeton wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicken d: 15 - 35 cm,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Leistung einschl. Erschwernis bei der Bewehrungsführung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">inkl. Randschalung, umlaufend.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnungen herst. in neuen Stb.-Decken, Größen &gt; 0,10 m2 - 0,25 m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095934" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="6255681c-eccf-497a-a9c6-514b7094b139">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Öffnungen herstellen für Installationsdurchführungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Größen &gt; 1,00 m2 - 2,00 m2, rechteckig inkl. Schalung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stahlbetondeckenplatten aus Ortbeton wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicken d: 15 - 35 cm,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Leistung einschl. Erschwernis bei der Bewehrungsführung, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">inkl. Randschalung, umlaufend.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnungen herst. in neuen Stb.-Decken, Größen &gt; 1,00 m2 - 2,00 m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096280" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="7af8d3fd-d51e-4e7f-90aa-0968365fb8e1">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Öffnungen herstellen für Installationsdurchführungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Größen bis 0,10 m2, </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stahlbetondeckenplatten aus Stahlbeton</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicken d: ca. 15 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnungen herst. in vorhandenen Stb.-Decken, Größen bis 0,10 m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096281" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>St</QU>
                    <Description ID="86fc88bc-b997-4451-9f39-2b95fe4bc1a0">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Öffnungen herstellen für Installationsdurchführungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Größen &gt; 0,10 - 0,25 m2, rechteckig inkl. Schalung.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stahlbetondeckenplatten aus Stahlbeton</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicken d: ca. 15 cm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnungen herst. in vorhandenen Stb.-Decken, Größen &gt; 0,10 m2 - 0,25 m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095942" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>40.000</Qty>
                    <QU>St</QU>
                    <Description ID="b2e01e2d-5c0d-439a-bd8e-0becef2ab1df">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bohrungen entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bohrungen Ø  20 mm - 40 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">durch Decken aus Stahlbeton d: bis ca. 40 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bohrungen herstellen in Stahlbeton, Ø  20 mm - 40 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095943" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>St</QU>
                    <Description ID="2292d03a-8409-46c6-89db-576010148272">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stahlbetondeckenplatten aus Ortbeton wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicken d: ca. 15 - 33 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Öffnungen mit eingebauten  Installationen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Öffnung schließen - </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausgießen Restbereiche mit Beton, inkl. Schalung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bei Gesamtöffnungsgrößen bis 0,10 m2, rechteckig,</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung schließen, Größen bis 0,10 m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095944" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="eed3f30c-fe50-49aa-8c2b-ec81b23a5ca2">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stahlbetondeckenplatten aus Ortbeton wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicken d: ca. 15 - 33 cm,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Öffnungen mit eingebauten Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Öffnung schließen - </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Ausgießen Restbereiche mit Beton, inkl. Schalung,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bei Gesamtöffnungsgrößen &gt; 0,10 m2 bis 0,25 m2, rechteckig,</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung schließen, Größen &gt;  0,10 m2 bis 0,25 m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095950" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>St</QU>
                    <Description ID="606439f1-6e1e-42cf-8344-6251ca75b306">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Kernbohrungen D: 50 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">durch Decken aus Stahlbeton d: bis ca. 33 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø 50 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095951" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="b52c0cd4-d77c-49fb-9df8-d88822d8a540">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Kernbohrungen D: 80 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">durch Decken aus Stahlbeton d: bis ca. 33 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen  Ø  80 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095952" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>St</QU>
                    <Description ID="d1a44a31-f922-4f97-885c-02a282e0e0ec">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Kernbohrungen D: 100 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">durch Decken aus Stahlbeton d: bis ca. 33 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø 100 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095953" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>St</QU>
                    <Description ID="e90124a5-1ed4-4dfa-ad6b-67391f69c874">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Kernbohrungen D: 120 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">durch Decken aus Stahlbeton d: bis ca. 33 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø 125 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095954" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="e40b586c-6633-4f85-970a-8f9a85b431fb">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Kernbohrungen D: 150 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">durch Decken aus Stahlbeton d: bis ca. 33 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen  Ø  150 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095955" RNoPart="014">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>St</QU>
                    <Description ID="94f6f212-1a59-499f-9d46-467268dfcb8a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Kernbohrungen D: 200 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">durch Decken aus Stahlbeton d: bis ca. 33 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen  Ø  200 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095956" RNoPart="015">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>St</QU>
                    <Description ID="a7a50622-baed-4142-9da9-946901864257">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Kernbohrungen D: 250 mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">durch Decken aus Stahlbeton d: bis ca. 33 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen  Ø  250 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095963" RNoPart="016">
                    <UPBkdn>No</UPBkdn>
                    <Qty>30.000</Qty>
                    <QU>m</QU>
                    <Description ID="33f77102-459a-4866-a1e1-0a4747801d16">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stahlbetonbauteile vor Abbruch horizontal oder vertikal einschneiden,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Trennschnitt senkrecht zur Oberfläche,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Schnitttiefe: bis 3 cm, zum Erhalt der Bewehrung (vors. ist eine Betonüber</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">      deckung von 1 - 1,5 cm aus der Bauzeit vorhanden, Sondierung ist vorher</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">      durchzuführen(in gesonderter Position)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Überschnitte sind nicht zulässig,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung nach Schnittlänge.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Trennschnitte Beton, Betonüberdeckung</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095965" RNoPart="017">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>St</QU>
                    <Description ID="1eeaaf4f-d7e4-4703-9143-738fcfce7f88">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Zulage zu vorbeschriebenen Schneidearbeiten  für Stahlschnitte </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Durchmesser 8 mm bis 16 mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Zulage Stahlschnitte 8 - 16 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095966" RNoPart="018">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>St</QU>
                    <Description ID="9e608aaf-f9e5-44dd-b598-02a27d8a03bb">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Zulage zu vorbeschriebenen Schneidearbeiten  für Stahlschnitte </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Durchmesser 18 mm bis 24 mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Zulage Stahlschnitte 18 -  24 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095967" RNoPart="019">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="71a2a6e2-ef6f-4c12-99b2-b8695f2e34e5">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Zulage zu vorbeschriebenen Schneidearbeiten  für Stahlschnitte </span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Durchmesser 25 mm bis 36 mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Zulage Stahlschnitte 25 -  36 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3095977" RNoPart="03">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Wandöffnungen in Mauerwerk</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3095978" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>30.000</Qty>
                    <QU>St</QU>
                    <Description ID="34a16a6b-01ab-4567-bb9a-e052f3ffa7e5">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Innenwände aus Mauerwerk wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicken  d: ca. 11,5 cm  - 36,5 cm,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Öffnungen herstellen für Installationsdurchführungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Größen bis 0,10 m2, rechteckig,</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnungen herst. in MW - Wänden, Größen bis 0,10 m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095979" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="985401da-ac4a-4a36-9689-034087fc66fd">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Innenwände aus Mauerwerk wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicken  d: ca. 11,5 cm  - 36,5 cm,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Öffnungen herstellen für Installationsdurchführungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Größen &gt; 0,10 m2 bis 0,25 m2, rechteckig,</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnungen herst. in MW - Wänden, Größen &gt; 0,10 m2 bis 0,25 m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095984" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>40.000</Qty>
                    <QU>m</QU>
                    <Description ID="09ac01fd-343b-41f4-b43b-4c3b98e4630d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Wandschlitz in Mauerwerkswänden für HLS-/ Elt. - Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">entsprechend Planung auf Anforderung OÜ und Freigabe Tragwerksplaner  </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Querschnitt: ca. 5 / 5 - 10 / 10 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Länge:  variabel. </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Wandschlitz herstellen in Mauerwerk, ca. 5 / 5 - 10 / 10 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095985" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>50.000</Qty>
                    <QU>m</QU>
                    <Description ID="b1020a8b-ab1a-43a2-b6d0-8e414d1b593d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Wandschlitz in Mauerwerkswänden für HLS-/ Elt. - Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">entsprechend Planung auf Anforderung OÜ und Freigabe Tragwerksplaner  </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Querschnitt: ca. 10 / 10 - 15 / 15 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Länge:  variabel.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Wandschlitz herstellen in Mauerwerk, ca. 10 / 10 - 15 / 15 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095986" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>m</QU>
                    <Description ID="066825f2-244f-4cf6-aa5e-a31315a49c17">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Wandschlitz in Mauerwerkswänden für HLS-/ Elt. - Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">entsprechend Planung auf Anforderung OÜ und Freigabe Tragwerksplaner  </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Querschnitt: ca. 15 / 15 - 20 / 20 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Länge:  variabel.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Wandschlitz herstellen in Mauerwerk, ca. 15 / 15 - 20 / 20 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095990" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>30.000</Qty>
                    <QU>St</QU>
                    <Description ID="cdf9c285-ff2f-4e79-b2fb-70d4a4d86992">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Innenwände aus Mauerwerk wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicken d: ca. 11,5 cm - 36,5 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Öffnungen mit eingebauten Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Öffnung schließen - </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bei Gesamtöffnungsgrößen bis 0,10 m2, rechteckig,</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung schließen, Größen bis 0,10 m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095991" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="9f02441f-1ce5-485f-b977-0a4043777dda">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Innenwände aus Mauerwerk wie beschrieben,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Dicken d: ca. 11,5 cm - 36,5 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Öffnungen mit eingebauten Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Öffnung schließen - </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bei Gesamtöffnungsgrößen &gt; 0,10 m2 bis 0,25 m2, rechteckig,</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Öffnung schließen, Größen &gt;  0,10 m2 bis 0,25 m2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095996" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>40.000</Qty>
                    <QU>m</QU>
                    <Description ID="39a2f6ee-d694-4885-a8dc-08ff01d5fac8">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Wandschlitz in Mauerwerkswänden mit verlegten Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bündig mit der Wandoberfläche fachgerecht schließen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Querschnitt: ca. 5 / 5 - 10 / 10 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Länge:  variabel.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Wandschlitz schließen in Mauerwerk, ca. 5 / 5 - 10 / 10 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095997" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>50.000</Qty>
                    <QU>m</QU>
                    <Description ID="5e6af3e9-e64b-4a62-b430-dcfb31190a68">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Wandschlitz in Mauerwerkswänden mit verlegten Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bündig mit der Wandoberfläche fachgerecht schließen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Querschnitt: ca. 10  / 10  - 15 / 15 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Länge:  variabel.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Wandschlitz schließen in Mauerwerk, ca. 10 / 10 - 15  / 15 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3095998" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>m</QU>
                    <Description ID="7835910b-703b-47f9-b67e-ad3fba0b7980">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Wandschlitz in Mauerwerkswänden mit verlegten Installationen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">bündig mit der Wandoberfläche fachgerecht schließen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-  Querschnitt: ca. 15 / 15 - 20 / 20 cm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  Länge:  variabel.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Wandschlitz schließen in Mauerwerk, ca. 15 / 15 - 20  / 20 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096003" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>30.000</Qty>
                    <QU>St</QU>
                    <Description ID="fdcb7025-d64e-45e5-88bc-5aff12b5947e">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bohrungen entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Bohrungen Ø 20 mm - 40 mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">durch Mauerwerkswände d: bis ca. 40 cm.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bohrungen herstellen in Mauerwerk,  Ø  20 mm - 40 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096004" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="97b289c1-8b34-4cf1-8192-a1346a3550be">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Kernbohrung in Wänden aus Mauerwerk,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Untergrundfläche senkrecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   senkrecht zur Untergrundfläche (waagerecht zum Fußboden),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrdurchmesser 50 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrtiefe über 10 bis 50 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einschl. Lösen des Bohrkerns aus dem Gefüge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Arbeitshöhe bis 4 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung in allen Geschossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø 50 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096005" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="1e02d3c2-5f6a-4358-aa0a-b14df03b7247">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Kernbohrung in Wänden aus Mauerwerk,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Untergrundfläche senkrecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   senkrecht zur Untergrundfläche (waagerecht zum Fußboden),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrdurchmesser 80 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrtiefe über 10 bis 50 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einschl. Lösen des Bohrkerns aus dem Gefüge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Arbeitshöhe bis 4 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung in allen Geschossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø 80 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096006" RNoPart="014">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>St</QU>
                    <Description ID="c45289fe-0e78-4348-ba16-ca9905f7daab">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Kernbohrung in Wänden aus Mauerwerk,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Untergrundfläche senkrecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   senkrecht zur Untergrundfläche (waagerecht zum Fußboden),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrdurchmesser 100 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrtiefe über 10 bis 50 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einschl. Lösen des Bohrkerns aus dem Gefüge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Arbeitshöhe bis 4 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung in allen Geschossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø 100 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096007" RNoPart="015">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>St</QU>
                    <Description ID="209f8379-d5b0-4185-bf4e-3177a458b6e1">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Kernbohrung in Wänden aus Mauerwerk,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Untergrundfläche senkrecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   senkrecht zur Untergrundfläche (waagerecht zum Fußboden),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrdurchmesser 125 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrtiefe über 10 bis 50 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einschl. Lösen des Bohrkerns aus dem Gefüge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Arbeitshöhe bis 4 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung in allen Geschossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø 125 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096008" RNoPart="016">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>St</QU>
                    <Description ID="4b2573cb-2d7a-4edd-9dac-fd23831c0058">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Kernbohrung in Wänden aus Mauerwerk,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Untergrundfläche senkrecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   senkrecht zur Untergrundfläche (waagerecht zum Fußboden),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrdurchmesser 150 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrtiefe über 10 bis 50 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einschl. Lösen des Bohrkerns aus dem Gefüge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Arbeitshöhe bis 4 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung in allen Geschossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø 150 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096009" RNoPart="017">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>St</QU>
                    <Description ID="d5771ea3-a434-475a-af87-ea63eef5e7ce">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Kernbohrung in Wänden aus Mauerwerk,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Untergrundfläche senkrecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   senkrecht zur Untergrundfläche (waagerecht zum Fußboden),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrdurchmesser 200 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrtiefe über 10 bis 50 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einschl. Lösen des Bohrkerns aus dem Gefüge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Arbeitshöhe bis 4 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung in allen Geschossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø  200 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096010" RNoPart="018">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="592968a5-caa3-47f6-a758-28d697e84199">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Kernbohrung in Wänden aus Mauerwerk,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Untergrundfläche senkrecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   senkrecht zur Untergrundfläche (waagerecht zum Fußboden),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrdurchmesser 250 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrtiefe über 10 bis 50 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einschl. Lösen des Bohrkerns aus dem Gefüge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Arbeitshöhe bis 4 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung in allen Geschossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø  250 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096011" RNoPart="019">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>St</QU>
                    <Description ID="60e6ec6e-a967-42ae-b3e7-ddc315b24083">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Aussparung rund entsprechend Planung auf Anforderung OÜ </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">und Freigabe Tragwerksplaner mittels Kernbohrung herstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">-   Kernbohrung in Wänden aus Mauerwerk,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Untergrundfläche senkrecht, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   senkrecht zur Untergrundfläche (waagerecht zum Fußboden),</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrdurchmesser 300 mm, </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Bohrtiefe über 10 bis 50 cm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   einschl. Lösen des Bohrkerns aus dem Gefüge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-   Arbeitshöhe bis 4 m,</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführung in allen Geschossen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kernbohrungen Ø  300 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
          </BoQBody>
        </BoQCtgy>
        <BoQCtgy ID="GW_3096060" RNoPart="11">
          <LblTx>
            <p>
              <span style="font-size:12pt;text-decoration:underline;background:#FFFFFF;">TITEL:  ELT - BAUMEISTER  KGD</span>
            </p>
          </LblTx>
          <NotApplBoQ>No</NotApplBoQ>
          <BoQBody>
            <BoQCtgy ID="GW_3096061" RNoPart="01">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Aufzug</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3096062" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="fe5afec4-a044-448f-bc68-2c466cbbeeb0">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Die Ankerschienen, Rüsthülsen und Rüstschuhe, sowie die Lasthaken werden vom Aufzugsbauer geliefert und müssen von der Baufirma nach Planvorgabe des Aufzugsbauers eingebaut werden.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Der Einbau hat als Betoneinlege im Zuge der Erstellung des Aufzugschachtes zu erfolgen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Es ist von</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- ca. 6 Ankerschienen Länge ca. 1.55m, z.B. HTA 40/22 zur Türbefestigung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- ca. 24 Ankerschienen Länge ca. 0.55m, z.B. HTA 40/22 zur Schienenbügelbe  festigung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  2 Stück Lasthaken 2 to. in der Schachtdecke</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auszugehen</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Einlegeteile</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096063" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="54e04fa7-a98a-4459-ae33-11dfeca2acb2">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Herstellen der Sicherheitseinrichtungen im Aufzugsschacht</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- 4 Montagebühnen aus Holzdielen 1,7m / 2,7m mit je 3 Tragbalken l=1,7m</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- 6 Rüsthülsen je Montagebühne</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- 3 Stück abnehmbare Absturzsicherungen an den Schachtzugängen gemäß UVV (Fuß-, Knie- und Brustbrett)</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Lieferung mit kompletten Zubehör wie (Tragbalken, Holzbohlen) und Montage</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Der Rückbau und die Entsorgung nach Fertigstellung Aufzug ist mit einzukalkulieren.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die exakte Ausführung ist als Anlage " Montagebühnen und Absturzsicherung Aufzug" dargestellt</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Absturzsicherung / Montagebühne</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3096064" RNoPart="02">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Kabelschutzrohre</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Remark ID="GW_3096065">
                    <Description ID="8b6ce422-e15b-46b3-b6c0-df70861e03be">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die nachstehenden Kabelschutzrohre werden in einem bauseits vorhandenen Lichschacht verbaut.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Das zugehörige Fenster ist ausgebaut und wird in diesem Zuge zugemauert.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kabelschutzrohr</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Remark>
                  <Item ID="GW_3096066" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <RefDescr>Ref</RefDescr>
                    <Qty>9.000</Qty>
                    <QU>m</QU>
                    <Description ID="52404470-ff40-4d5f-9379-820478113eee">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">PVC-U Kabelschutzrohr DN75 mit Doppelmuffe</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Farbe schwarz, PVC-U Rohr, Rohr Reihe 3, SN 8</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abmessung DN75 x 2,2mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">nach DIN 16873 liefern und einbauen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Es ist von Teillängen von ca. 1m auszugehen. Falls das Rohr keine Steckmuffe mehr besitzt, muss die Doppelmuffe mit eingerechnet werden.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Innerhalb der Lichtschächte sind bereits durch den Tiefbau Kabelschutzrohre eingeführt. Diese Rohre müssen ca. 1m verlängert werden, damit dies bis von Lichtschacht ins Gebäude eingeführt sind. Die Öffnung des alten Fensters wird im Nachgang vermauert. (eigene LV-Position)</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="font-family:Calibri;background:#FFFFFF;">PVC-U Kabelschutzrohr DN75 mit Doppelmuffe</span>
                              </p>
                              <p />
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096067" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <RefDescr>Rep</RefDescr>
                    <RefRNo IDRef="GW_3096066" />
                    <Qty>5.000</Qty>
                    <QU>St</QU>
                    <Description ID="ef1ad81e-0ffc-4574-8995-4fdab242e285">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Abmessung DN110 x 3,2mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="font-family:Calibri;background:#FFFFFF;">PVC-U Kabelschutzrohr </span>
                                <span style="font-family:Calibri;font-size:11pt;background:#FFFFFF;">DN110 </span>
                                <span style="font-family:Calibri;background:#FFFFFF;">mit Doppelmuffe</span>
                              </p>
                              <p />
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096068" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <RefDescr>Rep</RefDescr>
                    <RefRNo IDRef="GW_3096066" />
                    <Qty>1.000</Qty>
                    <QU>St</QU>
                    <Description ID="194af104-df86-42e6-9450-f1cba8382921">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Abmessung DN160 x 4,7mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="font-family:Calibri;background:#FFFFFF;">PVC-U Kabelschutzrohr </span>
                                <span style="font-family:Calibri;font-size:11pt;background:#FFFFFF;">DN160 </span>
                                <span style="font-family:Calibri;background:#FFFFFF;">mit Doppelmuffe</span>
                              </p>
                              <p />
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096069" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <RefDescr>Ref</RefDescr>
                    <Qty>1.000</Qty>
                    <QU>St</QU>
                    <Description ID="34fb731b-1450-4148-99bb-a15492ce8c58">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Zum Einsetzen in vorhandene Doppeldichtpackung millimetergenau anpassbar. Geeignet für Kabel und Rohre zum gas- und wasserdichten Abdichten nach DIN 18336.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Lastfall: WU-Beton Beanspruchungsklasse 1; WU-Beton Beanspruchungsklasse 2; Wassereinwirkungsklasse DIN 18533 W1.1-E; Wassereinwirkungsklasse DIN 18533 W1.2-E; Wassereinwirkungsklasse DIN 18533 W2.1-E; Wassereinwirkungsklasse DIN 18533 W2.2-E</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Pressplatten und Bolzen rostfrei aus Edelstahl V2A, Muttern und Unterlegscheiben rostfrei aus Edelstahl V4A, Dichtgummi aus EPDM, 2-lagig, geteilt Dichtbreite 60 mm, bis 5 bar druckdicht gegen drückendes Wasser.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Innendurchmesser Bohrung: 200 mm</span>
                              <br />
                              <span style="background:#FFFFFF;">Anzahl der Durchgänge: bis 1 Stk</span>
                              <br />
                              <span style="background:#FFFFFF;">Außendurchmesser Kabel/Rohr: bis 160 mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ringraumdichtung 200mm/160mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096070" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <RefDescr>Rep</RefDescr>
                    <RefRNo IDRef="GW_3096069" />
                    <Qty>5.000</Qty>
                    <QU>St</QU>
                    <Description ID="7d9dcae2-5edb-46bd-8d73-1d8c9bdb4ded">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Innendurchmesser Bohrung: 150 mm</span>
                              <br />
                              <span style="background:#FFFFFF;">Anzahl der Durchgänge: bis 1 Stk</span>
                              <br />
                              <span style="background:#FFFFFF;">Außendurchmesser Kabel/Rohr: bis 110 mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ringraumdichtung 150/110mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096071" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <RefDescr>Rep</RefDescr>
                    <RefRNo IDRef="GW_3096069" />
                    <Qty>9.000</Qty>
                    <QU>St</QU>
                    <Description ID="f812115e-5c73-4f09-9d83-2e4639b317d4">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Innendurchmesser Bohrung: 200 mm</span>
                              <br />
                              <span style="background:#FFFFFF;">Anzahl der Durchgänge: bis 3 Stk</span>
                              <br />
                              <span style="background:#FFFFFF;">Außendurchmesser Kabel/Rohr: bis 75 mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ringraumdichtung 200/ 3x75mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096072" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m</QU>
                    <Description ID="1cd33ccb-85c9-41b9-8119-ac9e63152fd3">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Zum nachträglichen Einbau in Mauerwerk oder Betonwände.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Werkstoff: Rohr: PVC-U</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Anwendungsbereich: WU-Richtlinie: Beanspruchungsklasse 1 und 2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Futterrohr Innendurchmesser 150mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Futterrohr Außendurchmesser 162mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Länge ca. 400mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Sanierungsfutterrohr 150mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096073" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>m</QU>
                    <Description ID="e9607eec-b027-4b37-bb90-f121aceac167">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Zum nachträglichen Einbau in Mauerwerk oder Betonwände.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Werkstoff: Rohr: PVC-U</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Anwendungsbereich: WU-Richtlinie: Beanspruchungsklasse 1 und 2</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Futterrohr Innendurchmesser 200mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Futterrohr Außendurchmesser 114mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Länge ca. 400mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Sanierungsfutterrohr 200mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
          </BoQBody>
        </BoQCtgy>
        <BoQCtgy ID="GW_3096074" RNoPart="12">
          <LblTx>
            <p>
              <span style="font-size:12pt;text-decoration:underline;background:#FFFFFF;">TITEL:  ELT - BAUMEISTER  KGE</span>
            </p>
          </LblTx>
          <NotApplBoQ>No</NotApplBoQ>
          <BoQBody>
            <BoQCtgy ID="GW_3096075" RNoPart="01">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Betoneinlegearbeiten</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Remark ID="GW_3096076">
                    <Description ID="78876f76-f69a-4973-84be-40a78bb56c4a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Die nachstehend aufgeführten Positionen betreffen den Einbau elektrischer Rohr- und Dosensystem in Fertig- bzw. Halbfertigbauteile. In die Einzelpreise ist notwendiges Systemzubehör, wie Stützholme, Montagehilfen usw. einzurechnen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Für sämtliche Halb- und Fertigbauteile ist vor Fertigung eine Freigabezeichnung anzufertigen und freigeben zu lassen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Die nachstehend aufgeführten Positionen betreffen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Remark>
                  <Item ID="GW_3096077" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>St</QU>
                    <Description ID="30fd2f55-5def-48f1-bcf0-5f8fdd3ef08b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton-Schalterabzweigdose als Geräteverbindungsdose nach DIN VDE 0606 als Abzweigschalterdose DIN 49073 aus Isolierstoff 650°C feuerbeständig, betondicht in Sichtbetonwandschalung inklusive Zubehör wie Stützholme, Gegenlager, Einführen der Elektroleerrohr, Öffnen der Dose nach dem Ausschalen, Reinigen und dem bündigen Zurückschneiden der Elektroleerrohre</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton-Schalterabzweigdose</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096078" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>St</QU>
                    <Description ID="19b5b880-732f-41f0-a5cd-6ac5bcd657b3">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Ortbeton-Deckenabzweigdose als Verbindungsdose nach DIN VDE 0606 aus Isolierstoff, Auslaßöffnung 60mm 650°C feuerbeständig, betondicht für bis zu sechs Rohre bis 25mm, inkl. Einführen der Elektroleerrohre, Öffnen der Dose nach dem Ausschalen, Reinigen und dem bündigen Zurückschneiden der Elektroleerrohre</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Ortbeton-Deckenabzweigdose</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096079" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="75d9bd76-a4b9-4724-b839-946aaebaa0b0">
                      <STLBBau>
                        <STLBBauCtlg>
                          <CtlgName>STLB-Bau</CtlgName>
                          <VersDate>2022-10</VersDate>
                          <WCtg>053</WCtg>
                          <Group>3266</Group>
                        </STLBBauCtlg>
                        <STLBBauID>
                          <ArtChrIdent>12</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>38</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>2136</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>15</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>5728</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>7</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>6492</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>150</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>8864</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>5</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>9122</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>10</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>10164</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>1</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>10435</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>142</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>10462</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>1</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>10554</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>140</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11856</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>3</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11857</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>9</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11905</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>13</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>12439</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>1</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>13238</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>1</ChVIdent>
                        </STLBBauID>
                      </STLBBau>
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Verbindungsdose DIN EN IEC 60670-1 (VDE 0606-1) als Abzweigkasten, mit Einführungen für glatte oder gewellte Elektroinstallationsrohre, aus Kunststoff, Grundfläche mind. 150/150 mm, Tiefe mind. 65 mm, in Beton.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Verbindungsdose Einführungen Kunststoff 150/150mm T 65mm Beton</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096080" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="cb813542-5e05-4836-af11-eb11a050fc9b">
                      <STLBBau>
                        <STLBBauCtlg>
                          <CtlgName>STLB-Bau</CtlgName>
                          <VersDate>2023-04</VersDate>
                          <WCtg>053</WCtg>
                          <Group>3266</Group>
                        </STLBBauCtlg>
                        <STLBBauID>
                          <ArtChrIdent>12</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>38</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>2136</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>15</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>5728</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>7</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>6492</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>150</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>8864</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>5</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>9122</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>10</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>10164</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>1</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>10435</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>142</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>10462</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>1</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>10554</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>140</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11856</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>8</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11857</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>9</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11905</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>13</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>12439</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>1</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>13238</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>1</ChVIdent>
                        </STLBBauID>
                      </STLBBau>
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Verbindungsdose DIN EN IEC 60670-1 (VDE 0606-1) als Abzweigkasten, mit Einführungen für glatte oder gewellte Elektroinstallationsrohre, aus Kunststoff, Grundfläche mind. 200/100 mm, Tiefe mind. 65 mm, in Beton.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Verbindungsdose Einführungen Kunststoff 200/100mm T 65mm Beton</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096081" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.000</Qty>
                    <QU>St</QU>
                    <Description ID="59b2c4a0-a769-4993-a4f6-3c349c205e9e">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Leuchtenbetoneinbaugehäuse mit Tunnel und Frontteil</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einbautiefe min. 110mm,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einbaudurchmesser bis 100mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Tunnel für Betriebsgeräte bis 190x140x85mm</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">mit Frontblende für Sichtbeton, inkl. Herstellen eines runden Deckenausschnitts nach Vorgabe des Auftraggebers nach dem Ausschalen.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Leuchtenbetoneinbaugehäuse</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096082" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>St</QU>
                    <Description ID="a1991f82-5b93-4019-b8df-639a99691447">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Wand- und Deckenkrümmer 30° aus Kunststoff, halogenfrei, Feuerbeständigkeit 650°C, zum Verbinden von Installationsrohren oder als Wand- bzw. Deckenauslass, zur Nagelbefestigung an der Ortbetonschalung, mit Stützelementaufnahme für die Installation zur Gegenschalung, zur Schalungsseite mit Putzhaut verschlossen, 2-teilig, für DIN EN Rohre Durchmesser 20/25/32 mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Rohrkapsel als Wand-Deckenübergang halogenfrei</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096083" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>32.000</Qty>
                    <QU>m</QU>
                    <Description ID="ec587348-4594-40f2-a353-e6fd511e911b">
                      <STLBBau>
                        <STLBBauCtlg>
                          <CtlgName>STLB-Bau</CtlgName>
                          <VersDate>2022-10</VersDate>
                          <WCtg>053</WCtg>
                          <Group>3275</Group>
                        </STLBBauCtlg>
                        <STLBBauID>
                          <ArtChrIdent>2136</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>2</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>9122</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>10</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>9731</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>8</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>10164</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>1</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>10435</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>207</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>10617</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>20</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11267</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>1</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11271</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>3</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11272</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>6</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11905</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>4</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11910</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>3</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>23127</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>3</ChVIdent>
                        </STLBBauID>
                      </STLBBau>
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Elektroinstallationsrohr DIN EN 61386 (VDE 0605), Maße DIN EN 60423, aus PVC-U, Außendurchmesser 20 mm, Druckfestigkeit Klasse 3 - mittel (750 N) DIN EN 61386-1 (VDE 0605-1), Klasse Schlagbeanspruchung 3 - mittel DIN EN 61386-1 (VDE 0605-1), max. Gebrauchstemperatur Klasse 3 (105 Grad C) DIN EN 61386-1 (VDE 0605-1), Verlegung in Beton.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Elektroinstallationsrohr PVC-U AD 20mm Beton</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096084" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>115.000</Qty>
                    <QU>m</QU>
                    <Description ID="70f639be-84f9-405d-98cc-0cf13d9704d8">
                      <STLBBau>
                        <STLBBauCtlg>
                          <CtlgName>STLB-Bau</CtlgName>
                          <VersDate>2022-10</VersDate>
                          <WCtg>053</WCtg>
                          <Group>3275</Group>
                        </STLBBauCtlg>
                        <STLBBauID>
                          <ArtChrIdent>2136</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>2</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>9122</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>10</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>9731</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>10</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>10164</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>1</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>10435</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>207</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>10617</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>20</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11267</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>1</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11271</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>3</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11272</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>6</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11905</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>4</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11910</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>3</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>23127</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>3</ChVIdent>
                        </STLBBauID>
                      </STLBBau>
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Elektroinstallationsrohr DIN EN 61386 (VDE 0605), Maße DIN EN 60423, aus PVC-U, Außendurchmesser 25 mm, Druckfestigkeit Klasse 3 - mittel (750 N) DIN EN 61386-1 (VDE 0605-1), Klasse Schlagbeanspruchung 3 - mittel DIN EN 61386-1 (VDE 0605-1), max. Gebrauchstemperatur Klasse 3 (105 Grad C) DIN EN 61386-1 (VDE 0605-1), Verlegung in Beton.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Elektroinstallationsrohr PVC-U AD 25mm Beton</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096085" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>12.000</Qty>
                    <QU>m</QU>
                    <Description ID="66b44348-9195-4a2e-b280-5a5b305271a2">
                      <STLBBau>
                        <STLBBauCtlg>
                          <CtlgName>STLB-Bau</CtlgName>
                          <VersDate>2022-10</VersDate>
                          <WCtg>053</WCtg>
                          <Group>3275</Group>
                        </STLBBauCtlg>
                        <STLBBauID>
                          <ArtChrIdent>2136</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>2</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>9122</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>10</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>9731</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>14</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>10164</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>1</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>10435</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>207</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>10617</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>20</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11267</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>1</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11271</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>3</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11272</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>6</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11905</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>4</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>11910</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>3</ChVIdent>
                        </STLBBauID>
                        <STLBBauID>
                          <ArtChrIdent>23127</ArtChrIdent>
                          <ArtChIdx>0</ArtChIdx>
                          <ChVIdent>3</ChVIdent>
                        </STLBBauID>
                      </STLBBau>
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Elektroinstallationsrohr DIN EN 61386 (VDE 0605), Maße DIN EN 60423, aus PVC-U, Außendurchmesser 32 mm, Druckfestigkeit Klasse 3 - mittel (750 N) DIN EN 61386-1 (VDE 0605-1), Klasse Schlagbeanspruchung 3 - mittel DIN EN 61386-1 (VDE 0605-1), max. Gebrauchstemperatur Klasse 3 (105 Grad C) DIN EN 61386-1 (VDE 0605-1), Verlegung in Beton.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Elektroinstallationsrohr PVC-U AD 32mm Beton</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096086" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>9.000</Qty>
                    <QU>St</QU>
                    <Description ID="ad02f62c-d2c3-45fc-a373-171cfd744e29">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Muffenverbindung betonfest nach Baufortschritt zwischen zwei Elementen erstellen z.B. Wandelement und Deckenelement</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Muffenverbindung betonfest</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3096087" RNoPart="02">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Aufzug</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3096088" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="209c4e12-d9b8-4efe-a38c-21904847b109">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Die Ankerschienen, Rüsthülsen und Rüstschuhe, sowie die Lasthaken werden vom Aufzugsbauer geliefert und müssen von der Baufirma nach Planvorgabe des Aufzugsbauers</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">eingebaut werden.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Der Einbau hat als Betoneinlege im Zuge der Erstellung des Aufzugschachtes zu erfolgen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Es ist von</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- ca. 8 Ankerschienen Länge ca. 1.55m, z.B. HTA 40/22 zur Türbefestigung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- ca. 24 Ankerschienen Länge ca. 0.55m, z.B. HTA 40/22 zur Schienenbügelbefestigung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  2 Stück Lasthaken 2 to. in der Schachtdecke</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">auszugehen</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Einlegeteile</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096089" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>psch</QU>
                    <Description ID="b5d491d7-7495-41b3-b1b4-62ef25baa5d3">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">- 5 Montagebühnen aus Holzdielen 1,8 m / 2,1 m mit je 2 Tragbalken l=1,8m mit je 2 Tragbalken</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- 4 Rüsthülsen je Montagebühne</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- je Montagebühne 2 Rüstschuhe zur Dübelmontage</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- 4 Stück abnehmbare Absturzsicherungen an den Schachtzugängen gemäß UVV (Fuß-, Knie- und Brustbrett)</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Lieferung mit kompletten Zubehör wie (Tragbalken, Holzbohlen) und Montage</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Der Rückbau und die Entsorgung nach Fertigstellung Aufzug ist mit einzukalkulieren.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die exakte Ausführung ist als Anlage " Montagebühnen und Absturzsicherung Aufzug" dargestellt</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Absturzsicherung / Montagebühne</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3096090" RNoPart="03">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Erdungsanlage</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Remark ID="GW_3096091">
                    <Description ID="33fbaf97-1106-422d-870f-51c0628232db">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Erdungsanlage ist gemäß DIN 18014 auszuführen. Die Ausführung darf nur von einer Fachkraft für Elektroinstallation bzw. Blitzschutzbau erfolgen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Erdungsanlage ist vor Beginn der Betonarbeiten durch die Elektroplanung abzunehmen. Hierfür ist ein Termin mind. 2 Tage zuvor zu vereinbaren.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Sämtliche Teile der Erdungsanlage sind mit Fotos zu dokumentieren.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Eine Dokumentation ist nach DIN 18014 Anhang A anzufertigen. Die Dokumentation ist zwei Wochen nach der Rohbau-Hauptarbeit bzw. vor Beginn der Blitzschutzarbeit zu übergeben. Sollten die Unterlagen nicht form- und fristgerecht vorlegen, wird von einer mangelhaften Erdungsanlage ausgegangen. Die dadurch resultierenden Mehrkosten, zur Beseitigung der Mängel durch den Blitzschutzbauer, werden dem Errichter der Erdungsanlage in Rechnung gestellt.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungshinweis:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Der Fundamenterder ist mit der Bewehrung in Abständen von 2 Meter dauerhaft elektrisch leitend zu verbinden. Als Verbindungen sind Klemmverbindungen anzuwenden. Keilverbindung in maschinell verdichtetem Beton oder Rödelverbindung sind verboten!</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Alle verzinkten Erderelemente sind so anzuordnen, dass sie allseitig mit mindestens 5 cm Beton umschlossen sind.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Anschluss des Fundamenterders an Bohrpfähle entsprechend den Anforderungen an die Erdungsanlage nach DIN VDE 0185.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Erdungsanlage nach DIN 18014</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Remark>
                  <Item ID="GW_3096092" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>m</QU>
                    <Description ID="fc02c4c2-d96a-42b6-bfd3-795c389ec5a4">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Rundstahl feuerverzinkt D=10mm in Bodenplatte aus Beton zwischen den Bewehrungsebenen verlegt. Erstellen einer leitfähigen Klemmverbindung (Verrödeln ist nicht zugelassen!) in einem max. Abstand von 2m. Einschließlich des notwendigen Verbindung-, Stütz- und Befestigungsmaterials</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Rundstahl 10mm, feuerverzinkt</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096093" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>St</QU>
                    <Description ID="27e2253e-327a-44c3-8867-dae91c68defe">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Dehnungsband für Fundamenterder zum Durchführen von Fundamenterdern in ausgedehnten Fundamenten mit mehreren Abschnitten durch Dehnungs- oder Trennfugen, ohne notwendiges Herausführen des Erders durch die Bodenplatte. Material: V2A in Styroporblock</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Dehnungsband für Fundamenterder</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096094" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>St</QU>
                    <Description ID="61b34154-4973-4c70-a8f2-a721dcac6c47">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Erdungsfestpunkt zum Anschluss an die Armierung von Gebäuden oder an im Beton verlegte Ableitung, gleichzeitig auch als Messstelle nutzbar, Anschlussachse im Beton mit Anschlussplatte V4A verpresst, Abdeckung aus Kunststoff aufrastbar, inkl. Anschlussmaterial inner- und außerhalb des Betons.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Erdungsfestpunkt in Wand oder Decke</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Erdungsfestpunkt</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096095" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>m</QU>
                    <Description ID="5605c46b-5aa9-40b0-a4ae-c46467502eb2">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Erdung als Ringerder, DIN EN 62561-2 (VDE 0185-561-2), aus nichtrostendem Stahl, Rd 10, Werkstoff-Nr 1.4571in der Baugrube, unter der Sauberkeitsschicht verlegt einschließlich des notwendigen Verbindung-, Stütz- und Befestigungsmaterials</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Erdung Rundstahl V4A unter der Sauberkeitsschicht</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096096" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>1.000</Qty>
                    <QU>St</QU>
                    <Description ID="8f384d19-3807-497c-b995-99381b3ba29a">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Prüfung und Dokumentation der Erdungsanlage</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Durchführen der erforderlichen Messungen als Nachweis der Niederohmigkeit. Die Messungen sind je Betonierabschnitt auszuführen.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Erstellen einer Fotodokumentation der Erdungsanlage</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Inhaltsverzeichnis</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Ausführungsgrundlagen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Unternehmerangaben (Anschrift, Ansprechpartner,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Auftrags-Nr. etc.)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Nachunternehmerangaben (Anschrift, Ansprechpartner,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Auftrags-Nr. etc.)</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Herstellerunterlagen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Produktdatenblätter</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Prüfungen und Bescheinigungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Sachkundigenabnahme</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Fachunternehmerbescheinigung</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Dokumentation Erdungsanlage nach DIN 18014</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Messprotokolle</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Erdungswiderstände an Trennstellen</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Zeichnungen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Erdungsanlage Ausdruck 1:100, Digital als PDF u. DWG</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Fotodokumentation Erdungsanlage</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Übergabe der Dokumentation nur in Digitaler Form</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Dokumentation Erdungsanlage</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
          </BoQBody>
        </BoQCtgy>
        <BoQCtgy ID="GW_3096200" RNoPart="13">
          <LblTx>
            <p>
              <span style="font-size:12pt;text-decoration:underline;background:#FFFFFF;">TITEL: ARBEITEN GEGEN NACHWEIS</span>
            </p>
          </LblTx>
          <NotApplBoQ>No</NotApplBoQ>
          <BoQBody>
            <BoQCtgy ID="GW_3096201" RNoPart="01">
              <LblTx>
                <p>
                  <span style="font-size:11pt;background:#FFFFFF;">Lohnkosten</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Remark ID="GW_3096202">
                    <Description ID="d29dd019-4e2c-4f16-8a48-1687e1f1fc10">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Verrechnungssätze für die nachstehenden Lohn- und Berufsgruppen sind unaufgegliedert anzubieten.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">In ihnen sind enthalten:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Lohn- und Gehaltskosten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Lohn- und Gehaltsnebenkosten,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Sozialkosten einschließlich Sozialkassenbeiträge,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Gemeinkostenanteil,</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Gewinn</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Kosten für benutzte Kleingeräte bis zu einem Neuwert</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">von 2.500,- Euro.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Zuschläge zu den Verrechnungssätzen für vom Auftraggeber angeordnete oder zu vertretende Nacht-, Sonntags-, Feiertags- und Mehrarbeit (Überstunden) sind</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gesondert nachzuweisen; sie werden in Höhe der tariflichen Vereinbarung vergütet.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Für Nacht-, Sonntags- und Feiertagsarbeit wird als Zuschlag nur der Beitrag zur gesetzlichen Unfallversicherung vergütet. Für Mehrarbeit werden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">zusätzlich die Sozialkosten vergütet.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Beschäftigt der Bieter bei einer der nachstehenden Lohn-/Berufsgruppen keine Arbeitskräfte, hat er dies anzugeben und statt dessen den Einsatz möglichst</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">gleichwertiger Arbeitskräfte anzubieten.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Arbeiten gegen Nachweis werden nur auf der Grundlage schriftlich erteilter Beauftragung (z.B. Bautagebuch) und unterzeichneter Stundennachweise vergütet.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Verrechnungssätze für Löhne</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Remark>
                  <Item ID="GW_3096203" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>h</QU>
                    <Description ID="41119a76-bd75-419b-a220-81dd49868cf3">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stundenlohnarbeiten durch Ingenieur/-in</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Stundenlohnarbeiten Ingenieur / -in</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096204" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>h</QU>
                    <Description ID="63fabcfe-75a2-45c0-a0da-cf5f84280a5d">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stundenlohnarbeiten durch Techniker/-in</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Stundenlohnarbeiten Techniker</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096205" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>h</QU>
                    <Description ID="1484640c-753c-4a7a-8dac-9f0a02795996">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stundenlohnarbeiten durch Werkpolier/-in</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Stundenlohnarbeiten Werkpolier</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096206" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>60.000</Qty>
                    <QU>h</QU>
                    <Description ID="8cfbf202-d9e3-4959-9b23-4b5e5378cf9b">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stundenlohnarbeiten durch Vorarbeiter /-in</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Stundenlohnarbeiten Vorarbeiter / -in</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096207" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>200.000</Qty>
                    <QU>h</QU>
                    <Description ID="11dec604-3a4d-4bab-837d-107dbcbfe411">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stundenlohnarbeiten durch Spezialfacharbeiter / -in</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Stundenlohnarbeiten Spezialfacharbeiter / -in</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096208" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>250.000</Qty>
                    <QU>h</QU>
                    <Description ID="0e04cc8c-7133-42e5-8c24-573138406482">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stundenlohnarbeiten durch Facharbeiter / -in</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Stundenlohnarbeiten Facharbeiter / -in</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096209" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>50.000</Qty>
                    <QU>h</QU>
                    <Description ID="30160091-2d4d-4874-8967-5d4d21998125">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stundenlohnarbeiten durch Bauhelfer / -in</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Stundenlohnarbeiten Bauhelfer / -in</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096210" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>50.000</Qty>
                    <QU>h</QU>
                    <Description ID="935f2506-80cd-488c-a1c9-f0d1e1b87516">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Stundenlohnarbeiten durch Auszubildende / r</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Stundenlohnarbeiten Auszubildende / r</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096259" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>St</QU>
                    <Description ID="60d96800-092a-48a5-b81f-d982d4c58ac9">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">An- und Abfahrt Maurerkolonne </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">-  bestehend aus mindestens 2 bis höchstens </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">   3 Mitarbeiter Facharbeiter</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Ausführung </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- von Regiearbeiten nach Abschluss der Hauptarbeiten (nach Ende der Vergütung der Vorhaltung der Baustelleneinrichtung)</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- oder Leistungen zum Verschließen von Schlitzen und Durchbrüchen gem. den zugehörigen LV-Positionen.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Einzukalkulieren sind</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Kleintransporter bis 3,5 to zulässiges Gesamtgewicht incl. Betriebsstoffen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Werkzeug- und Geräte Grundaustattung für Maurerarbeiten</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Abrechnung pro An- und Abfahrt (= 1 Stück).</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Hinweis:</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Diese Position wird nicht vergütet für:</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Regiearbeiten, die während der eigenen Hauptleistungen anfallen</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">- Leistungspositionen, in denen die gesonderte Anfahrt beschrieben ist</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">An- und Abfahrt Montagekolonne 2-3 FA</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3096211" RNoPart="02">
              <LblTx>
                <p>
                  <span style="background:#FFFFFF;">Maschinen- / Gerätekosten</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Remark ID="GW_3096212">
                    <Description ID="25883948-a450-4b2c-a5f2-23cdcb742faf">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Geräte-, Maschinen- und Kraftfahrzeugstunden</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">In den nachstehenden Verrechnungssätzen sind alle Zuschläge, die Kosten der Betriebsstoffe, nicht jedoch die Umsatzsteuer und die Löhne für das Bedienungs- und Fahrpersonal eingerechnet. Abrechnung nach </span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">tatsächlicher Einsatzzeit sowie der tatsächlichen LKW-Nutzlast (ohne Erhöhung der Nutzlaststufe für Sonderfahrzeuge).</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Für Kleingeräte bis zu einem Neuwert von 2.500,- Euro erfolgt keine gesonderte Vergütung, da diese Bestandteil der allgemeinen Baustelleneinrichtung sind.</span>
                            </p>
                            <p />
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Verrechnungssätze für Geräte</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Remark>
                  <Item ID="GW_3096213" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>15.000</Qty>
                    <QU>h</QU>
                    <Description ID="7d0bee3e-7248-4d9b-a0e2-389d5b9576c9">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Verrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Radlader, Nutzlast bis 2 to.'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">,</span>
                            </ComplTail>
                          </TextComplement>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">betreiben.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Radlader 2,0 to</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096214" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>h</QU>
                    <Description ID="7c21dfe4-81f5-402b-9276-bd0ce95bb821">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Verrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Lastwagen, Kleintransporter,</span>
                              <br />
                              <span style="background:#FFFFFF;">Nutzlast bis 3,5 to.'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">,</span>
                            </ComplTail>
                          </TextComplement>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">betreiben.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Transporter 3,5to</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096215" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>h</QU>
                    <Description ID="8c14822e-b9d4-49b1-8ed2-fc26465029a2">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Verrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Lastwagen, Kipper mit Allradantrieb,</span>
                              <br />
                              <span style="background:#FFFFFF;">Lastkraftwagen mit hydraulischem Ladekran oder</span>
                              <br />
                              <span style="background:#FFFFFF;">Selbstlader; Nutzlast bis 15 to.'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">,</span>
                            </ComplTail>
                          </TextComplement>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">betreiben.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">LKW 15to, Selbstlader</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096216" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>h</QU>
                    <Description ID="f8edc734-51f2-4c2a-9e2d-fbfd35969f2d">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Verrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Minibagger, bis 4 Tonnen Gesamtgewicht'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">,</span>
                            </ComplTail>
                          </TextComplement>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">betreiben.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Minibagger</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096217" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>25.000</Qty>
                    <QU>h</QU>
                    <Description ID="5112bf3c-9e66-4a34-ad69-2e8e5619e5e6">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Flächenrüttler, Dienstgewicht 800 kg.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Flächenrüttler, Dienstgewicht 800 kg.</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096218" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>40.000</Qty>
                    <QU>h</QU>
                    <Description ID="e73848ca-cb69-4e85-a8a8-2976e2a01e6f">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Verrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Vibrostampfer, Benzinantrieb BS 50.'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">,</span>
                            </ComplTail>
                          </TextComplement>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">betreiben.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Vibrostampfer</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3096219" RNoPart="03">
              <LblTx>
                <p>
                  <span style="background:#FFFFFF;">Materialkosten</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Remark ID="GW_3096220">
                    <Description ID="04d21b7a-ab08-4dda-889c-1ab3ca069748">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Baustoffe frei Baustelle liefern einschließlich Transport zur</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Verwendungsstelle.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">In den nachstehenden Verrechnungssätzen sind alle</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Zuschläge, nicht jedoch die Umsatzsteuer eingerechnet.</span>
                            </p>
                            <p />
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Verrechnungssätze für Stoffe</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Remark>
                  <Item ID="GW_3096221" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>200.000</Qty>
                    <QU>m2</QU>
                    <Description ID="90828034-c06d-4da1-8e64-96dd38c65fa6">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Abdeckfolie 0.2 mm'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Abdeckfolie 0,2 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096222" RNoPart="002">
                    <UPBkdn>No</UPBkdn>
                    <Qty>100.000</Qty>
                    <QU>m2</QU>
                    <Description ID="783025ba-bd61-43b0-8dc4-cb6a4467a515">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Baufolie gitterverstärkt'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Baufolie gitterverstärkt</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096223" RNoPart="003">
                    <UPBkdn>No</UPBkdn>
                    <Qty>50.000</Qty>
                    <QU>m2</QU>
                    <Description ID="1ec4e504-9694-4100-a552-4c8c8d890105">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Bitumenschweißbahn'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bitumenschweißbahn G 200 S4</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096224" RNoPart="004">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>m2</QU>
                    <Description ID="76a354a7-8948-4e7e-9b53-0ee3ea892536">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Schalbretter 21 mm'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schalbretter 21 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096225" RNoPart="005">
                    <UPBkdn>No</UPBkdn>
                    <Qty>40.000</Qty>
                    <QU>m2</QU>
                    <Description ID="b3bf8fb7-5372-450b-b1f3-bf3c8a4cbe5f">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Schaltafeln 3-Schicht'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Schaltafeln 3-Schicht</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096226" RNoPart="006">
                    <UPBkdn>No</UPBkdn>
                    <Qty>50.000</Qty>
                    <QU>m2</QU>
                    <Description ID="16b61f8d-e901-47bd-afd0-8727c71c61fb">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Bohlen d= 4 cm'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Bohlen d= 4 cm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096227" RNoPart="007">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m3</QU>
                    <Description ID="29a63623-2cda-43c6-8807-f54237e3d697">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Kantholz'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Kantholz</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096229" RNoPart="008">
                    <UPBkdn>No</UPBkdn>
                    <Qty>50.000</Qty>
                    <QU>m2</QU>
                    <Description ID="ba7270cd-6231-4f43-804f-62ed89976830">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Betoplan-Platten'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Betoplan-Platten</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096230" RNoPart="009">
                    <UPBkdn>No</UPBkdn>
                    <Qty>40.000</Qty>
                    <QU>m2</QU>
                    <Description ID="54a6b8d9-71b5-4242-a1cb-147cb4c300b5">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Seekiefer-Platten, wasserfest verleimt, 22 mm'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Seekiefer-Platten, wasserfest verleimt, 22 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096232" RNoPart="010">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m3</QU>
                    <Description ID="0591ce0b-7608-4183-95c9-921915ac63aa">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Betonkies 0 bis 32 mm'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Betonkies 0 bis 32 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096233" RNoPart="011">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>m3</QU>
                    <Description ID="354a40e2-b5fe-4a4f-a632-7c84ee9a62c5">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Riesel 7 bis 15 mm'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Riesel 7 bis 15 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096234" RNoPart="012">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m3</QU>
                    <Description ID="59209331-f66c-464a-8758-7b427f23f51d">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Sand 0 bis 3 mm'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Sand 0 bis 3 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096235" RNoPart="013">
                    <UPBkdn>No</UPBkdn>
                    <Qty>3.000</Qty>
                    <QU>m3</QU>
                    <Description ID="93e55af5-0051-431d-8df9-abd85846008c">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Splitt 0 bis 8 mm'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Splitt 0 bis 8 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096237" RNoPart="014">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>m3</QU>
                    <Description ID="26c21fd7-8d22-4e55-9a5e-2ab3429f48ca">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Beton C 25/30'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTSA>Yes</OutlTSA>
                          <OutlTxt>
                            <TextComplement Kind="Owner" MarkLbl="21">
                              <ComplCaption />
                              <ComplBody>
                                <span style="background:#FFFFFF;">'Beton C 25/30'</span>
                              </ComplBody>
                              <ComplTail />
                            </TextComplement>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096238" RNoPart="015">
                    <UPBkdn>No</UPBkdn>
                    <Qty>2.500</Qty>
                    <QU>m3</QU>
                    <Description ID="dbdb0a85-5707-4a3b-8994-73fcfb5aaca5">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">für Beton C 30/37.</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Beton C 30/37</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096239" RNoPart="016">
                    <UPBkdn>No</UPBkdn>
                    <Qty>40.000</Qty>
                    <QU>kg</QU>
                    <Description ID="a9642440-f9cb-426d-9b7e-36da23ef41d2">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Betonreperaturspachtel'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Betonreparaturspachtel</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096240" RNoPart="017">
                    <UPBkdn>No</UPBkdn>
                    <Qty>150.000</Qty>
                    <QU>kg</QU>
                    <Description ID="497814e0-c5a1-4a13-8390-1285d897141e">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Mörtel Gr. III'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Mörtel Gr. III </span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096241" RNoPart="018">
                    <UPBkdn>No</UPBkdn>
                    <Qty>50.000</Qty>
                    <QU>l</QU>
                    <Description ID="b15f0300-e8c9-4891-9d62-a8a89e1f08a3">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Putzmörtel KZM </span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Putzmörtel KZM </span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096242" RNoPart="019">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>m2</QU>
                    <Description ID="360a109a-3326-4c69-9ac5-19a0c240cbc5">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Rippenstreckmetall 0,3 mm</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Rippenstreckmetall 0,3 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096243" RNoPart="020">
                    <UPBkdn>No</UPBkdn>
                    <Qty>5.000</Qty>
                    <QU>kg</QU>
                    <Description ID="1dc76548-78eb-4d4c-b1fd-a794c49e6ec6">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Rostschutzfarbe'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Rostschutzfarbe</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096245" RNoPart="021">
                    <UPBkdn>No</UPBkdn>
                    <Qty>250.000</Qty>
                    <QU>kg</QU>
                    <Description ID="8b056d5c-e641-4cf8-92fd-0c3f7e03ecf6">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Profilstahl St 37.2'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">abgelängt</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Profilstahl St 37.2</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096246" RNoPart="022">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>kg</QU>
                    <Description ID="b7c95bd0-4943-4714-bda9-ab06d8a7f645">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Flachstahlplatten in unterschiedlichen Abmessungen und   Dicken '</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Flachstahlplatten</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096247" RNoPart="023">
                    <UPBkdn>No</UPBkdn>
                    <Qty>50.000</Qty>
                    <QU>St</QU>
                    <Description ID="bb67c3a2-bd0e-4d2f-b6dc-374f6ce0e35a">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Klebedübel 12mm'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Klebedübel DN 12mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096248" RNoPart="024">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>St</QU>
                    <Description ID="cb7fb176-d6ad-4319-ae21-2b79bc59ed2d">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Injektionsmörtel, pro Kartusche'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Injektionsmörtel, pro Kartusche</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096249" RNoPart="025">
                    <UPBkdn>No</UPBkdn>
                    <Qty>10.000</Qty>
                    <QU>m2</QU>
                    <Description ID="95cae833-a1e0-4ca8-84ae-711d0c99bef4">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Styropor 60 mm'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Styropor</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096250" RNoPart="026">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>m2</QU>
                    <Description ID="1ebd6cd6-e21d-4f9d-8c50-21623a24fe5f">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'Polystyrol Hartschaumplatten 80 mm, </span>
                              <br />
                              <span style="background:#FFFFFF;">FCKW und HFCKW frei '</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Polystyrol Hartschaumplatten 80 mm</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                  <Item ID="GW_3096258" RNoPart="027">
                    <UPBkdn>No</UPBkdn>
                    <Qty>20.000</Qty>
                    <QU>St</QU>
                    <Description ID="4e69de16-69cf-4f4b-a3d7-44046beebdfa">
                      <CompleteText>
                        <ComplTSA>Yes</ComplTSA>
                        <DetailTxt>
                          <Text>
                            <p>
                              <span style="background:#FFFFFF;">Stoffkostenverrechnungssatz</span>
                            </p>
                          </Text>
                          <TextComplement Kind="Owner" MarkLbl="21">
                            <ComplCaption>
                              <span style="background:#FFFFFF;">für </span>
                            </ComplCaption>
                            <ComplBody>
                              <span style="background:#FFFFFF;">'PU - Bauschaum, 2-komponentig, Quellarm, 750 ml'</span>
                            </ComplBody>
                            <ComplTail>
                              <span style="background:#FFFFFF;">.</span>
                            </ComplTail>
                          </TextComplement>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">PU - Bauschaum 750 ml</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
            <BoQCtgy ID="GW_3096251" RNoPart="04">
              <LblTx>
                <p>
                  <span style="background:#FFFFFF;">Lean-Teilnahme</span>
                </p>
              </LblTx>
              <NotApplBoQ>No</NotApplBoQ>
              <BoQBody>
                <Itemlist>
                  <Item ID="GW_3096252" RNoPart="001">
                    <UPBkdn>No</UPBkdn>
                    <Qty>40.000</Qty>
                    <QU>St</QU>
                    <Description ID="28c6684e-eaf2-4447-b32e-6e729ac09359">
                      <CompleteText>
                        <DetailTxt>
                          <Text>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Regelmäßige Teilnahme an projektbezogenen LEAN-Besprechungen zur Unterstützung der integrierten Projektabwicklung und zur Sicherstellung eines kontinuierlichen Verbesserungsprozesses.</span>
                            </p>
                            <p>
                              <span style="background:#FFFFFF;">Die Leistung umfasst insbesondere:</span>
                            </p>
                            <ul style="list-style:disc;">
                              <li>
                                <p style="text-indent:-18pt;margin-left:36pt;">
                                  <span style="background:#FFFFFF;">Vorbereitung, Teilnahme und aktive Mitwirkung an LEAN-Besprechungen (ca. 1 Stunde)</span>
                                </p>
                              </li>
                              <li>
                                <p style="text-indent:-18pt;margin-left:36pt;">
                                  <span style="background:#FFFFFF;">Analyse des aktuellen Projektstatus im Hinblick auf Termin-, Ablauf- und Prozesssicherheit</span>
                                </p>
                              </li>
                              <li>
                                <p style="text-indent:-18pt;margin-left:36pt;">
                                  <span style="background:#FFFFFF;">Identifikation von Schnittstellen, Engpässen, Verschwendungen und Optimierungspotenzialen gemäß Last-Planer-Methodik</span>
                                </p>
                              </li>
                              <li>
                                <p style="text-indent:-18pt;margin-left:36pt;">
                                  <span style="background:#FFFFFF;">Einbringen von Vorschlägen zur Prozessverbesserung, Stabilisierung von Abläufen und Steigerung der Wertschöpfung</span>
                                </p>
                              </li>
                              <li>
                                <p style="text-indent:-18pt;margin-left:36pt;">
                                  <span style="background:#FFFFFF;">Mitwirkung bei der Abstimmung von Maßnahmen und Verantwortlichkeiten</span>
                                </p>
                              </li>
                              <li>
                                <p style="text-indent:-18pt;margin-left:36pt;">
                                  <span style="background:#FFFFFF;">Kurzfristige Bewertung von Auswirkungen auf Termine, Abläufe und Abhängigkeiten</span>
                                </p>
                              </li>
                            </ul>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;">Die Abrechnung erfolgt nach Anzahl der aktiven Teilnahmen an der LEAN-Besprechung vor Ort mit der An- und Abfahrt des benannten Verantwortlichen sowie der Vor- und Nachbereitung zu dem Termin.</span>
                            </p>
                            <p />
                            <p>
                              <span style="background:#FFFFFF;"> Abrechnungseinheit: Anzahl (St.)</span>
                            </p>
                          </Text>
                        </DetailTxt>
                        <OutlineText>
                          <OutlTxt>
                            <TextOutlTxt>
                              <p>
                                <span style="background:#FFFFFF;">Regelmäßige Teilnahme an LEAN-Besprechungen</span>
                              </p>
                            </TextOutlTxt>
                          </OutlTxt>
                        </OutlineText>
                      </CompleteText>
                    </Description>
                  </Item>
                </Itemlist>
              </BoQBody>
            </BoQCtgy>
          </BoQBody>
        </BoQCtgy>
      </BoQBody>
    </BoQ>
  </Award>
</GAEB>