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<GAEB xmlns="http://www.gaeb.de/GAEB_DA_XML/DA83/3.2"><GAEBInfo><Version>3.2</Version><VersDate>2013-10</VersDate><Date>2026-08-20</Date><Time>11:32:57</Time><ProgSystem>AVAPLAN</ProgSystem><ProgName>AVAPLAN win64bit 26.2.3.4464</ProgName></GAEBInfo><PrjInfo><NamePrj>Gestaltung Salzplatz Birkenfeld</NamePrj><LblPrj>Salzplatz Birkenfeld</LblPrj><Cur>EUR</Cur><CurLbl>EUR</CurLbl></PrjInfo><Award><DP>83</DP><AwardInfo><Cat>OpenCall</Cat><Cur>EUR</Cur><OpenDate>2026-09-09</OpenDate><OpenTime>09:00:00</OpenTime><EvalEnd>2026-10-01</EvalEnd><SubmLoc>ausschließlich digital</SubmLoc></AwardInfo><OWN><Address><Name1>Verbandsgemeinde Birkenfeld im Namen und</Name1><Name2>der Stadt Birkenfeld</Name2><Street>Schneewiesenstraße 21</Street><PCode>55765</PCode><City>Birkenfeld</City></Address></OWN><BoQ ID="APYRVWLHCJFSPOOW"><BoQInfo><Name>Gestaltung Salzplatz</Name><LblBoQ>Gestaltung Salzplatz Birkenfeld</LblBoQ><Date>2026-08-19</Date><OutlCompl>AllTxt</OutlCompl><BoQBkdn><Type>BoQLevel</Type><LblBoQBkdn>Bereich</LblBoQBkdn><Length>2</Length><Num>Yes</Num></BoQBkdn><BoQBkdn><Type>BoQLevel</Type><LblBoQBkdn>Abschnitt</LblBoQBkdn><Length>2</Length><Num>Yes</Num></BoQBkdn><BoQBkdn><Type>Item</Type><LblBoQBkdn>Position</LblBoQBkdn><Length>4</Length><Num>Yes</Num></BoQBkdn><BoQBkdn><Type>Index</Type><LblBoQBkdn>Index</LblBoQBkdn><Length>1</Length><Num>No</Num></BoQBkdn><NoUPComps>4</NoUPComps><LblUPComp1 Type="Wages">Löhne</LblUPComp1><LblUPComp2 Type="Materials">Stoffe</LblUPComp2><LblUPComp3 Type="Plant">Geräte</LblUPComp3><LblUPComp4 Type="Miscellaneous">Sonstiges</LblUPComp4></BoQInfo><BoQBody><Remark ID="APZAKUDZRPPVYHEO"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span style="font-weight:bold; text-decoration:underline; ">Schadensbehebung</span></p><p style="text-align:left; "><span>Die Behebung der während der Bauzeit entstehenden Schäden, die auf unsachgemäße Ausführung durch den AN zurückzuführen sind, sind vom AN durchzuführen und werden nicht gesondert vergütet.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Schadensbehebung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Remark ID="APBZYHPLJIFNTGUO"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span style="font-size:11pt; font-weight:bold; ">Baubeschreibung, Vorbemerkungen und Vertragsbedingungen</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">1. ALLGEMEINE VORBEMERKUNGEN</span></p><p style="text-align:left; "><span style="font-weight:bold; ">1.1 Allgemeines und Lage des Bauvorhabens</span></p><p style="text-align:justify; "><span>Die Stadt Birkenfeld beabsichtigt die Herstellung einer neuen Freianlage „Salzplatz“ in der Salzgasse gegenüber dem bereits bestehenden Salzplatz (Ecke Salzgasse/Achtstraße). Die Gewinnung der Freifläche ist u.a. durch einen Hausabriss im Vorfeld erfolgt. Im Baufeld befindet sich noch eine Restbaugrube mit geringer Tiefe, die überbaut wird. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Die geplante Bestandsplatzfläche ist derzeit nur als Parkfläche genutzt und soll in Zukunft als Aufenthaltsfläche zum Verweilen dienen. Lediglich eine Parkfläche für beeinträchtigte Menschen ist vorgesehen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Hinter dem neu hergestellten Gehweg folgt eine ca. 125m² große Platzfläche, mit einer Pergola überspannt und mit Sitzmauern ausgestattet, hinter einer großen Grünfläche. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Der neue Salzplatz soll mit dem alten Salzplatz durch eine optische Straßenquerung (Grinding) verbunden werden. Dies erfolgt außerhalb dieser Maßnahme. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Der geplante Platz liegt zentral in Birkenfeld. Unmittelbar östlich der geplanten Freianlage verläuft die Salzgasse. Nördlich und südlich der Platzfläche befinden sich private Zufahrten, östlich gegenüber der „alte Salzplatz“.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die verkehrstechnische Anbindung erfolgt über die Ingenieur-Goering-Straße bzw. die Achtstraße. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">1.2 Vorhandene Unterlagen, Vermessung</span></p><p style="text-align:left; "><span>Hinsichtlich der geplanten Platzneugestaltung liegt eine Bestandsvermessung vor, die jederzeit eingesehen werden kann. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Weiterhin sind Bestandspläne bezüglich der bestehenden Entwässerung sowie aller Versorgungsleitungen vorhanden, die bei Bedarf auch eingesehen werden können. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="text-decoration:underline; ">Folgende Leitungsbestandpläne gilt es bei der Bauausführung zu beachten und sind daher vor Beginn der Bauarbeiten von den jeweiligen Ver- und Entsorgungsbetrieben einzuholen:</span></p><p style="text-align:left; "><span/></p><p style="text-align:justify; "><span style="text-decoration:underline; ">Im unmittelbaren Baufeld:</span></p><p style="text-align:justify; "><span>Bestandsplan Oberleitung (Westnetz GmbH) </span></p><p style="text-align:justify; "><span>Bestandsplan Niederspannung (Westnetz GmbH)  im geplanten Gehwegsbereich</span></p><p style="text-align:justify; "><span>Bestandsplan Kanal (VG Werke Birkenfeld) </span></p><p style="text-align:justify; "><span style="text-decoration:underline; ">Im Straßenbereich Salzgasse:</span></p><p style="text-align:justify; "><span>Bestandsplan Wasserversorgung (VG Werke Birkenfeld)</span></p><p style="text-align:justify; "><span>Bestandsplan Beleuchtungskabel (Westnetz GmbH) </span></p><p style="text-align:justify; "><span>Bestandsplan Mittelspannungskabel (Westnetz GmbH)</span></p><p style="text-align:justify; "><span>Bestandsplan Telekomkabel (Telekom)</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Den Weisungen der jeweiligen Eigentümer der Ver- und Entsorgungsleitungen ist zu folgen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">1.3 Baugrunduntersuchung</span></p><p style="text-align:left; "><span>Hinsichtlich des Baugrundes liegt noch keine gutachterliche Stellungnahme vor. Die Aushubarbeiten erfolgen hauptsächlich in den ungebundenen Tragschichten der befestigten Flächen. Das Aushubmaterial ist für Haufwerksbeprobungen zwischenzulagern. Die Beprobung / Deklarationsanalysen sind Bestandteil der Ausschreibung. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">1.4 Umfang der Leistungen</span></p><p style="text-align:justify; "><span>Folgende Arbeiten werden im Zuge der Straßenbaumaßnahme öffentlich ausgeschrieben</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">Straßen- und Tiefbauarbeiten</span></p><ul><li><span>Baustelleneinrichtung, Verkehrssicherung und Vorbereitende Arbeiten</span></li><li><span>Tief- und Straßenbauarbeiten (Pflasterarbeiten)</span></li><li><span>Natursteinmauerwerk</span></li><li><span>Pergola</span></li></ul><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">2 BAUBESCHREIBUNG</span></p><p style="text-align:justify; "><span style="font-weight:bold; ">2.1 Tief- und Straßenbauarbeiten</span></p><p style="text-align:justify; "><span>Dem Auftragnehmer werden zur Kalkulation alle Planunterlagen digital (liegen der Ausschreibung ebenfalls bei) zur Verfügung gestellt. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">2.1.1 Gestaltung Salzplatz</span></p><p style="text-align:justify; "><span>Hausabriss und der Bereitstellung von Zufahrten für die daneben liegenden Privatgrundstücke.  </span></p><p style="text-align:justify; "><span>Der geplante Platz liegt westlich des neu herzustellenden Gehwegs parallel der Salzgasse. Der Gehweg erhält die gleiche Pflasterung, wie der Gehweg gegenüber am alten Salzplatz. Dieser wird jedoch neu gebaut, mit einer Breite von 1,80m oder breiter und einer Querneigung von 2,5% zur Salzgasse. Das bestehende Rundbord dort wird beibehalten. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Dahinter folgt die gepflasterte Platzfläche hinter einer großzügigen Grünfläche, durch 2 Wege an den Gehweg angebunden. Für die Platzfläche werden ortsübliche Pflastersteine aus dem Bestand verwendet. Die Platzfläche ist mit einer Pergola aus Metall überspannt und mit Sitzmauern aus Bruchstein (mit Holzbelag) ausgestattet. Um die Ranksäulen befinden sich kleine Grünflächen, um eine Begrünung dieser zu gewährleisten. </span></p><p style="text-align:justify; "><span>Südlich der Fläche befindet sich die Parkfläche für behinderte Menschen (2,65x5,20m). Als Ausstiegsfläche soll der parallel verlaufende Weg dienen. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Die Querneigung der Platzfläche sowie der Parkfläche beträgt 2,5% in Richtung Salzgasse. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Der neue Salzplatz soll mit dem alten Salzplatz durch eine optische Straßenquerung (Grinding) verbunden werden. Dies erfolgt außerhalb dieser Maßnahme. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:left; "><span style="text-decoration:underline; ">Schnitt Platzbereich:</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><image Encoding="base64" Type="image/jpeg" 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style="text-align:left; "><span/></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="text-decoration:underline; ">Schnitt Pergola/Ansicht Sitzmauer:</span><span> </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><image Encoding="base64" Type="image/jpeg" 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Q2FPRxml+OOqePdV8Qp4U0FktNI1S5t7V9Ru/D4u4bdTBcSN8zuY5d8kcSfMgEe4Z3bhjm/2LPFGuapHrel6lem8gtLOzmmij8OJo8dhfP5gubXasaiRlKKdwzww/EA+oKKKKAPJLv8A5Ox0r/sSbz/0vtq9bryS7/5Ox0r/ALEm8/8AS+2r1ugDKvvFOk6Zr+maJdX0UOramsr2dq2d8wjAMhX/AHQQT9aTRfFGk+IbzVrbTb2K7uNKufsV6kecwTbFfY3vtdT+NeJfHjwvrnib4/fCKPQ9avfDc0dvq5fVbK0iuDEPJj+UiVGQbunIz6V4rdaZrHhIeKrPxTrGsXvhWf4mxr4m1pIjaST2J0+Pa0ht1XZCZhErMmBgcnGaAPs/xJ410jwpqGgWWpTtFca5e/2fYqsZYPN5byYJA+X5Y2OTxxW9XxJ4RhmuvFvhdtEbUr/4eW3xH3+Hp7lppgtr/ZcvnGN5MuYfPMgViSPQ4xWJ4f8AGPhKLw98VPFOmQ6nfR3l3Bp9v4WuNW1KJLSyW6WM31xIWZ4wzsZHCdI1UY5agD72rlfiN8R9I+GGiQapqyXc4ubqKxtrWwtzPcXM8hwkcaDqTz+ANfG3grxRq3hPQnv5dTlj8HaL8SrKRrvTWu3sYtOksxvZGmLSNb+a+SSSuSSOMVa1rSoPjVewajewaxqekN8WoRYPI91b4sWto8ugBUiMlchuOuQRk0AfYvgnx9pHj+21OfSXmJ029bT7uO4haJ4p1RHZCGHUCRfbOfSujwM5wM+tfD3iC8tvD9t4m0bVdHiTT9V+IepCPU9avry00+0VLKAq0pgIaUvgqgJwW75ArzXVPGGt3/gT4faJ4lbUr2WXwnqiI13dahbfYLj7aYoL1/JjeVjHGo4lA4/iyTQB+llFfAPjyG7uvEUOlTeOtL0vw6nhPTR4T8Q6lc3/AJcspV/OubVoZAJJt4jJWTc2NoAwTn7v0RLiPQrBbm5F5drbRiW5CbRK+0Zfb2yece9AF+kAA6Y/Cvi/4eeKPDekeAvGOs65Br+v/GO2s9Zk1rRY76+indFkk2x7VOyJPLEYjdVBxgpk5q5+zJ45g8HeJ/iTqF3dwjwXHp+kXUI0Q399Zx3ErzRyCJpt7u+fLDlOMjJAINAH2LXm9v8A8nGah/2Klt/6WT16OrBlDDoRkV5xb/8AJxmof9ipbf8ApZPQB6RRRRQB8o/FP4X/AAh0T426Lb+L7Y6RBqtleaiuvap4lu7VBciSNTBCTMEVirsxUEcKMD09J/Zi1XQb7w54ns/C8ayaBpuuz2lpqEWozX0N8gVG8xJZWYnG7YdpK7kbFeYftAax8TPEf9t6VYRxw6bp1vqGpwteeE1uzd+RJCFgjWVnViI3kcOAC+MBRg16V+yl4lvvEfgLUxcai2tafZanJbabqn9jjS47m2CIwKW4RdoVmZCcclSRxQB7VRRRQBwfwP8A+ScWf/X5f/8ApbPXeVwfwP8A+ScWf/X5f/8ApbPXeUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcF8cv+SZan/13tP/AEqirva4L45f8ky1P/rvaf8ApVFQB3tFFFAHxv8AHO/i074uvF4j8DfEy+j1PVEtLO+8JaxfraS2otC+9Y4ZgolEiMpj2r8o3ZPf2H9nay0SzXWv7H0P4g6NuMXmf8J1Ndv5n3seT9olfGOc7cds1H+1NJrcXhfw6dNPid9KOsRrrEHg6Nm1KW1Mcn+rZRlQH2FiCCVBAOSAX/s6JpCLrf8AZdv8Q4MmLzP+E8a5OfvY8nzifxx7UAe0UUUUAeSXf/J2Olf9iTef+l9tXrdeSXf/ACdjpX/Yk3n/AKX21et0AFIyh1KsAyngg9DS0UAIqhFCqAqjgADgVir4w0afxhP4TF0G12KwTUpLQxNgW7yNGr7sbTlkYYznjpituvjX9o2TwhaftI6vceM/Eeq+GrP/AIQKP7FPYX89kstyt1clV3xEb5B1WMnnng0AfZBjQx7CqlMY2kcY+lcTq3xt8CaD4vXwpfeJ7C28Q7o4/wCzWcmUNJ9wEAcZyMZrwWy074v+IfCfg2/ntvHrahNoVk1+dH17TLCH7R5Y8zdFcRNIHz97nGelU/iX4t/4VZ4y1fV/Bvj9Lvx/qV3pcF78Pry1gup72QLHERuRRIp8pmcyIdgKknigD6DvPjb4Bt/HCeDbnxLp6+ImlWEWLsSRMRuWMtjaJCOQhO7HOKi8c/BLw/4919dbubrWNK1Q2Z0+a50bU5rNri23FvKk2EblBJI7jJwa+Ub/AFWzn8DeJPh07AfE26+J4vodLKn7U0Z1GO4S6AxkxC3H+s6ALjPauh8H+J9Ju/DXxBv9W8Vayvxlij8QLLpH9p3INskYn8jbahvLSMRCFkfaMkggkmgD658PeGNL8K6BpuiaVZRWml6bClvaW6DKxIgwoGfQDrWpXxFpHw3ub3WNAsLjxP4yktNX+Hb67qCnXboGbUU2BJdwYFCPMb5EKqcDKnFfT/wB1nUfEXwQ8Banq80lxql3olpNczTD53kMSlmb3J5NAHeCNAzMFUM3U45NCIsahUUKo6ADAp1FABXm9v8A8nGah/2Klt/6WT16RXm9v/ycZqH/AGKlt/6WT0AekUUUUAfC+qXdj/wsqbR/FXw++MEeqXK315cSeHta1OW2Oy5CxmBY7jaY2jdWJBG04Xb6fUPwHttMtfBLJpWmeLdKtftLnyPGclw97njJzO7ts9Ocda87/aXfUx478KJdr48uPB0lldfaYPAUconW7DR+W87x4by9u8BQw55wR09E+Ay6evghhpsPi6G3+0v8vjQzG+zxn/Wkts9O3WgD0eiiigDg/gf/AMk4s/8Ar8v/AP0tnrvK4P4H/wDJOLP/AK/L/wD9LZ67ygAooooAKKKKACiiigAooooAKKK4f42+JtT8HfC7XtY0eUQajaxxtFIYw+3MqKTtIIPBPWgDuKK4r4M+JNQ8X/DLQdY1SYXGoXULNLKECBiHYdAABwB0rtaACuC+OX/JMtT/AOu9p/6VRV3tcF8cv+SZan/13tP/AEqioA72iiigDwv44W0ktzqKa/pvjPV9AnktF0608JX/AJM5mCSmQqsLRy7cY3bnYH5cAYNZn7MXh7U9I8W+MrqHRfGejeE7mG0FlF43v5Li6+0L5nneWryuVjwYzk4JJPUAY0f2i7+w1iFxp/i7/hE/EPgQR+Jp9TGmNfC1gZJoypTIVi6+YNpyccgA4Il/Zt+Jup+PLjX7XWPFU+u31msEgs73wrPoU8Eb78PslJMisVIDAYypoA9xooooA8ku/wDk7HSv+xJvP/S+2r1uvJLv/k7HSv8AsSbz/wBL7avW6ACiiigArFbxPot34rl8Ltcxy63DZpqTWTRklYGdkSTJG37yMOueK2q+UPjT4Zv9e/aI8XXVh4n1nw1Lpnw5jvI30aZYWklS6umj3sVJKgjO3gHPOaAPq+sLxB4p8N+Fb7S/7b1TTdKvNSnFlYfbZkikuZW6RR7iCzH+6Oa+dJ/HnxS8Q6D4S1fSrjxj5Wo6FY3c50HQdLubVpniDSEPcSK+STyMYHavNf2iNY8SX/xF8P674m8EeJ5otD8R6LZaBOlrB5MimaN7mY7Zf9bK4VAuMAR9RuNAH16vxb+H8njVvDa+K9BbxWsn2U6YL2I3YfG7yymd2cHOK7EQRrK0ojUSsAGcKNxHYE18r6h4nufg58Rfteg+JPDPiq08W+MUS68NLADq1pJOqRylJElb/U+WGZWQYAbJFUvCHjqfVvBPjnxfqXxJ1C28fRLr8Mfhb+0Ikhtfs3niFFtCNwKJHHJv6ndkkg0AfXNFfFel6d4y1HVtD064+KPi4wa34AbxPeMlzGji+j2BTEwj/dR/vOY1wG2jOec/TXwK8Tah40+C/gbXtVl8/U9R0a0ubmUKF3ytEpZsDgZJJ4oA7qiiigArze3/AOTjNQ/7FS2/9LJ69Irze3/5OM1D/sVLb/0snoA9IooooA+avizYLc34g8WaH8R9euDfXcunx+ENSdDHa5jClxbPF8ufuh9zDnLc1137LOia3oXgvWodV0/X9NsJdXnm0qHxReNc6iLRlTb5xZ324beAuc7QMjJNcd8dvEcKeII/HnhjxvL4avfDdw/he+MHh6TVmvpZ2idbZIlYFyr7fuAkNxnqK9I/Z68c3Pj3wTcXl94hbxDf297JbTyS6JJpE1uyhT5UltISysAQcnGQwoA9QooooA4P4H/8k4s/+vy//wDS2eu8rg/gf/yTiz/6/L//ANLZ67ygAorxL9pL4l+Ivh5c+EE0G8W0TULmWO53QJJvAMeB8wOPvN0r2uMlkUnqRmgB1FFFABRRRQAUUUUAFec/tE/8kW8Vf9ey/wDoxK9Grzn9on/ki3ir/r2X/wBGJQA39nT/AJIr4W/692/9GPXpFeb/ALOn/JFfC3/Xu3/ox69IoAK4L45f8ky1P/rvaf8ApVFXe1wXxy/5Jlqf/Xe0/wDSqKgDvaKKKAPCfir8N/F9t4x17XvC+g6L420bxPpsOm654Z1q+aw8zyt4SWOcRyDBWQqyFecAgjmt74QeDfGCeK/EPjbxzFpml6xqttbafbaJpE7XMNjawGRlDTsqGR2aVySFUAYAr1iigAooooA8ku/+TsdK/wCxJvP/AEvtq9bryS7/AOTsdK/7Em8/9L7avW6ACiiigAqu9hayzSTPbRPNJH5LyMgLMnJ2k9xyeOnJqxRQBHBBHawxwwxpDDGoVI41CqoHQADoKbc2kF4qLcQxzqjiRRIgYKwOQwz0IPQ1NRQBi23grw9Z69LrdvoWmwazKCJNQjtI1nfPXMgG4/nTl8H6Cmr3Wqrounrqd3H5VxeC1Tzpkxja74ywx2JrYooAqrpdmjIy2kCskXkKRGuVj/uDjheBx0qa3torOCOCCJIIY1CpHGoVVA6AAcAVJRQAUUUUAFeb2/8AycZqH/YqW3/pZPXpFeb2/wDycZqH/YqW3/pZPQB6RRRRQB87a98PviD4H8RazH4a8JeHfiF4X1HWh4is7bVtXfTbjS77Ksx3CGUSp5i71+6RkjnivQ/gn4C1zwbpOt6h4ourS58T+ItSfVtQTTw32a3dkSNIYi3LKiRoNxALEE4Ga9GooAKKKKAOD+B//JOLP/r8v/8A0tnrvK4P4H/8k4s/+vy//wDS2eu8oA+cP2xevgT/ALCEn/tOvoyL/VJ9BXzn+2L/AMyJ/wBhCT/2nX0ZF/qk+goAfRRRQAUUUUAFFFFABXnn7QUElz8G/FEUMbyyNbLhEUkn94vQCvQ6KAPOv2eoZLf4NeGI5Y2ikWBgyOMEfvG6ivRaKKACuC+OX/JMtT/672n/AKVRV3tcF8cv+SZan/13tP8A0qioA72iimiRDI0YdTIoDFc8gHODj8D+RoAdRRRQAUUUUAeSXf8AydjpX/Yk3n/pfbV63Xkl3/ydjpX/AGJN5/6X21et0AFFFFABRRTJJUiXc7qi5AyxwMngUAPoqtqWo22kafcX15MtvaW8bSyyv0RQMkmljv7eWKCQTKEnx5W47S2V3AAHnOATj2qeaN+W+pPMr2vqWKKKKooKKKKACiiigArze3/5OM1D/sVLb/0snr0ivN7f/k4zUP8AsVLb/wBLJ6APSKKKa7rGpZiFUdSaAHUVDc3cNnGsk8ixIzrGGY4BZmCqPqSQPxpYLqG5MghlSUxsUfYwO1u4PofaldXtcV1exLRRRTGcH8D/APknFn/1+X//AKWz13lcH8D/APknFn/1+X//AKWz13lAHzr+2BZXF2ngkwW8s4jvpC5jQttH7vrjpX0PFzEn+6KfRQAUUUUAFFFFABRRRQAVzPxI8aJ8PPBWp+IZLVrxLJUYwK20tudU6/8AAs/hXTV5x+0UA3wV8VAjP+jqf/IiUAdL8PfF6+PfBuma+lsbRb2MuIWbcVwxXr+FdFXx78NNHluNC8J26yeIxDeWdzK4s7VXTKOoHlknkfMc/hXW2Phua58S6rYNL4u8m1ht5EC2S78v5md3zdPkGPxrzpYqSk48nW259hSyClUoxrPEWvFStyvvbv3PpWq2oada6taPa3tvHdWzlS0UqhlJBDDj2IB/CvmW20i5m8KaxqTS+K/PtJb9IyLJfLxDLKibvm64QbvfNS6roVxZaBp17HL4s824ntI332S7MSyIrbfm64Y498VP112vydL7nT/q1T5+T6yr83L8L3+8+nq4W31yKw+L+pWV3IIPtulWxsy/CzeW85kCn1HmKa+d/jCdY8EaZHPpCeIrlzbzTSR6hbiIEI0YypUk8bznj0r5v1bxhqeswwXN5qFzOIYQoLN90Zx169/XufWvls54ijl84QdNuSd/J9Lfcz4DiOeFyWdGHtXOclzJctk1dxtdvd6+lteif6L6X8XNI8ReJ49I0iSK5jEjRS3k0oiQuBkpED80rcjOBgDv2rWvPiFolhdT20tyxuYpjCYY4zI5IAywVcnaC2MnuCK/LC4nurrxlo8v2u+RRvkc2MpSQIoydpH3eM80utapbadNY6jpWtat/aUl3i7aW/LmVDKGXngnAwDnuAfavHo8YVJU1KcVzN/K22n/AA/+R0ZfDC4qjhPbYvkq4lc0Y+zk1bmlC3Mpd4P5fcfrDF4i06eGzmiu45YbssIZI/mVsKWPI6YAPX0rktX+Nnh3RvEM2jym4eeO1ivRMiAxSwyHAZGz83XsPavhfwp8ULCbxlFdalql7ofhxTIwNt+9mL7Cu4Rrxx8gyccZPfjmNQ8Q6lqmr3c8Ml3Ja2zMI71iEwm/co4PHPIUd8kV0YziycKMZ0Yq9/XRJdN1ffbofL5lnFLDUIVKFTncm9l9ldXdpq+rtbpvrc/Spr7w6dVudbkjhTVNPtZLea6aP97FANkkiZ/ug7SccZX1Fc34t+Mmj+Ebu3up9Qhm0y4sHuTg8QlT8jFh0Dklee4GO9fAvhq58V+IdP1ptOXxHPrEsDyzyx7hAkCZJBJYdy2cg5LHvnOBpV+ur2S2M93gSsiSKZPlyzBSWHfGSfbmscTxbW5YeypWcuvz/HTfsclfOpzVKOHjrN2u1ZJ30Xnpv2v1PszVP2nNA8RJ4e1WxhukvLKdLl0Rc7YSpS58zBICYcbO5ZRwOp7nxV+0ToeiatLp9uRKBALmC/JD210FIMsSMp/1gTJGepwO4z8CfDvWrrRvGNppwiaQvN9nUo2x1zwpG78ufXHGa0PiNfRaXq00NnZX6WalCrTWgtkkY7sMih2BBwcMvXmvLhxFmEcPOsmnJtflb8Vb0stzzKeaYpYOeK9pHnv8Nnfto7W7drWW+x903X7Qunah8M7jxP4ft/7Qu44GlFlcHy8shHmoSM4ZUy+OpA474yrj416B4z8H3w1e9tNN0y5lW2+1edse3ypkWUjkjbugAPd2I4xXwTpmqsNJktNLmmh1KSU3FyZLpYYAoGAACRubk9Mnk0+fQNSvvszRtbgIsbn7RKIlZ2xjAYgnGTz04znFXPibHTcXKKcXGzXRu2r7+vy+bea42ooS5bxaUXtva703669D7x8feLvEM2laN4b1vTbeG4vbiB31G0uBPb3EUTCSRtgXeqnaOSpA3d6+dPHfxj1Twv4k8Sf2dqhuXuZ47h50l81EuEUrviJHAZGZSMdegAAA8+1TV737QunarcNevMQl1e29wszngDiQZO32zXO+JfA+o+FdSll1TS7vTZmAls7K7BLyoc4dt3bAzXnZjmdbGRdSlJrler6rRq17JdXr5/M5swqzxEPa4eq3y/Fo7x3Vm7Jdd/O2u59GaZ+2zrEuoW0V1bRwQS2wlfEZMiXAiZCv3gDGW8t/ug8sOlex/Dz9qHTvEzS22q2MlhdqizxOpGyWAsFL4JypBJOO4GeOlfC2iaBb6vpEBmt7+KQTMJ9TO0JGxBKKEGWI4OT0GfaiGa8t7eb7FFeTxWqAvcxQtjLKPlLD3456kcVVLiLNMPJTc+dPoZ08zzGjatz88Hp31fS2+3VaX0ufqRpfiax1a4a3hdluVALQyLhl+VWOfoHXPucVj3GuNB8UrPSnnKxT6TJMkRbCs6yqOB3OM/hmvzt+F3jPVh4tlub241V5ZEc3k4mLGKFRu4DfePXjqc8Y5rfvPiK/iWS7ns76+ubqGbGkuP3bCMuxaRzn7xUIAg7k/SvrZcVU5UI1JRtK+197a29Wvlc+zhmuAq4RVp1+WpfSPK9bNaX2u18ul+33/deONNi8QRaJbM2o6mWHnQ2uG+zIT9+UkgKOuB9444Brbu7qOyt5J5SRHGpZsDJwPQd6/NGw1O+fXzDd/bb28hunuWW3QvJJMudhI68E8+2elbPjvxq8Eunj+1dSOqRIGIu08tHSRAWCjuAeAccj6c5U+MY+znUnT2dkr/8AA3X426aX5qee4T2NSrOeqkklZ7aX+aV3brZrTS/6DweJtNubKC7huklgmmW3VkycSMcBWHVTnjBxivP/ABV8W/DnhPxxaiTT/Mvb20EQ1YFQpjSfa8OeuULO2CB+tfE2lfE22n8T2kU13d6dp0YRruVZAZZZUAICAY3H7xy3XIHUDOD428V/274mvJNKub7U9IMnmxXF6QkvIwSVHTgAH6Vni+K6n1dTw8VzXX/B0ev9bkY/OKdPDRqYWpzSbVkla6111d1t2fr3/R+2+IthdGWBY5f7RjtRdGzUB5MGMPjAOTjco+rAetfEvxG/aP8AFmuNcCK9NteLlUazkZYVxkZVD3we/I56jGPMNCm17VdYmlEV7O1wpgfUC24wwAZIUsRg/L6jpiufklGkRtb3XmsUUZkaJgDuGcc9+evtXzmbcQYvHUabpXgru9nvtb7v1PnMxzDFYujRnTbjFtp27/5pfmfSngX9o3X/AB8+laVqjyagkl5C8gi3I/kxnLYKnPmE45yANvvmvtTSbazsrCCGyhjtrfYGSKMAYB9q/HTw5bX13c3F3Z3mo2ypNtM9tIyiNWYL8xHQHdj8cV798C7+2svH/iew1fxTq11ZWVhbNBNZ3K3eNyqzKMtjgsQQvQgjtXuZBm9SnOVPEPnb+09LLtdn7Fk3DNKNTF0K2O5qlCPNJum0kk4Kylza61Efo1RXzH4c0Vtc0/ULpbnxXNHDdTRQyW9mjIyKflJO7r61T/sy6/4QXRtY83xT9qvBYGQ/Y18r99JEr7Tuz0c7ffFfoP112vydL7n0S4bpylyrErdL4Xu9up9P6fp1rpNqttZW8drbqzMIolCqCzFmOPdiSfc1Zr5p1Pw3NZ67o1mkvi7yrxpRJvsl3/Km4bfm9evtS2/huaXxVfaaZfF3kQWcFwoFkvmbneZTkbumI1x+NV9ble3J+PzI/wBXqXLz/WdLX+F7X5e/c9N+L/xji+E8+gRyaa+oHVZXiUrKE8vbs5PBz9/9K9HVtyg+ozXwr8TrSVJdCmmbVnZNauLVDqMAjUKkigYIJ+bpkV90Rf6pPoK7aVT2sFO1rnzWPwiwWIlh1Lmt1tboPooorU88KKKKACiiigArzn9on/ki3ir/AK9l/wDRiV6NXAfHuwudT+EHia1s7eW6uZLdQkMKFnY+YvQDk0AeEfC7xlPp2i+Cyuvm1hs7G7iYf2O0whLyIQu4ON+dpOe2K7HTviJPB4v1q9bxSUiuLe1RJv7AchyhlyNvmcY3D659q7P4FeDLGD4T+HU1PQ7ZL9YW81bq0XzQd7fe3DPTHWu8/wCER0L/AKAunf8AgLH/AIV50sPUcnJS636+nc+ypZxgoUI0p0W2oqL0h/NzdYPr3/PU+f7PxzdxeCdesD4kKzXM2pukH9hOTIJZ5mU7vM43BwfbdjtU+tePbm78MaVaJ4mMssFxYyNENBcFBHLGzHPmc7QpPvivef8AhEdC/wCgLp3/AICx/wCFH/CI6F/0BdO/8BY/8Kj6rVtbm6W6/wCZ1f29gfae09i783NtT3/8A/4PmfNPxW12Dxrc6VFf+IprnT4o51mubfRnhe23GLDj95k/dJ+gPrXzLB4Iv7DVdbtb28vra0XmK8FmXimUEtgqcc/KPbvnA5/TD/hEdC/6Aunf+Asf+FfKv7SHj4eBPGcNvb2ekrZR+VIunvaxKQVfO4sudyvgAhsEY6cnPxvEWX0IQ+uYl+Wiv993t+Py2/OuKKmT4mFPE16co8i5VZQ1u29bRXf1/E+M/EV0f7esY4Z2SVEcZXIzuGAOO59Peq91e6ebexTzVnnF1EXKJzt3DI7ZroNW1SfX7mWVokjk3+ZFN5YQqAV2qMdQNvX1J9aoaveS3mo+e1vEiSXOZpUiwVDM2S3oAVPTFflsIxfLGF24nHkOMyvE1MvmqNR1cMlFe/GMH71Spdrkk+slZPotT0PxZpOi211ctoEcbRrhAsNpLBLIhUZ3o7tj5sj5cg4+lYMXhe4uNMtfs2nXR1G627GO5IoeWyvDAkkBCOPX0r68+CXgTwv4f0u41m10zS9YhjNrE149vzK0kihwocsfl5wVJViOMV6RP8OItbfVZpfDGm3VpfXDeSj/AOiTWwQhFKsEPDBN3ABGT1zx9rh+H3iF7du0pdEm0lrrfXrpon38zwKWWYKtJ14xa5l8Ojtrq07W6WVlpv5n5/6dJr+ixR2thdSRrFLuberFgx+XORz2OB7n1rpb3wXpOm2MwudQs2klW3aOGe0dZuZFLkHGFAAYHnJ5xX2dF+zHoUfiuPWkuDEqxov2JYE8tWV9+4e/bkYx2NdhL8IvDdnb2Y0nRtPs5bW6+0jzIA4kJyHDk5JyrHB7HB7V0YbhTFJN1mrrb08kmunR22Hl2SKh7+IjzOMrq9mra9Ot+ztt8j86p9Mv7TU9P1aaxSVI5VmVpoMxbVIJG04+UenA44qf4h/2/wDEHW28Q3sfmXV0gnYwwt5aIBsUY5xhVBHJ7c1+lreDtAcENomnEEY5tI/8KgXwF4bjMxXQdPzKoVh9mTBAGAMY4/Cuz/U2oouCxHut32623/F/edEuGsNaVONaXK9do35rb+mr08+tkfmXp/hSB50t5bYLdygCOF4M71YEhh/nqR74d42sjo1/YLsWWeGFWjjWLYV2LyGGBnAwT65Ga+3PF3wn1C7sE1i30TQtIfRQtxaafawfaLi4WI7vLkmbaMMNwxtPUZPFegL8PvBvjCCw1dtE0+4hmtlaErbqAUcq/Yc5wv4cd68+lwnKopUnNpqzTd1dem+j7rtocMcgw1WlOiuZTTvFvbl7Nb3Tvq+ltD8+PFunJq+saVNo7SyQX0AuJHNmYlGAoIUDIxuO0d8YJwTzPqfhrWfF82nare/a52toUgZGiOQi/IMEnkgDofav0StPh34ZsoUij0HT9iDCg2yHADbgOnY06/8ABemPaSLY6XpVtcuQRLNYpIo6ZO0Yyce9eq+D4NylKputUl1+fz+89ynkGWXnKspPmjZpcq97R3Wlt01btJ+p8R+Ab680Xw5rVudVutO0q2drq1kNs7CZypXJCuArYIyTkY6V5xZ+HporuG0k1S70reYWuHtQ/wC7TzPmYheW2YVvw9a+9734bveanDpmy2m05lWa8uJdMgTjdxHEVUckjnOcD1JFdBp/wr8MabJciPR7J7aYhlt5bZGWI5ydpIyATzjOB2xWUuF6lZU4RlZQ0u/+A9tlvf1Mq2VYatGlToxlFU+ra1ev8vS1kne611PzTu7O48Na7eX2mSS31yjlUmvE3Fwx+UsrE4Yrz1NWtMm1nwx4ysp4Gh0q6Ki5tJXhbZ5m3dj5AcdewIr9C9J+AvhDRppWh02OaKa4muZY7pRLuaQAYBPIC44HvXSReAPDUVsIBoGm+WARg2idzk9vU1jQ4Prv3qtVKzut3Y8qhw3BtutNrW6trbX/ACtrpZp6M/NnUdX8U/a59TfUZodYBa4kuYflZWkJ5J/2tx/Amsi+bU/FmrS6rrEcYusQx/ICFjAUKp6nGcZ/Gvvf4n/CHSLrRddi0Hw3bWt1cRPf3F5t2o8iRsFjUdix64wBnJyeD0afCrwd4x0OC4m0a1+yahYIjRQIEBVtjAqy4II2jBB9a5JcK4upKpQVb+9rezeq3+6+j3MquSTqyqUY1Xyt81ns37yWvpy3dn18j4g1v4baLFplne6UTc7bV3uHewlSZZRjhiZChHXlTxg8GuL03RbtNO1WabSFkmdkEEVxATGyDJaQnqNoIOR6mv04s/AXhuwsobSDQtPWCFFjRWtkYgAYGSRk9Op5rnda8AxX/iaCbT9K0y2gsbf5UuLFGhuGkb5lOBkFQi4I6bq9StwmoSjVhLW1rJaeb1fbU9uvkmXxlCtSUlJRta0Wm++q7eV/mfm6fB91pk0lsZHtrgnJkjyqtwSAB6EdK6vW/A8tv4HgviJ7nUiih7U28jb1yPmLgFenuO3TBr7nuP2ffC2rxWrajp9vDcQT+eF01PKizz8pB3Ejkk89fSuI+Pnwpkl0zTbXw7oWnxWQgeK51CXyohbjrk4TexbOMKevGOa8ufDFTCUqtaquZdEtX+XT7u5yYbK8Hl8quIxFKU47xScW1rpe8Xt3VtN9D8/fDnxAstC8PeIdHkt1Cz3kc9szQAyRhW+ddwyRnC98fL71pfCK7e48W6y1nrEmlWrRI0s8UeZSAR90cHIPPHPHGelLqHhHUdOj1Z7vTXTSre6+ySXjW+1Y5Q3CkkZBOO/+NW/C+u2nh/xJpd62iWw8iJY5A6h1mwVKsdwK5+XByMYJGK+Y9rCNS9dNafhf0P03N+KchwlfHyr4SpGtWhyN80ZRavQlonTtpy7Nu2vdW+xfhX4+utC8M6ho9x4omjuIbiRg1xorzNOj8rJvLg88j5gDkGrP/Ca3n/CtvD+l/wDCRH7TajTN9r/Yb5j8qWFm+bzMHaEJ99vvUf7MF9J42lv5ru30q9twUEnmaesk6gJhd8nCqDjgAEnknkk19F/8IjoX/QF07/wFj/wr9dytyx2EhVpu0bNK99vvOrLuJsvxNKOIp0HbmTV1T+ze32P+CeIax8RJ7rxJoF0nikyR2rzl5RoDgR7o8DjzOcnii1+Ik8fjXUr8+KdsM1hbQrP/AGA5DMkk5K7fM4xvBz33e1e3/wDCI6F/0BdO/wDAWP8Awo/4RHQv+gLp3/gLH/hXr/Vqt783n17W7nZ/bOA5OT2Ltbl2p7c3N/J3/q58Y/FTXZtTOhxTamb7/ifXVwqGwNthXkUh8ljnd6dq+4Yv9Un0FfOn7U3gl5x4ObQtBLlL12nOn2nIX5Mbtg6detfRcX+qTtwOtdtGDpwUW7nzOYYmGLxMq9OPKn007eSS/AfRRRWx5wUUUUAFFFFABRRXK/FHxpJ8PPAeq+IYrVbx7JUYQM20NukVOv8AwLP4UAdVRXM/DXxe/j3wPpOvyWy2j30Zcwq24JhivX8K6agAooooAK+Wv2p/h9aaho0niHXLbSLEK52rCT9rL8KhLY/e+68AeoOSfqWuF+MAj/4RO4Y6J/wkEyxSGOzYMVc7e+0HHsSCM+nWvFzjCxxeDnCTtp+PfueVmeHjicNKEn0/rzPzJ11v7dnRIlDv5gTNunyxg5IGB9OPpVe7lubOaOa1RZ3VxE/mKSHyTlX5+YHIBB9a272602DxFEmjwz6PEIGFxbXBDPFOqkN8wHzA5OOO9YunTxTQyzyygtNLubd1BJ4/xr+e5Xw7TjK7R+cYHGTy7E0KkJudnqu2rVk99m2vWz3Z93/szafH4x+H1surWd/pt9YzFofIuJ44FwSAY1LlMg7uigDP1r6AsLQ2NqkLXE10V/5azkFz9SAK+b/2b/i7p+m2WkeEri5+3XF5NIIJLeBsjOCCy/wLweeMkg4+8a+mK/esgqUauChKm05JJSt3t1sff5POlUwsJQabSSfr5hRRRX0h7oUUUUAFMiiSCJI40WONAFVEGAB6AU+igAooooAKKKKACiiigBGUOpVgGUjBBGQRTLe3itII4II0hhjUIkcahVVR0AA6CpKKVuordQooopjCs3xAAdLlLXiWAX5zPIivtC/MSA3GQATntjNaVeF/tL2mpazYafHpFxbSC2maO4s5klfzZCqsifu+d2DkAckH0rzswxDwuGnVUeZrpe1zixtf6vQlUSvbpsfGHxCvNS1mzv7a4klk0mW9eaB5wNwlBzk4OC20qD9T0rlfD/2SW28q4jRvOjWN2kGWjAONyjI5xn86XXWe28Rv9oUw3DyNE9uAco+/pgnI5yOeeKxbBlh1OMzW5u3E3G19vAOME+lfznWq1MRNzbfz+4/KcfmVfMqtSrKXKnbT05Va+jt7qeuunV6n6A/sr+DbDw34dgvtLsLa7trpmia+gu1lmiIAbEwztzkkfLyuQDkc19C14X8BvGfhrwz8OLI3GqaFp6zncthprMziQ4DAhiZHboM4PQY4xXs+jatFrmnRXsEdxFFLu2pdQNDJwxHKMAR04yOmDX77kjpQwdOlCSvZOyt+n66n6VlTpxwsKcWr2vZW/r7y7RRRX0B7IUV5f8a/jHP8J7jw5HDpseoDVZpImLylPL2lORgHP3/0r05G3KD6jNADqKKKACiiigAooooAK84/aKGfgr4qz/z7L/6MSvR685/aJ/5It4q/69l/9GJQA39nT/kivhb/AK92/wDRj16RXm/7On/JFfC3/Xu3/ox69IoAKKKKACvIf2hdK8Q6jpmnnQo0CASrcXktwkK2oO3DA7C5LdMIR0Awc169WP4smFroVzcveCxitx5zzGFZSAvPAbjOcY964MfQWIw06cm0mt1a+mvU48XSVehKm21ft/wT8uvF2h3uh6zPa3kM4t4ZJYZJ/LKDzFwCMt0xuB59RXMRWUAa18y8WykyoMksZZCnZjjPT0r2X9qGbxLFr9tH4hgufs91G15C0mMCViN3yhQuMLGPlLKSCQeSo8ysYZ9Xtbby1C+Y4jMsoIXdgnGemTiv56xOG+rYj2NJNq/XR/Pc/M8NgKix1Khg1zdXdWta7d99Lfeex/sv+NbbRPE0jalLqMNhKgVpNNhcFiG4Lsh37eTxz24r7e8MeOJvF00Etjod7Fo8gJGo3jJEDwcbY8lzyAOQOtfGv7Olrc3er2kWnayloZLzyZLW8sluIZlHJKqw4OMgFe4Gcda+57HRrXTbq6ntUMP2khpI0OIy3dgvQMe5HXAzX6hwlCv9Vte0U/L1te708rJ66M+i4cjW+r2vaKfl+eunyW+5eooor9EPtgoqpqxK6VekHBELkEf7prmbPSNMF/p1o2m2rRy2BuHdk+bcCg6/8CNZyk07HVSoxqRcm7fK+yv3R2NFee6NPo91dyW8+mWsrGeOJGijG3DhyDnv9w1Ue901b+W6bR4V05LeMpEFUl5HlZBngn+Ht+tZe2Vr/wBfkd/9nS5nG70t0XXb7XU9NorgY7rSp43aLwwrtFA08ilQCAGZQAMZOSuenT8qikvdJgeeZ9DsnsY7SO4EkJDEszlAvT1AHtT9qv6/4YlZfJu2v3L/AOSPQ6K87N7pAKudBjBKlRAYwNzeYqAhjjj5h2rVh0zTr/Qbm7t9Hs4buIyIY5l3KrISDyOo49vwpqrfb+vwIngvZpOTaTdtlv8A+BHX0VwL2Fu9roM8Njp7TXoiL2n2bJcEAyMGz8oUHPT+dSbtNktreeLw3BIl1MYbb5lG/hjk8fL9z360e18v6+4bwStdSf3Lz7yXZ/c+zO6orz/TrrT72606S20ldNmMsMyMpUlo3DjnHT7p4r0CrhPnVzlxGHeHai/0/RsKKKK0OQbIxRGYKXIBO1ep9q8f+Iem6/P4c8S3sFrDpNs5XUVur252z28iIqsV8tX4KRqOoI55549irz74y3Z/4RqSym0C51ixuARI0N5HbqrYO1SSwck+igk/WvLzKClh5Sk3ont5q3RN/cefjoqVGTbeif8Al0TZ+Y99Kt/dz3RuHuHlvPOaZ4xkn5uNw69uw69Kv6RDJNsDxLEzSFU875A+Dxycfzq3420r+x4I0uI1t0kufJZYQZE2BVO9W6NkNng5/OqWh3esa3fQ29nC98YZIkt4pvmyScICDnqR+NfztUpSlJqqmnc/KsRgqkqteGKTjOHRLezS1vtdO97av1PuD9mfwVLd+ELm6utJi8P6rBcEWl9a3TyOAMhg0TMwXDBgQcbs9BgGvopAwRQ5DPjkgYBP0ryf9m7w1feC/A8ui6pfNqOpRXLTXEwO9I2YDMW8AAlSCMAnHTI4A9ar+gcmw8cPgacUrO2u2/nayv079z9PyujGjhKaSs7a+vy0CiiivcPWPm/9sUDd4DPf+0JP/adfRsX+qT6CvnP9sX/mRP8AsISf+06+jIv9Un0FAD6KKKACiiigAooooAK89/aBtprz4OeKIYInnme3ULHGpZj+8XoBXoVFAHnf7PltNZ/BzwzDPE8EyQMGjkUqw/eN1Br0SiigAooooAKyfFOlf2xodzAsK3EyqZIY3cqplUZTJ+uD+APatauT+I+van4W0JtXslWS0tlc3ieXudEK4EqjIzsOCR3XPpXPiJQhSlKe1tfQwryjGnJz26nwd8ZPD3iaHWLaLU7KC31SbckOl2MzTmIluFJ3MoYk/dX24Ga8tt3mVUsZI5EvCQxgcFNzcjIHfByPzr2L4hfEfXV8YaNqd41hd3VnILuOe1hkihvcMMSSIcKW+TBKce+RXD6nNPr3xAutX1Zp4Znu2cxW+R9lUyFmWNScjBLHHXJ9TX854yOGnWn7OUr3Vr+m7e33adtD8fqwws6t6Epc90rP53bd1b5abns/7NPwe1VNYg8Zaml7J9ivNulWEakeZLgiRmJ4RQOCzepA5r7dGSBkYPpXivw98HnVtH0PUDrmsa/4evEPkql1LaeQOcFkXYWQ8g7snODkgkj2eCFLaGOKMERxqFUEk4AGBya/beH8IsHhVCK0dne976b6aWttZvS3W5+kZNhvq2HUUtNOu/npp6We3ncp63fTafZLJAiPM8scSiTO0FnC5OPrUP8AxPPXT/yf/GjxJ/x5W3/X5b/+jVrWr6O15PU+pUlCknyptt7/ACMS7t9burWaAtYKJEZCQr8ZGPWqUmgahcLaGePT5ZbaMRpJ+8U44yOD0OBxXUUUOCe5UcVOHwpL5HJL4TnSCSFbTTQjlScGXOVztwd2RjJxj1qUeG7pbZrdbTS1iKLHtVZB8qksoHPGCSa6iil7OJbxtZ7s5pND1BI2QRWHzJ5ZYtLuK5Jxu3Z6k96i/wCEYuSip9l03aIjDj95ypOSDzzyScnua6qij2cRLGVVscwnh+9VUBg09yn3WkMrEfMG6k56gH8KmfS9Se0ltjFp4glLM6L5g3EnJOQe5roaKfs0J4uo9zk4vClxC8Dx2uno8C7IyrzAquc4+90z2qW38PXlrL5kdtpqv5nmj/WEK3PIGePvHp6109FL2cSnja0t2cq/h7UQ1q0EenW5gZCNivyq5wvXp8xrU/4nnrp/5P8A41rUU1BLYzliZT+JJ/IyCdcAJ/0Dj2f/ABq3pF62paVaXTqEeaJZCqnIBIzirT/cb6Vm+F/+Rc0z/r3T/wBBFNKzsKTU6TlZJprb5mpXhP7UMTR6Rb6gbnUtOSzjO27s33wlnbBSWHB3DhcEkDmvYfEmj2es6ayXkM86wnzkW1leOUOAcbWVgc8kde9fNvxu0K60Hw9bWWp+IteaXUEb7Jo9tI9y4x1VpWGSAuNxZ8HJwOBXzef1ZxwdSPLo1vfr0vt12s79j5bOKko4aceXS29/u7dezufHt5f3er3fnW/m3iJJieUKWVQcc56DgD9K9/8A2cPCNxqfjmCxm0x7/S5It8t3GUH2VShYMwZWKls4BG08gg15b4S8R6l4R8M+KNKtVWSxvXhJ80EvayrIDuQjoW24OeOPpXqv7O3xH1fw54paZo4rxbpBDOkzyS3d23zCJIjyB8+0HOAAPavyHKFhFjKMpzeur083o97r+lqfEZPHBKr7SrVlzNaq3XmWj0aafXb1vo/uSKMRRqi9AMc9TT6q6WbxtOtjqAhW+MYMy2+fLD45C55wKtV/QcXdJn6qndXCiiiqGfO/7Xmm3eoL4J+y2s9z5d9IX8mMvtH7vk4HFfQsXMSf7op9FABRRRQAUUUUAFFFFABXM/Enxqvw78E6n4ha0N8tkqMbcSbC+6RU+9g4+9np2rpq84/aKAb4K+KgRn/R1PP/AF0SgDpPh54wXx94M0vX1tTZLfRlxAX3lMMVxnAz09K6OvN/2dP+SK+Fv+vdv/Rj16RQAUUUUAFcXrXi/wARxxyxab4Mvp5ySkctxcW6xZzgMcSE479M12lZPifxDH4Y0iW/liaYJ/yzTgt7A9AfqQPeubEJuDfO4pdVb9UzCsm4353H0t+qZ8LfHHS5PAPjOG5upoG1y4ja5vIVWPyAxZtjRbeg+9kMAePevM38V6z4l+If9q2dms2sX06MDACITukJIxyRyy4IOevrXZfHr4w6H8TPFOkXLaOViiMq3dhOPKmiYYxGxX73IY7u4YDqK8w8OyyT6lb3kE0mnKsmNkeSseCAWxyTj0r8Dx9SnRxcnRnene9l+evXf/I/Ma9ajQxEfZVW4XWiWvXW8tL67+eyP1c0ZSmk2Yb74iXdznnHPOB39hVyuK+EOu2uveB7CWxmtrqziRYUntZ2lDkKM5DKpQ5/hI4rta/fcPUjWowqR2aR+n0ZqrSjOOzRk+JP+PK2/wCvy3/9GrWtWT4k/wCPK2/6/Lf/ANGrWtWq+JnbL+FH1f6BRRRVmAUUUUAFFFFABRRRQAUUUUAFFFFADX+430rN8L/8i5pn/Xun/oIrSf7jfSs3wv8A8i5pn/Xun/oIqX8SN1/Bl6r8maleRftOXGsWPw6N3odqb27guEeWBScmEZLHABHBC/e+X1z0r12vmX9rXxPIkUWl2eqrpuqqj4gtZGluJ4XUg5ULiMdec8ivEzvERw2AqSl1Vvv7eZ4Oa1o0MHOUuuh8p+GPHj6ZpWradFYQrbalqEdy32rLSqscm9UBbOByQcg17x+zvBf6F4ovNYs9Hj8VW4iDyi0RN0O5+ttuI6HII46Gvl+O8062t3sdSs3vnjYTi5EpR9oxlOOOQDz15r6Z/ZK+KWk6Z4kurBrYJJeWykC2UiG0+bdskkc+55554FfkuRONXGQlVq2t8Pl16qz1PkcgdCtOpLEVrNR9zSzTbjt0fo79XofXWgeJm112R9H1PTGVd3+nQBAfYEMRmtukByAR0pa/c4KUY2k7s/QoJpWk7hRRRWhZ5t8YfjJH8Jp9AjfSm1L+1pXiBWfy/L2lOfunP3/0r0hW3KD6jNfOH7Yqjd4DOORfyDP/AH7r6Ni/1SfQUAPoopk00dvG0krrHGoyXc4A+poGlfRD6Ko/25p3/QQtf+/y/wCNH9uad/0ELX/v8v8AjU8y7mnsqn8r+4vUVR/tzTv+gha/9/l/xo/tzTv+gha/9/l/xo5l3D2VT+V/cXq85/aJ/wCSLeKv+vZf/RiV3H9uad/0ELX/AL/L/jXn/wAf9RtL74O+J4La6huJ3t1CxRSBmb94vQDk0cy7h7Kp/K/uJv2dP+SK+Fv+vdv/AEY9ekV5f+z9qNpY/B3wzBc3UNvOkDBopZArKfMbqDyK9C/tzTv+gha/9/l/xo5l3D2VT+V/cXqKo/25p3/QQtf+/wAv+NS2+pWl2+yC6hmfGdscgY4/A07ruJ05pXcWWa8Y/aN+JP8Awhlnp1lYzXLaxMJZ47e0Yq3lopJctkDAweCDn04r2eviP9tHUb/T/FiQf2bMVk2Sre4KRSDBARcsdzLjnaBjIz94Z+a4jxVTCZfOdLd2XofO53iJ4fBSlT30PCNUktX8dWWoaqWvle9SW6kgk8wshbc43DAJxkelaXh7UZUuZbW0illE+rLeQxwxgSbRv2puBzgmTkDHKg54qvot1B4ds9It21G0mj1WVnu5ABI1uyHIBXpg7sdecHgd/VLqDwddXtlb205W7vNbd5prJIxF5AllQMo2nYmGjxkkHDZHAr8bw2HnJpe0S6u9r67JP/gW1Z8VlWBdStS5Kyi5PW9lrK6STflbVqyb8j7R+H7WI8NW8Wn2y20cXyyhIBErTYBkIA4J3Egn1B9K6SuF8IPfaBqU+iwK+paBZtHaQT7Y1ltz5SthgiqpTDAZAyD1znI7qv37CS5qSVrNafd28j9Kw0r00rWtp9xk+JP+PK2/6/Lf/wBGrWtWT4k/48rb/r8t/wD0ata1dK+JnoS/hR9X+gUUUVZgFFFFAFe/v4NMs5rq5kEUESl3c9gK8Im/bG8NQ619m/sq/On+b5X235Rz3O32+teyeMrm0g8Nakt5eJZRvbSDe0iofunpu4r480F/C2l/B/WFvbdLnWJpnWPMeTE54Uhjxznt/hXmYytUpOKg7XufT5RgaGJpznWg5apK3n1PtexvYdSsre7t3ElvPGssbj+JWGQfyNT15Z+zv4o07VPh3pemxajDcajZxFJrff8AvFGeDtJzt569K9Tr0KcueCl3R4WKoPDV50X9ltBRRRVnKFFFFADX+430rN8L/wDIuaZ/17p/6CK0n+430rN8L/8AIuaZ/wBe6f8AoIqX8SN1/Bl6r8maleBftI3UBSJ7TSZru/iYRXrw2QkcwY3puOQWjJ3jGcZ3dCBXumpXcljYyzxW0l5Ko+WCLG5yTgDJ4HXr2FeN+M9OsdV0bUdd8Z6jdx3elzTwpZaVHAx2gK/lx74y75XaTk+pwBXhZz+8w0qK3et+iS83/X5ngZp79B0lu+vRfM+FtVn065fxfe3kRimuwv2OKCIKsf74M477fl3AY+ldd8EPF7/DzVppbVbgQXEW2X7JEsku1csTjIYYAJJUjjvWhqGreH/DehXniDTjZ3V3a6zbXlvaXkamWZFZnx8oGIzhdwxweOtef+J764tvFl1exwqgvgkj2UVysrQllDFGIwOpIwcelfh8lVw0oV4zTlHt536/f8j81xFCthJ+2U1KUX9l6a9b9d2j9RvDmq2+uaBp9/a3Ed3BcQJIs0Ryr5HUcn+daVeZ/s83Fxd/Daznms7mwid28u3vAVmQD5SCpjTAyvHXr1PFemV/QmEquvh4VGtWkz9Zw1R1aMJvqkFFFFdZ0nzh+2L18Cf9hCT/ANp19GRf6pPoK+d/2wLO4u08EGCCWYJfSFvLQttH7vrivoiLmJP90UAPrI8WKG0G5BAILRgg9/nWteqmqWA1OxltjI0QfB3qASCCCOv0qZK8WjajJQqxk9k0ef32vW6+EbOWOe3fUMSM4VELEqGOG+Zdv8+OAavXviONopraK2sobtpDGgaMMyp9n8wPjIz83GeldSdJnPW7Q855tk6+tO/sy637/tq78Y3fZ1ziub2cv6/4c9h4ug+nd7vr/wBu7I4nS9VuLE2liLK0uBHBE8skwAaTepYsC77uPQA556VcTVrg/wBniaHTojfWvmx+XbbyrspYKRvzgAfexg89K6k6Zcs6ubxSyjAY265H0pf7Mut6v9tXeowG+zrkD0pqnJaCli6U3eyv89/u76nF6d4huZf7LgFrYXbSW8Mss3lpH5m8kNty/BXHYHJ7CptL1uWX7LmzszbhreOQPEWkYykjIbOBjA7HPtXWDSJxtxdRjZyv+jJx9K5r4m+Jb34d+BdU8QrIt8bJY2+z+Wqb90ip1wcY3Z6dqFTkuo54ujK9orX1/wAv+G+4u6o9pZ+LtPt3uLeGGaCXdbFYxyMYbkZz1/KsXT9VgSJ5bS5tJ7K6vFhguL0LJ5S7CS7YxwzLwCR1/Cr/AMOteu/iD4L0rxC7paPexl/J8pX2YYrjdgZ6V0Z0m4KFftabT1X7MmDTcJN3X9fiZwxNOMFGWuiX4t3+Hfb7tdzlZ9YvDdSJBbaWYhJJErm3LZ2RCTd97kHkY/HJ6Vt2ZiuNU0O5SCOBprOSVhGoHURnH61pf2fef8/w/wC/C1SWCeLxPZCW588C1lwPLC4+ZPSjla3E60KitGysn310fkaupNKmn3LQyJFKsbFZHUsFOOpA5P0FfnF8cJJvGHie68Qx6lqOtQbmMV/PbG3jABwFjQsTsB4ycc9s1+i2u6Ouu6bJZtdXViWIZbiyl8uVGByCDyOvYgg9wRXhfxF8C6pBq8miafdW+uvqVjNdXi31sFkWKJlYKrR4GXbA+7j92BxXyPE+Cq42lFRuortrq9Fpdfk9+ltfzvPsLUxVOKjdJdu/TS/6P5W1+IvCnh2++IXiK1tbG2VdbuSXjtidq3RIPzDPRuDk9M13/wAMtIv4dTsP7bjtbW1/tWKIw+ci3BkDEF2U4YRgBgc9z0qTx7JZ+FNW8Kt4LvLsQ2GmrIt1cRgXUUpZmb5gAOM43BRkL3GCcfw9oHiiTV9C8QNbtdWE+qxwpdTzBW83duJLvuAPBPIyeuDzX5hThTp4uMIRc5p6tfDbTtfu79HofL5eqVLH0PZ03OcZa/ytb9E7+fR7H6SadpUdpqN7ewS5ivVjYxAfKHUFd4Puuwf8BFaVVNKmM+nwszmRwoDszIxJHXJT5c/Tirdf0HBJR0/q+p+oQSS0MnxJ/wAeVt/1+W//AKNWtasnxJ/x5W3/AF+W/wD6NWtahfEzql/Cj6v9AoooqzAKKKRhlSB1IoA+IP2vdbub348aHpAuJEtLewMzJuwoYg4P6g5H9K0dC8P2mofC8RB1hiupPtH2iZiEjKsBknsADnPfAFcn47+HWrn44atN4ustQngnfzrAWMxdyuXGVcgkLwoweMYyOlew3dpqUngbU9CsPOsJWsHS1soZIpnzndtLKhIXrkHBPqK04kpUvbYSlCotIJN9NW5Xvr0kk9NLdT9DyurKhg1yK+qlv0tbb1V/zseL/AvS774eftLOLueK70vUUaS2vlYrBIM4ARs47jnofTPT9ARyK/O74Jan438WeM/CkNnpU1zpGhXpjnuoYC72q9TA+CDtyQQS23BHuK/REdK+o4hjUhVpRq8vNGCj7rW0Vyq6WzsrtfM+Mxyj7Tmi977+bb+7X9OgtFFFfJnnhRRRQA1/uN9KzfC//IuaZ/17p/6CK0n+430rN8L/APIuaZ/17p/6CKl/EjdfwZeq/JmpXmHxS8M2UPgDULaS6VtRklkuoZZZEjLTMThjuZflAwOv3V716fXiP7VWlXev+AEttNjXUbkXcamzN1HCEJDYk5UuxHTYpBO7vivLzSywlSXLzNJ6f1/keNmGmGnLlu7M+IX8G+IvEcutyPaQpZWcgF1fo4MEZaUIHyvGNxzgflgVyNvGt7fz2cDs0bdbr+ObBwDk9B9K7KK/8SaDY6lozyusEjKbywJYwSeW4IDrnkZxXonwn8MuuuXmu6Pp8Op39ppkd9NaXXFvAqou9AOp3AsByPWvwahh6eJ/d0rxl9q+vXot3p+vQ/NKWDpYqNWNK8Jx1kpavdK0Vo21u9L97JHu/wCyX4ov5tJbw/cayNQa0HmGzvN8dzax7VAwCpDpnHIf+LpX0bXmPw4+H11p9npupHWrcxSxxTA6dZCJpo9oKo8js7FMkthdoyxPGa9Or90yajWoYOFKtuvy6dX+f4H6PldOrRwsadXdfl97MfXVae70u282WKOadhJ5MjRsQI3IGVIPUCsVxENNvroPfZtrloNp1KUBgCBnJcAdfWtbxA9wmo6ObWKOaYTSEJLIY1P7tu4Vv5VlT+Gr6cz5sYVWWXzyi6rJtWTOdwHk8GvSlq3/AF0PsMO1GEOZ2Xql9p36roR6ffaXeWUU32rUi7+SCEvJsbpDhQPn9RWZY+INNjtVfVb++sppWd44TdTZEYYqORIc/dPPH0rlPij4zh+Et14bW50MTfbpRHEtvqTsu6JlKlwYxnBk969Ak8KNdxxeboWnSbF2qW1CQkAsWx/qfVjWVp9vwZ3Kph02nJ2b/mjdfj3OzoooruPlwooooAKKKKACvOP2igD8FfFWRn/Rl/8ARiV6PXnP7RP/ACRbxV/17L/6MSgBv7On/JFfC3/Xu3/ox69Irzf9nT/kivhb/r3b/wBGPXpFABWTLz4otva0kP8A4+la1YGo6pZ6X4mgkvbuCzja2MSNPIqBnZxhQSeScdKlpuyR00E5SaS6P8jZu4WubSaJZnt2kRlE0eNyEjG4ZBGR15FfOfxe1bw54X0XV9P0fxXJZ69d2haTUoZjc38zI27YJlYtGMjBUqFwcAiva9Y8feE7TWl8N6jrumxapdKU/s6W4USsCucFc5GQe/WvjP4t+Cvh7o+q3WueFrHSr6JZZILeyh1eOCLaioJJdoJklzIxACn+BjmssbgHWw0m4tTafK3ZRXuyd3JtWWm61tffZ8eLwXPQvUhJSkpOMnZRSUJy5pSk0lH3bXXS9r2s/FrG4vdR1bUri+23Es0JBljXC5AYqSvAGT/I4pbPQdY1ZreAFpSk65hZ2jiLHkA4PXGeetY0GqXVlFd6jHFbzC5tpBPEjj9yc4GO+ec49K6vwP4muINO006HaC+1iGdZkhkxLmTjYR/dOeDk85FfilXIcbQVOtWacHPkcoThJXb0Tak0k+jlZPufCwyTEwWH9vPmpc/JJ05wklJt2Wjas1ZpysnqfpL8O9Pu9J8G6XZXtslrcQwIpSOVZVHHQMFXOOmcDOO9dJXw3e/EmP4haDr9p8ZLrVtFijhWazh0+7WOFpg5QxeTGpYnfj7+eB7Zr3X9lXXPD+seDbz+wvEOuax5UyRXNvrsgZreVY13CEEBhGcjGSRx2Oa/faWBqU8L7SUWuX0lG2lvfjJq7TvborX1dj9MhgJ08KqjUtFe6SlC3u29+MnFtqV7dFa7u0j1nxJ/x5W3/X5b/wDo1a1qxtfmSewt2jcOv22AZB7iZQR+dfn1+1X8F9Z8Y/GH4i+KrbWrKCCxmsrdLW6gmdgDbwDhllUAZcnGK8DH4xYCHtZK+qXbf7x0qcakYxqS5Vd9L9j9HqK/MpP2M/FsQwnjbTkHotndD/24rI8NfsseMPEthezp4z0+3a3vrqyAa1umBMMzxbv+Pjvszj3r5xcU4dq/L+P/AADf6nQ/5/f+Ss/Uyivy1vf2WPF9n4o0nRj4zsHa+t7ifzRbXQCeUYhjH2jv5n6U3xf+yx4x8JeFdZ1p/Gen3K6fbSXIhW1ulLhFzjP2jvjrVLiig2kob7a/LsL6nR/5+/8AkrPrH9rHxveeHtT0qC0s/KmML4uplVhgnqvJx07ivm/S/EereFr+y1G2vpklDbmQSHGRzgr06EUWf7I/jbTZ/tFv4609ZVBAzZXDZ9sG4xVC/tpYZb62mcSzwOGdlXAJ6Mcc45Ir7ThvNsLmvtKMKaVtZdbp6Lp0MsbTUacZQquTirRWqUbXk353s/vPe/gbf3mo/Gz+0vDNoLXTb2Hfq0DouAxAJdORgE46EnoOa+v6/Kmf4Uaz8QvEmkNpfiK304X5kt3inincxGKLdkFJVGDjpjitfV/2SfGWkaVqF83jfT5VtoHmCC0ugTtUnGftHtXg5pxFHCYn6pWh70Pd1erS0XT7jsrUqGJaq+0Sul0fr+R+n9FfmDo37JPjDV9Hsb4eNrCMXUEc+z7LdHbuUHH/AB8e9U9H/ZZ8X6trWvWA8Z2EZ0u4jgL/AGa6Pmb4Y5c4+0cY8zH4V5H+tNDX3NvP/gGH1Oj/AM/f/JWfqVRX5ba9+yz4v0S80WA+M7CX+0bwWgb7NdDZ+7d93/Hxz9zH41qn9jrxkpYnxzpxUDgfZLrP/pRSfFOHSTcd/P8A4AfU6P8Az9/8lZ+mT/cb6Vm+F/8AkXNM/wCvdP8A0EV+f/7LPwo8R+E/ib8JfF194jhu7PXFlL2FvHOhHm6VdTAMXlYMAVHbqAe1fe2h6pZafoOhx3V3BbSXMUcUCTSKhlfbnaoJ+Y4HQV9LgMWsfD2kF3XfaxjUpKEJQpvm1XTyZuPIsYJZgoAJJJxgetfHP7WOm3vjnxXp83h+8sZpbG1a432mpp58aA4LbEAwM4wzMeTgDkZ94+JWvfDLXDeaV4h1rTm1K1tpy8UF8I7uFFTMi5Rgy5HVT19DXxQwuPh9p8d54W0jSL4apYPJJctKss1pB5rKqttboSincVAJIGTUZpg/rWHnhMRGUeZc0ZKyirdZyk0km9Fa9+muh4WY4VVaMsNiYSjzRclL3YwSir3nKbSSb0Vr36XascpZC5kudRm1PzLpTCNpZS8ryeYg25JHJOeeeT05rrv2a7/VdN8YLbS6/wD2Npxhf7RbsxK3g5HlNhWOPmzhRng4IPI82k8X6haT6pcTQFpJ7dGdDL8qy+cHD49iCP8AgVdl8LdNOoWmu2/h67bUPENnAr6fDb3YtpLht4DYVgQ4AOSmQTjivyrD5HmWGnh61NRlGU3HmU4uPNpo5Rk0rp/asrfM+Rhk2aU4UKlKcZxc3DmVSLjzWg7OSlZcyt8VlbfS5+hngTwwuhW1tLYapdyaPLbjZps+WjhbjBjL/OijkbCTjjpjnr6+NvFfxD8NeOPgzYxeN7bU/DN7o7xppctneqz3t4Is7tsQyuDgkEDG8HPNe5/s5eIfDuveB5T4c8Ra14htY7l98mvyB7mJj1XoCFzkgHPWv3eOWSwuEjOzWibsrw125ZptP0Wi2P0tZY8PhI1UntF3SvTtLblmpNPborLa9z0DU/8AkN6OP9uU/wDjhrWrJ1HnXtI/7bH/AMdFa1efHd/10Oap8MPT9WfN/wC2KBu8BnHP9oSc/wDfuvo2L/VJ9BXzn+2L/wAyJ/2EJP8A2nX0ZF/qk+gqzAfRRRQAUUUUAFFFFABXAfHyxudS+EHia2tIJLq5kt1CRQoWdj5i9AOTXf0UAeffAGxudN+D/hq2u4JLW5jgYPFMhV1PmN1B5Feg0UUAFfPfxjsNPv8A4oQanrXiKODTtBtoLi3sjZPcww3Jc7WnCjjPGMkH5uPf6Er4m/ah1LXdD+IGt28UaTabqMMcszRWvlmXZjy42dvvEENyuAdoB5Bqas6lKhVqUZJSUdL6fjdW9bmWLr18JluMxOGkozhTdr6XbcUlzXjy7/FdWPHvFniK0u/ir4j17U4dG8SaO2op9vt4XLTzI6lXe23FHAAOBzhWK8cCoZ9a8P6PoFjBF4c8iDULhkh1ScDFptcB41YrubAIz8/RuRyDXLeFLj+27nEmoWq30kUkj+bYktCynAGRx05B9vU809CuYbbU9LuNUtFvLE3eVt5Ji3zEhsiMMDtbgHkZr7rH4XD49Ty7HRlejTStGbXM5RaUve5U9IStvpfSzTf6BmOURzJyy3NaNRvDUbWhVf7xzg4c/vumnZU5qOr91yVrNN5WsxWIv2g069kc3IKuWBYHngA+5A9etP8ACWlQnXoLfUrw6dazFMMjlQwLBdw5Gcc8Z6jFX/Fmr6j4311dWs0lkkt7eKMi2gWBbdlHCqATkD+8eT1NZOhapOuoW4u1e/RpMJBdb2XczfOVIOVOSScV6Sy6pQyqphaNeTqKmlJXhzKT5bXagmtFZSlF+6m04xV39pSyaWFyerl2Hxc5VVBc/vQ9om+W15RgpL3Y8sZzi2opuMopcz9Xmf4d3Hh82UdhcvbWN+gbXY1cT38ZXLLjnay7WIyTw2BwKb8PvGj/AA3+JujeLNO8OXkWmyrcSW0FjeFrjUoRhSJAxPHG8jaPXp04JdQllnthaRzWOi3N+XtoGuTJEJAQpZ13EqcEDJ6juQKfrV82h3t1OsWlyTWUywkbnld8kk7SemCpB6Y3YHelBU6OIqYXDKc51oXtKorKS9ySdm1rLkUl71mrWi1dfO08HPCYvEYbA06tWeIpqSVStG0Z2dNxfvNe+1TjJLns1ZKLimvqD4FfGC90efxGfEEiaD4EOoLdWMeoTb547gyrI8ceSWdNgdvQEe5qH4rTeBJfiv4/u/FGkXupwNcWbC6t9OurmDYbWHbl4lKdSODzyK474Z2kvxr+J3h7T72GKHTvDdtAlwiyMpuIWkUBWQ9WzIQWBGB716P8T/DPiLxP8QfiRpOkXOk2VhLd2YY3cMjyKVtoG+XawGPlAr8i4vqQq5fQxFT3ZzjTlKzel1pq7tya1ervdHydWr9bwGBxlWKVWrTjOSV2lzQi1fmbk5PeTcne6Zwlxpvg8+N7GWPwl4l/scWEyygaJqW3zjJHsyNnXaH5+tVPFNp4C1DwRrqeFvCuvnUSs8cLWeiaipFyGIcZ2YDBw2c985r0OfXPH8Piy00Tf4bLXFnLd+d5NxgbHRduN/ff+lZN3H46+GHgzXdRS48O3yQzXeptG0E6kmWVpSoO/oC+AfavxuNR3j7zvpZc2+vXQ4bGfNF8Lk1O1il8J62L945GgVtC1LzCg279v7vOOUzj2rC0q08BWGmeI5vEvhXX108XtxIrXmiaiY1tMDGcpgLjPBr0W88NePLzxLpmsNfeHVlsYJ4FiFtPhhKYySTv7eWPzrHuY/HXxM8M+KdFkuPDtlE0tzpLyrBOzY24Lgb/APa6Uo1FZe+7aX956a9NB2Oc1jTPCEnirQ3tPCfiVdNSK5F3jRNTC7iqeXkbMnnd0rk5o4o/Ed6IbW9ktyhC28VnK9xtOBt8nHmZ9iMjv0Ney6hrnj6w8SaPpJbw251FJ3EghuBs8sKem/nO79K5XxBoXiL4fjVfG/2nSJroNMiJcs4SSRIyXAA5GcYHPU19twzjnhYYlqV26fupu93zadNOprCjOp70F8Lv9yl/VhkPw/8ACPhSxs77xJqNrqspzIumpDK95blsLxEh8wMRkH5egOazdItPA8V/4suNV8K+IW0h7pJLNpdF1Foxbi1hD4+ThfMEuc+571ZvvgRrfijxJp3ia9n0SedE3+ROLp1O7JGCZMjGf0rqLWbxz4lj8UeHkfw3Zw2DjTS6QTnIktY5NwG/jAmxj/Zrws0zGOYVniOd8zS5tbW1W1lua11QtH2Ct5fl/l8rnH6nY+CLnUvCs2keE/ER0lZne5MGiakI2gNu/l8bORuKYx7Vp+T8MZm1SOx8Ka4b6M7bgRaHqW9ZDGCu/wDd9dpXGe2K6Brzx74SbwtoSy+HLhbo/YVmMFwCojgZ9xG/nPl4/GrNloHjzQb/AMQaot74dlfUZUuXjNvOAhSFI8D5+4jB/GvFdTTWb2097fXrp6nLY4Pw1a/D6y8K+F4fEPhTXhrJtoI3+06JqLO10IfnwdnLcP096l0nTfByeKPEMl34S8SnTHFv9jDaJqRUYQ+ZgbOOcV1Fla+O/iBonhHXmufDtpgQ6skIgnbl4GGwnf2EnX2rQ07W/H2p6/relB/DcZ04Q5k8m4O/zELdN/GMU5VH73vO/X3ttemgWM/4UjwPJ8VPhXP4S0S/sIpL24aC4l027t7d7c6TelQjSqEII2kAdhxwK7DUYbe18ejxXrPjW2uI9Gjt4NGsJ9PkmtdNlaEeYsrquFdsZBBLAdegFYnwz8O+JfCfjT4O6Lqt3pV3p+m3UllHJZwypK5j0e9RWbcxHIU5A71x3jaw10eIvEGm3Rhh0+aWC9h8iz8oXbeRhWZmzvK/dJ+7kNxX6JluYwyzIsRjPa2UdLu7b5pwWj0a31a6XWzZwZpVxOHyfGVsJOMZpQVmnreaWkk042vdtO7jdWs2eUJcafH4g1jVNY0/TPEGhXeoXEDxQzsb4O67llRiyOYywABbIxu461PrPiLR9P8ADmjaXZ+Hv7OkuIjINceRo2uE+YbBnA2qRjIzz6HOeq0b4c3etRm41DU7C0ubaySWQtajfI643IpXADHJUcdyawrf4aPp0iGErcAwbElun3tbuXU/KpGMAAnPc19DmvG3DeZ4edLF1G2oOMeWo7SlezneSSulGNnZtptW2ZWa5vkudQq0sw526dPkhyVpNTk3Z1G5cqvaELN3bXNFx+FvyTURafv4bC+d1mZA0TAsXJPQN6DP6Vs+G/D9tp/iOay1u7l0g5jI+ysS8auocSKMjf8AKQetasXhPXNW1XTdQhuXj1L7TL/pTLs2mLbtOB75H4ZruPDHgq/0nWtR1A3It2nLw7HiSYeS8YB2FslCCSuR26Yr3cy4xyPLcBLCvHPmcbv4edSjOEdLQjdvlaXNHmt1jG1/tcfnGUYDKKuApZhNzcU5O8VV5oypp6xhG8mo2vJc/L1jGzdBpvAd/o+km4029t7SwndLjVLYOkuoqMlZumFZQcHqfXpVr4V+M7r4WeOG1tfCl1FZahpshGl6beu/2iGRjhpSSSNvHoRwcZ6zaf4DuLK4a0W4lOmJBmGKSQyRxyvJufCk5HCJk989aj1Hwo+i2Ml1Z29owheSVxJG0kxjGFGwk8HaM5z2A55ry4+ImQqrWwWCqzn7Xl5XObsrwvyvtdpJ/FZt2cHZnyM+Jsvwn1vDZZKpU9tGLg6lZ2T5NYPe3M4xv8fvSlZ03aT9z/Zs+L11pFiF8a6jHpegRXb22hnUZd1024/OjHJZgGZMMfU84FfXQORkdK+J/gp4XT4xfFyO+1ZIktfDkVtG0Mbn9/JFGpjLRnheDyQeSvQV9s17eKqUsRGliYq0qkYzaV7JShFx3u7tO8m27t3PQzKUalHC15JKrUpxlJK9lzJOPxNycmneTbbbd97nz5+1roeo60ngv+z7C5vvJvZGk+zQtJsH7vk4HHQ19ARf6pP90dafRXnnghRRRQAUUUUAFFFFABXK/FDxo/w88Car4hjtVvXslRhAzbQ26RU6/wDAs/hXVV5x+0UM/BXxVn/n2X/0YlAHQ/Dbxe3j3wPpOvvbC0a+jLmFW3BMMV6/hXTV5v8As6f8kV8Lf9e7f+jHr0igCrqV5BY2cslxKsUeMZJ6k9APUn0FfMv/AAjWv3vim4DxLLYyzyL5UoDKUBJAK4zgbhkYyM16rqbnXNTumkmZr2zuZlgQvwQrkDZxgOBjnnG4HlioEO0atlseTqSE7lDbfMxzxnO1gTz127snLnia9JNSp2i7xlF80VK17axvs1bR/gY4PF1qlKUrJQmtFu7efTXtrbu+nMWvw48BX9yRceG7PSgoG61tI28y7l7hB2+8Mj73TOMGodJ/Z68CeFdUtL2XQLW5v0Mkk0M8hkljhY5Du+Qodcn0BAIGSua6W+canEs64g1KKaMjCffIccqpPDAnoSQN3OXJxx3jzTfC918VPCB1e0vNfWbTL77Foqs3nTXxmtUkMihgrFULks/CDccgYrbD4KjOpLk9xTjLmsr3SV7NXV09rN29Tmwl6FerfWXKk5bOUZNrllbe3L+ll1h134d+H5fH/hOyGk7dMuJXCtICjXCZ6svXAGACcE8kj15/4leBtK0D4fQajpliqX8uuXtovOVCKbgIgHQAeWn+TXTa38G/Cy+Jr7RdE0qDXPFt5J9okvb3c1r4ftTwnyKwG7AO1PvSNksQo4afgt8OYvD2jX1odNbwVpDy3Wo63eO1xPezRuVZFLDaAz7yzpyeFQDOR4tXh7J6sJQta+37qOnp7/r957n/AAnSpxjLCxuk02kk3dSV72v9pf8AgPoc3on7MPhDW4bbxUsUOnw3rpPDBAJFjnJU/IkW4kKWxnvwcBQMnuLn4H/DqKT7dc+GY2DSeTd2m92ngnwdrxgHLDB49sEd65DxX8MtOsfDVx43g0KXwt9iaE6Bo1grJcxB7iJWup1B5c7v9X0QMd2WPy+sapp8v9r2l7Zyrer9maWG6+Y3DfMNwbHOQSfu84YqAvJr3J4SLVOvKrKo7OLct7RSdleUvdu9un3HiYqc5L21X3qrUYc0m5aN7au9k9Ur79jzLV/h99gtVg8L6csUwffK0Q+Z1XIB79D1A4znBPaHwt8OPCHjrVH0vxB4cGueKpEZbjUYwTHp0IVvLklIZVJLcKvLNg/wqceojF3i7tR5d7EN0kSHO7HG5cfkQvoVQ4LGuZ02LUfE+o+JrK6u4NA8I/aopNW1BLkJJcAxRqLWNh/q1OPncHgMFTruEYaj7KEvYqMFD3k1G0tbRtzb8ut7d7Gka08JRo4GNnBu21re63olZJabJWscCf2dvhVqNoEtdLhs/B/h4FdW8XXlzJ9ov5EbLwwybsbdwxI6jGfkQZyV2vEv7P3w20LUpNU1DwlZ6hZahEtnoPhez83zr6R1V2eYOQQwII7LGgZmJJ+X0bVtRXQLEQa14fs3soruO28LeFLONZLieSHOybOdqj+IDG2NFDMc8CXRLDUNF8XWs+q2smu+M9WiY3l9b5Sz0ayB4jiZhjG4AYxvkYFmwqgL0fW8T/z8l97OjlXY83sv2WvDWj28EbeENO1rxHq10HvJTcTDTdHiUAlFG8OcLwo6u53EqvTNu/2f/hV4hkvJNL8O2ui+BtImefVdfWeYPfSoxLwwNvOUBGHkHX7ic5K9wselXOianY2GoSaZ8P7OWSbxB4nnmPn6zNnEkcco5IJG15F9o48Y+XodQ1geFZNJ1WJrk2UtnHaeHPBdjD9nlldkBJlUnqo4wQEiUEnk8H1vE/8APyX3sOVdjzDV/gX8KYI9G8T3HgO5i1G7iltdH8JuzJPczO3EjjflfkVSdxCxqWLDPTjv+GYvFOs+LLvQZvFGg3WnR26y3HhzdPLa6fHIxA+QoQSBnaGZS/l5OATj3y00HXrK5nv4bnT9X+IF86W1/fvIGttCtmBfZHFkMVAAwODIxDMQowuY72fjfUtes9FuRpngmMm612/s4Ssuqy5cSLDIoyyNtKO65P7vYnUkctapOs4OpJtxd1q9GduHq1KMansnZNa+m36nB2P7N3w58az2ml6NoUUHhXSXS3vvELTyLPqc8ZAMMDBgNu4fvJAACSUTnJWxc/BT4baPayalqnw0tra/1C8aHQ9Atp5ftt6Qm0NPiTaM43EniNACxzwO/wBU1LSho3hjUb3w5eW9xbyNH4c8HK6q07gAQzPCAAhRAT8xIiBJOG6TaNplydZ1qJtZtrn4mz2Ia51AW7TWmjwMy7IIxwBwSwViGkKbm4wB1fW8T/z8l97OLlXY830P9mb4fW+rvoeo+GYdT8V30b3t3dWfmNZaCpRliVN7jqRgA5ZzuYgLwMs/s/fCvUtPCW2mR2PgXQcDU/E93dS+fqcsZ+aKF93Kbhh5APmJ2IOpHqYuB400tNHh1m4g8BafttdS8Q3lzibWZM7TDFLxhC3DyLjJOxMckWtV1Q6JZxRa14es5il4kPhTwnaIrzFoQypMW+6owd2cbYlAJJaj63iP+fkvvYcq7HnOs/s/fDnwnqh1C48JWd3FexrZeHPC2nGVJLhiqsZJdxBUjGD0SNASck8O079lTwroawJ/wh2maz4i1e6EupXZmlXT9KiQAmNQHDnCnagPLMSzFRwPStD0++0PxbE2pQS654y1WAtqOrQjy7TSLTnbFCXBGNwGFxucgu+ABjm44tHvPD9/a2t9Jpfw2spHl1rX55SbjX5ycOqyj5mQsNryLy5xGmBR9bxP/PyX3sOVdjjbn4eeFrFby8+HXhiz0/TYnNlHrks0jy3twZAWW33sQY1CuC/8R+VchSTqeG/ClwlvJa+IdPjuLhGD24mHKAEY9AVY/LgnnOBzzXb69Yefq/h+4k1hdI0qWBYtI8OiP7MYo/Jy7ypncWBKJhQNgOB8zGrQCviwvV8t4xiGVjjGeADj+Ek7crjG7an8RrgxNCOJhyYmMakZPmfNFOWi5bKT+zpe3e5j7eeJo1sG7KKkltrtGXW63fbYyb34beF9fsL6ZdOj0SHyljkk3EyR3GOBEo56kA5+92HOa43wr8LbB/Gc1nfWcmoadptittqKxmSNop3cFJN24lmCrk4wNrg4zkV6Zo7XkGtSRpYi51GG3zBLKo2xLk5YDPzHHACgDnaDgE15L8Nfh54G8eeFfFUH2e5W/uL/AFC51vxXOMiOQ3kgMO6Q4VxEo+UDbGCM4JArz5cNZXX/AHs6ajGLjooRd7qTtvFW089Dy4YSjiLSnTjzJtOysml5fdvfqkWfBngXRH0jUbgwG6Ka5YWkbySFwYpbqJHx25XPI/vH1ra0vwLo158TvFGmpa24Wy2y2lpMxEbjALofwJ57cdsiszTPhJ8PNZutK1V9Fg8O+BorqGHS42eUXOu3JYLFI3zbzHuwVH3nxvbCjm5d/Crw94c1K+tX8L6RrPjHXpGOn6LAD5FhbLlfNnl+8Vwcux+8xCIO5hcOZJpeC0/6dQ8/7/mfXVKmXSjVUMJBcystFp8Hl/df/gRch+CWh6rq8NzayTxM7SXEVvJKwtrleP3AwcgqQfmBOQcjI4Fq++H3g+yu7e7ttGmvIwhR7WWd1FrIDz55zjb8p98jjIas/wAIeBLP4eeO7vQrAX+pStoseoXWoI7CFJ/tMgZ4kyyqUCbVjUHAwDnJJ6vTpZLe2/tGOeO+ilc+fIp2oSGJ5I+6O4P8PX5nIx0T4fyvDVOaNCMtE1eCW6+fns9T5OthKEqqhTpqLmpXdk2kuVWV9Fe/bvo7nnM/h3X7bXjeWUJt9LhlAPlfKsagDcD3HTHPP419N6ff2+o2qTW0qzR9Mqeh7g+h9jXmZH9ng3VoN9m3yyROSvl4P3XI+7jse3PV24fYRyaZqlpd6ZI8VrNcJHIirkgEgFHHQYHGeMY7sxx20aS92Foq0YxXLFRvbrK27ff8D08Zi69OjGTs4wWve3dPa/lpfuh3xq+Mc3wnuPDscWmJqH9qzSREvKU8vaU56HP3/wBK9ORtyg+ozXzj+2KBu8BnHP8AaEnP/fuvo2L/AFSfQVRuPoqve6hbadGsl1PHbozbQ0jAAnrj9DVT/hJtJ/6CNt/38FS5Jbs1jSqSV4xbXoadFZn/AAk2k/8AQRtv+/go/wCEm0n/AKCNt/38FHNHuV7Cr/I/uZp0Vmf8JNpP/QRtv+/go/4SbSf+gjbf9/BRzR7h7Cr/ACP7madec/tE/wDJFvFX/Xsv/oxK7P8A4SbSf+gjbf8AfwV5/wDHvWrDU/hD4ntbS7iurl7dQsMTbnJ3qeAKOaPcXsKq15H9zLf7On/JFfC3/Xu3/ox69Iryv4A6xZab8H/DVtd3UVtcRwMHilbaynzG6g9K9B/4SbSf+gjbf9/BRzR7h7Gq9VF/cytceCtEurmS4lsI2mkYuz5OSSc56+vNRv4B0CTO7ToyT1O5vXPr681d/wCEm0n/AKCNt/38FH/CTaT/ANBG2/7+Ct1iqi2qP7zy5ZHhJXcsLF3/ALi/yKsfgfQ4p0mTT4xIjB1bJ4IO4Hr681578QptWsPjD4eg8NaZHNrGo6LqCC9nX/R7P9/Zbp5e7YUYCjljgZAyR6Z/wk2k/wDQRtv+/grzP4g3mj6v49sku9c/s3Sm8PX8d1e2tyInRftNkxQP1XcqsuRg4JwQcEdWFrc85Ocr+7Pd/wB1nTSy6OFTWHo8l7XtG1/uRPZaPaeFtP1HSp1jHhCW1mvfEPifUrry21CaVSHKMhG3plm+VVG1UH93IuZ4ryz0fXdX0a6tPDNhPFF4X8IwW+26u7gAiKWWM42kAMUjYhUUF5MEYSPT9Q0bXTol1q0I0zwpb3MVn4c8JQRFpbqQf6u4mhHI2gbliIxGF3v82Am7d6r4g0zW77RLDUxrvjLU285sqVsNCtMlUkKZ5ODwpO+Vs/dRTt89O+xvKLi7SVmcr8X57bS7zWDAlxr3inUxZrcKXUQ6JYC4jIRiuQu5wxA5aRs/wplfa7zwtpWoPG89lG7RszqRkYLHLHj1rxjxrolzoXgia30GW3utFeWK61jxDdSrNcapdfaVj2DaeGDDJY8KFVEXGdvvlek5OGEpyi7Pmn+UDlq0aWITp1oqUXbRq6+5nPr4B0BZA406MMOhDN9PWvJ/iT8HfB2ra/dNcaXDqReCPzod8gGnhSNtwwU/MO4B/u8dDXvFU7rSLK9kaSe1ild0MbMyAllOOD6jgcVjDGYmm7wqSXo2c1LLsFQn7SlRjGXdRSf5HzevwV8HNe6bcDw+l9cQIyWgE0obV0P3nRs/uwAAxxwcf3cUjfBvwe1nJG1mot3l3vqW+fbHLjP2PZnkk8Z69vvYr6NTw/pqPC62MCtD/qyEGU5J+X05J6VH/wAIxpPkmH+zrbyidxTyxgnBXOPXBIzW/wDaWO/5/wA//An/AJndyR7Hzo/wO8FlLi2bwvFbxBFEmmmWYrpKqRtnPPzA/eA9uOjU9fgr4Oa9065Xw+l7cwRmO0QTTBtXQ/ekRs/uxgBuODgfw4r6Mbw/prvK7WMDPKNsjFBlxxwfUfKPyoTw/psbwutjArQ/6shBlOSfl9OSenrR/aWO/wCf8/8AwJ/5hyR7HzavwR8Ew21z5enRJFcTebNqqtPjztoH2RlzktwF3de33sUQ/CHwtDqF7ZL4ZFhaxW0Za0WabGkgllMpIPzAqoOOnPHAavo4eGNJEPk/2dbeVnds8sbc7duceuDjNZ0Og6c/irU91nC3mWUG/K/ezJLnPr91fyFZyzHG3V60v/An29TanTi4z06fqjwhfgr4Oa+0+6Hh1L26hiMdrGJpg+rRn70iNn92MBWIHHTPG2oR8EvBMdrOE0+IQ3E3mTaqrTgPNtA+yFc8twF3deMfer6STw/psbwutjArw4EbBBlOSePTknp61H/wjGkiDyf7OtvKzu2eWMZ27c49ccZq/wC0sd/z/n/4E/8AMx5I9j50l+BvgpkngbwzFbxqq79PMsxGjqpG2Y8/MDywHTjjgNT0+Cvg9r7T7pfDqXl5DEY7WLzpg+rRn70qtn92vAOBx0zwVr6Mbw/prvK7WMDPKMSMUGXHHB9eg/KhPD+mxyRSLYwK8XEbBBlOSePTlj+dP+0sd/z/AJ/+BP8AzDkj2PnGT4NeD3sDEbNXtmlLHU98+1pCP+PPZn7xPy5654+9RL8DvBTR3Fu3hqK3jVUElgZZSNGVSNkx5wwI5A6cccBjX0UPDGkiHyf7OtvKzu2eWMZ27c49ccZqRvD+mu8rtYwM8vEjFBlxkHn16Dr6Uv7Sx3/P+f8A4E/8w5I9jxb4ffB/whaeLLG+XTYrW7itHht5Xd2bUYyQTMu4/KPlU7R7Hptr1k+AdALKf7NjyoAHzNwB071qW2j2NnKkkFpDFIieWjKgBVck4HoMk1crGeLxNR3nUk35tnFVy7BV5c9WjGT7uKb/ABRk6d4V0nSrlbi1so4Z1XaHGSQOmOfqa8U8C6ReePfDtxYatavp/gux1nUt9mcLPrdwt/O4UDPEAIHGQ0jKQcIPn+ga8A8P3FpptppN5DbSeIPFzXuqxaLobTYghP8AaFz5l2/H7sBWCtIckD5U5chtlJywlRyd3zQ/KZvSo0sOlToxUYq+iVlv2R0mqeILjfod/qfhyCbx5K040DQ45izWULhVMlwwJVQoA3yAELu2JuJG48P6alhfeJdKTUruTxTd2wn17xdFEiwWcm0eXDHvO1dqElUAbauGc5bLM0jRwF8S2Vh4mV/GP7r/AISDxQ9tlbdCCTDBk7IyifdTJCbg7hmY7mxGL4m29ml3cyW3w5geO3gN5MfN8Ry5CoWZiCYSwGAeZjyfk+/5x0lD4RXWm3XxJmi0HS5bPwzY+H4rbTLy4clr1PtDl5lB5MbNyHJy/LYwQW9RbwNoTO7/ANnR5c5OCRk5z6+pzXBeC73Vh8Vb+48RLZaXLLoyG306F1P2OHz2CRu+cO/BYkcDdgZC7j6j/all/wA/cH/f1f8AGvRxNWUHDklb3Y9fI5quCpYpL29JTttdJ/ddGTH4B0CIELp0YB6/M3rn19eaktvBOiWc0csOnxo6EMpBPBByO/rzWl/all/z9wf9/V/xo/tSy/5+4P8Av6v+NcjxFR/bf3nOsmwUbNYaOn9xf5Hz1+2L18Cf9hCT/wBp19GRf6pPoK+cP2vGGoL4J+ykXPl30jP5Pz7R+75OOlfQsWq2RiT/AEuDoP8Alov+NYXR6nJPsytrgDXuiggEfbD1/wCuMtcxpiXmiWv2+aEBJb9llYo7yeV5jjJBzgfdwQOldbq+nS6h9kaCdbeW3m85WZN4PyMuCMj+9UX2TWP+gjb/APgKf/i6xlFuVz0qNeMaag2vNO/d+T7nMxaprdyiXAWSNUSJ/K+ygeZunZWByMjCAHjGOtUINSvvtk97KbtpvsvluqWwUW7mYDaCUIIA5yQxxzXa/ZNY/wCgjb/+Ap/+Lo+yax/0Ebf/AMBT/wDF1nyS8/6+Z1LFUlf3Y6+u3b4Tk7XUfEF5aRyFngZFiBAtQfM3TujE5UdEAbgD16cUs2q67Hd29tlY1V5FE80WPOKylQGwh6oAeNuc5rq/smsf9BG3/wDAU/8AxdH2TWP+gjb/APgKf/i6fJLu/wCvmL61Su3ywt6P/wCROQ1G41uSykZ57mJXVpCYbdVMQSdVAHyk8oSTnOceldToyRvqmqEfvATD87KAW/djnoKm+yax/wBBG3/8BT/8XXO+NPEcnwu8Ia94ou0GrPF5TtBH+5BBZYwAfm/vZqoxadzCtXhOm4qy9L9WvJbJHaeUn9xfyo8pP7i/lXP/AA88YL4+8GaXr6Wpslvoy4gZ95TDFcZwM9PSujroPJuxnlJ/cX8qPKT+4v5U+igLsZ5Sf3F/KvIviLpuh3/xw8EJqpSa4TStRl07TZJtkd3dLLasgZej7QpYZBCkbuoFewV5F8SLjWY/jD4Wt/D2nxT6vdaHqMMWoXKgwaepnsy8z9zwMBB95iASBkjvwfxy/wAM/wD0lkybsLLq+vQXdvpEcemap8SLlHuDMtuGtNBtZCBhn4dl+TAUkNK4Jwqg7XW+lWPhix8Q6Lcx3dp4ahtXuNd8WX90Ybq9ndVYlZFALYThnG0L8qJ0IWtaWOgQeF/E2jpqeoaXo9nP5mv+LJpVibUJwf8ASU804IOFCMyABM7EIK4VLQW2u3nh6/8AEVv/AGJ4fW4jg8L+FZomSWWZR+7nnjAyCoUssZGI1G9/mHycAzjfiOtre+B9PvtViPhzw5HdWtt4X8MRoY5J285MTzxDuFBZI+kYyz/NjZ9LV4B8S9e1PTfDt7ot/MniTxRd3Nvd3i2gC2miWpnjCruI3DcFwob5pG3NhVB2+/13z/3On/in+UCV8TCiiiuAoKKKKACiiigArJt/+Rqv/wDryt//AEOatasm3/5Gq/8A+vK3/wDQ5qiW6Oil8M/T9Ua1FFFWc4UUUUAFFFFABRRRQAV4D8K9LX/hHNYn8J39pHqlx4h1GLXtbu5RNLp8KXcz+TGCCAQrDahwqeYzkEkhvfq+cPC8P9r+CtTfxFavpPgHTdY1MzWUce6fXbg6hPhdiZJiLFVCD5pX4I2jD98P9zqf4oflMh/Ev67HWMlv8RtPur2Gxe0+GloZLwWlhb4l8QSAl3by1GWgLbvlxmYnJ+T782tas/n+G7y88Oxy+PZY5honh77SXiskJAM82PkQohAdwDjJRCxb5pPEOptb67o2ppY3V54xvLPy9H8LzyKItM3DEtxN5eQqjKq0h3YA2JkthotN0KSO01230nxPbt4oeeNfE/iaRDvt12s3lQAgxoUU4VCcRh97BmPzcBZm/DnStNh+NPiGzn1L/hJNeTSYZNYvJU3RrctKx8pAcqiou3EYJKggtksSfZP7HsP+fG2/78r/AIV5Z8PvFCeLPi7qd7Y2Elvon9iRLZXs3ytfj7Q+6dVx/q2ONrHl+WxgqT6/Xbi4q8NPsx/Icak0rJsp/wBj2H/Pjbf9+V/wo/sew/58bb/vyv8AhVyiuGy7F+0n/Myn/Y2nn/lxtv8Avyv+FcD4n020XXboC1gAG3AEY/uD2p3xg+Msfwmn0COTSm1P+1pXiBWcR+VtKc/dOfv+3StzW/C9/qeoyXVtc20UcoU7JY2JBAA6g+1YVYXjoj08vxHs6rdSdlbz7o6yiiiug8gKKKKACiiigArzj9otQ3wV8VAgEfZ1PP8A10SvR685/aJ/5It4q/69l/8ARiUAN/Z0/wCSK+Fv+vdv/Rj16RXm/wCzp/yRXwt/17t/6MevSKACiiigArzT4o/D3xR4q8Q6Nqfh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style="text-align:center; "><span/></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="text-decoration:underline; ">Regelquerschnitt Parkplatz:</span><span> </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><image Encoding="base64" Type="image/jpeg" 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2T/CX/yJ1dFcwupzNfpZrrsbTPgLiz+UkruC7s4zjnHpWno1xdPc39tdTJO1vIoWRY9mQVB5GT601NN2Mp4eUI3b6X67bdUjUooorQ5QooooAKKKKACiiigAooooAKKKKACiiigAooooAKyX/wCRqi/68n/9DWtasl/+Rqi/68n/APQ1qJdDejvL0ZrUUhIAyeBXg/xp/bb+E/wOlls9W1/+2NbTI/sbQlF3c7v7rAEKh/3mFWYHvNc144+JfhT4Z2EV74r8Q6d4ftZW2RyahcLEHPouTz+FfnL8Tf8Agp18RfFgmtfAfhqw8G2L5A1HVj9rvMdiqDCKf94N1/Gvkfxr4p1bx3r8ureM/EupeKNZlXaxnlLEJk4VVX7q8njpzQB+iH7Rv/BTTw14Whn0T4XS2/ibVnTa+uurGxtsjrHwPOYe3yA9ScEV+dXjf4qa1498RzatrOpXfinxJeEnzLiQkgZ6f3Y0HZVAA7Cq6XF3JGEtraO0iAwpmOSB/urx+tT2NilszuWaWd/vyv1Pt7D2ruoYp4dP2cVzd+p5OLy9Y2S9tN8i+ytE/XqUtO0FzcLfanILy9H3Fx+7h9kH9etWIY5NQntJTJskubtLaM4B8lC+0sAeN2MnNaiCsHThrLR2MkNvZmK3u1uELTuGYLJuwRsOMjj8a5JzlUk5Sd2z0qdOFKKhTVkug7xNoqeH/FtxBBczzI8zq3nFTnbDC2eAO7mpYOgqXxBa6vr2utqP2a0iDSvJs+0MfvRxJjOz/pkfzqNNP1aPpZwP9Ln/ABWvpMvxlGlR5astfmfC5zlmJxGJc6FO6su25oQdBWjBWNGmrp/zClb/AHblf8KtxXGqr10WQ/7txH/jXuwzLCfz/mfJ1cjzF7UX96/zOgt+31rQg7Vz9vf3y436NdD/AHZYT/7PVtdcuIuui6gf93yT/wC1K74Zng/+fiPHq5Fmb2oSOng615LZfN4K09/+emrzN+kv+Fd2viqdQRHoWpGTHyh1iCk9snecD3rlrbw/ep4M0+CGL7VNaXsjypF1P+sUlc9eW/KvGzfG4evUoezmnZ6+Wx9Rw5leNwlHF+3pOLlGyv1euxzmlf8AHv8A8Dc/+PGtuDqKoQaBfWwKrBqCDJIBs2bGTnsKuR6fqK4wt0P97TZT/I06WJpRSXMvvX+ZGIwGInJyUXr/AHZf5Grb9K0rbt9axoLXUVA/1v46ZN/jV2MXsX3pNmOu+wnXFejDGUV9pfev8zxamWYl7Rf3S/yN637Vp29cvHqE0eM3tmv+/DKtXYdZdeuo6UP953X+Yr0KeNofzHjVsrxX8v5/5HQRc+JdHH+zOf8Ax0D+taS/N4yvT6WdsP8Ax+Y/1rn9L1W1/tm1u7zV9JjjgjkULHdDJLbfXHofzrRm1SD+3bi9stU0aaKWKOPbLfBGBUt6A/3qpV6bnz30v/7bb8yHhKypeycdeX5fHffbY9E0n+Gu20noteSaf4puosbf7El/3dWx/wC0zXVaZ47vIsf8S6xl/wCuWqKf5oKudWMvhv8AczOlhqlN+9ZfNf5nsukDJWu10kfdrxDTfiZdQgFvD8kg/wCmN7Cf5kV1Om/GXyMeZ4V1dv8ArlPZt/OcV584zltF/c/8j2KM6cPinH/wKP8Ame+aR0WvM/jKu/4n+HT/AM8tIuf/AB6aL/4iotN+PtlDt8zwp4hXHoLNv5XBrI8QeMk8e+M49Qt9L1DTra309bcG/RFLOZHYgBHbtt/OowtGp9aptxaV+zNcxxFD+z6yjUi3bpJPqvMv/BubzfAtqvTybi6h/wC+biQf0rtvhzItr8VfEsBJDXek2Vwg9dkk6N+W5Pzrhvg2mzwpOg5C6nfD/wAmJK7fwsAPjDYleGbQbvf74uLXb/Nvzr86xUeWvUj2b/M/a8BPnwlGfeMfyRyn7MLnwT8ahpnlNa2h1nWtCRCekZke6t8+2yIAf7wr7lr4RleDQPjF408mRmubTxBous4J5QSfZ1OPYiOQfia+7q0xXvck+8V+Gn6GOA91Vaf8s5fc/e/UydP/AOQ/q30h/wDQTWtWTp//ACH9W+kP/oJrWrgjse5W+JekfyQUUUVRgFFFFABRRRQAUUUUAFY3hj/j3v8A/r/uP/RhrZrG8Mf8e9//ANf9x/6MNAD/ABZ/yLOqf9ez/wAjWfqVzoWlX/2u7s0a9ithM1wsO91UkIOnOTkgY9DWh4tIHhjVSTgC2k/9BNc1r+mx6zd3yR3tskV7p8UPmvKMI8chbBwc8hu3pQBo6VF4ZX7Ne2iQaeIp3jWJ0+z/AL7G0gqwB3AZA9jxUt8PClhPc/al02Oa5cW8+8KWZmOQremSM8+lcufBEO5WbVLKSNjKHtRcOsarIVJ2tuLHlSTnru7Vfl8P/wCl3EsOp6fHD9qiuordpdyl1cliSTkEg9BxnmgDoLGDQNPupZrWa0hNvF5DpHIoSIFiTkdiT19cVS1CDwjpGkNLJaaaLOciYJCkf75h/EoH3jz1rFPhQXWpTXV5rVlMGkQhd2QVWcSAYzgcDHH1pt54QjkSaOHVdNMc6yI3nYPlgzGUFMHrzj8AaAOxtY9M17S5bQ2cUlnFI1u9rNECqlDjG3pjoR7EUq+FdGSaCVdKs1lgUJE4gXMag5ABxwASTVHw3PBaHU5p7mCNrq8eVUMq8KAFU9e4XP41sf2tY/8AP5b/APf1f8aAIbbw7pdmSYNOtoiWLfLEo5IIJ6dwSPxqh4psbe08M6mYII4SbcITGgXKrwo47DPFav8Aa1j/AM/lv/39X/GsjxdqVpJ4a1BEuoHZoiAqyAk/rQB0VFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWT4o/5A7/9dof/AEala1ZPij/kDv8A9dof/RqVMvhZ0Yf+ND1X5mXr3gw6zd6ncGQB7iGKOH966hSpJO4Dg9feqFz4HvbiS6Cm1iZvPIulZvMn8w8I4xwo6dT0GK7mis3Sg9TphmFemlFPbb7kvyX67nG3HgqS+LzG1sLOXyUSGOHLCFhJvLA7R1HcCqY8BX2LkBbKInzTuRmzcb5hJtk+XgYG3v1Nd9RSdGDLjmOIirJ/1/X+e5xln4HlFxPPKtrB5kU4ihhyy27ybMFeB02k5wOWq74U8O3Ghm9kkt7OAzRxIsVsx2kopBLHaOufT866auE1yW4t9b1IWs8txPNA+wxM4e0Ij4+X7pUkcHrk9+0yjGnaSRtSrVsZzUnKya/J3/4N3r21etv/AIRvUX0qSCa0s5Lg3M08Tx3sieV5hY5DBAcjdjHermm6XqCQahNOFnvnRbaJp22BkRcbiQDjcxZunpWLHrV7FLFm7kjtZVhEmomLcR+7c9MY5YAdP1NXtAm1G31b55ZJbO5u7gFHixtAAKtnryc+3NRFxurHRVhWUJczXfr6teW22nn0KcngzVJU0wyfZRLZwRRK8czYQo2SxGweYCAMK2MHp61euNAvr/w/cRNAhub+R5ZkkuXhMe7hRlAd2BtBB4OKg1KYSa3r1r/aM8Cy2ce13LlIn3NnbjGONucc81HpmtXKtZW5kNhZ75QLhEeUXDKyhQC+SAQT+XBpe4nb+uxo3iJxUk1dWezXTm7336Lqr9y5Z+FtQgvIUllgktlukvHmBKuXWIIVCYwASM5z04xWvpf/ACGNZ/66R/8AosVzKav4h2Cdp2I8sTeV9lAyfO2bM9cbefXvXTaX/wAhjWf+ukf/AKLFaQaurHHiY1EpOo09LaeTia1FFFdJ4oUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZErrH4nRmYKq2LksTgAb1rXr5o/bp+LCfCn4SazJHMYtT1mwfTLXafmAdgZWH+7EJCPfbUS6G9HeXoz5D/a+/bU8WfFzxDfeDPh/dXmleDonkguLvTkLzX6KxUyl1GViY8KoI3Dls9B8t6d4bGlLtt9NuImI+Z3gfc31JGa/Rr/gnZ8JovAfwTj8R3VuI9X8USm9ZtuPLtgSIY19F+8//bT2FfVUmNtfJYjiBUqk4QhdRdr3/wCAUqN0rs/C7VDcvem0Je2iWNXbAId8kjGew4+tMtEt4IwIdioecr39/evsn9rj4lW3gb9oPWIZtMmvvP0yyIaJ0G3Ak4OT/tV8waV8SprHS7S0fRLl2giWMsrxYJAA7tXqZbjq+OTlUpcsbJp3ve+/3Hdi8Lh6GHpVKVbmnK/NG3w22+858TRjq6j6mnre269Z4x9XFdSvxM3n5tDuR/35P/s9S/8ACxLf+LRLk/8AbOE/+z17h5Byqalaf8/UP/fwVHod5bjTLcGeMHB/jHqa63/hYtjg7tAuj/27RH/2asfwx400aLw/YxT+Hpp3WPBf7Arg8nvQA1LyD/nvGf8AgYqwl3Aek0f/AH0KtHxX4al+94Yb8dKB/pQuueFJD83hmMf72jk/+yUAMS4iP/LVD/wIVYikVujA/Q01tU8GoMt4eth9dFf/AON0g8QeCI/+YHbKf+wK4/8AaVAFxMVl+JYb6W1hezlKLHKryqgyxUEcjg5x1xjnGKmOu+BZDzpMI+mmSr/JKF1HwFJ105V+ltOv9KAMvzdRu57WOz1eG+fzN7GI5WIAHO/EY+m3Oefaum8KD/iWsfWeY/8AkRqom5+H0cbPJbpDGOSzPOgH1ORVXwtceGjodu0jGN2aRsC4mXALsR0b0xQB3sHatCDtXEi78MjpczL9L24H/s1PGoeHR0v7pfpqVyP/AGegD0ODtWhB2ry4aroQPy6rdj/uKXH/AMXTl1rRgcDWrxf+4rN/8XQB6/B2rQg7V4qviDSk6eILtfrqsn9WqWPxRpyH5fE9yPrqZP8AM0Ae6wDIAIzVldPtZjmS2hkJ/vIDXhCeLrYfd8VXQ/7iANWI/GSj7viy7/8AAxD/AEoA93i8OaTJ97S7Nvrbof6Vaj8H6DJ97RNOb62kZ/pXg0fjeZfu+Lbz/wACIj/7LVlPHd8Pu+Lr38JYf/iKdxWR7yvgDwxMMP4d0ps9f9Cj/wAKni+F/hFyM+G9M/C2Qf0rwmPx3q4xt8WX/wCcJ/8AadWYvH2vL93xXfn8ID/7ToTa2E4p7o96h+FXhDAx4dsB9IgK0IfhV4S4xoVqPoCP614BD8RPEkZ48UXx+sUB/wDadXI/ih4oXp4muh9beA/+yVaqTW0mZOhSe8F9yPqPQtHstBsIrLT7WOztY87Yolwoycn8ySateEW3fGRF/uaBKf8Avq4i/wDia+W4/i14sTp4nn/G1g/+Irj9d/aD+IHhXx7HfaX4hVrhtNWFnmsoWBTzWO3G0dxXNWrRowdSo9Eevl2XV8zxMMFhI3nLZbbK/wCSPqj4p/D621/4q+L9Rsbq603xDa+F7K+t7i3ZcShJrzdDIrAqUYpFzjIKggivtrQ9Ui1vRdP1GDPk3lvHcJuGDtdQwz+Br8xPgj8fNc8c+MPFLeK7m3u9UvPClzBDLbW3kbVtzLLhgCQciZuePu9O9fpb4Gj8nwVoERUoY9Pt0we2I1FFKtCvBTpu6DMMuxGVYmeFxcOSpHdfl66E2n/8h/VvpD/6Ca1qydP/AOQ/q30h/wDQTWtVx2Oat8S9I/kgoooqjAKKKKACiiigAooooAKxvDH/AB73/wD1/wBx/wCjDWzWN4Y/497/AP6/7j/0YaAHeLQG8MaqCMg20mQf901NDoOmGFP+JdafdH/LBf8ACovFn/Is6p/17P8AyNacP+pj/wB0UAU/7B0z/oHWn/fhf8KP7B0z/oHWn/fhf8Kv0UAUP7B0z/oHWn/fhf8ACj+wdM/6B1p/34X/AAq/RQBQ/sHTP+gdaf8Afhf8KP7B0z/oHWn/AH4X/Cr9FAFD+wdM/wCgdaf9+F/wpV0PTUYMun2qsDkEQrkfpV6igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKr31jDqNq9vOpaJ8ZAYqeDkcjkcgVYoo30Gm4tNbmT/wjNn/fu/8AwLl/+Ko/4Rmz/v3f/gXL/wDFVrUVHJHsb/WK387+8yf+EZs/793/AOBcv/xVH/CM2f8Afu//AALl/wDiq1qKOSPYPrFb+d/eZP8AwjNn/fu//AuX/wCKo/4Rmz/v3f8A4Fy//FVrUUckewfWK387+8yf+EZs/wC/d/8AgXL/APFUf8IzZ/37v/wLl/8Aiq1qKOSPYPrFb+d/eZP/AAjNn/fu/wDwLl/+Ko/4Rmz/AL93/wCBcv8A8VWtRRyR7B9Yrfzv7zJ/4Rmz/v3f/gXL/wDFVD4fs47HUtYijLlRLGcyOXP+rHckmtysnS/+QxrP/XSP/wBFik4pNWRpGrUnCalJvT9Ua1FFFaHGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACMwRSzEKoGSSeAK/LP9tb4k2P7QfxTs7a0uxL4N8OiS0RFz/p8pYGWQMD9zciKPUKxHDV+hv7QkzW3wC+JcyMUePwzqbqynBBFrIc5r8P7bR7SO3iCxbAFH3GK9vY0DvY92sPFN1pNnDaWGsazY2sKLHFBa6vdRoigYCqqyAAADAAqyvjbViR/xVHiQfTXbv/45XgTaNbMes4+lzIP/AGahdJgj5Et0uO4vJR/7NWPsaT+yvuC7Nb4j6xcX/jfUri81C7vtkMI8/ULp53A2nje5Jx7ZrnbQX2qrvtUS2tf+fm4B+Yeqr3HuSPxrKEltHqc95eefLZSBWtUldpPPZeOrEn0IB4xz245PXPGuqeJ7wWumnKKx+ZVyo9gCOcf3j+GK1jFJKMUI9CaPRoQpvNWurrc20SLL5cW70BXC/hk05ZvC7KWF9cxbTtyl6Sc+w3HP5V51b/Dl71vO1G7kllbGeST+Z/wqY/DXTJVPkzOWHcMDj8q61hqjV7Cueoppdxtk/szU0v8Ay/v2t6Nkqn0yACP+BL+NU/B97HNo1pAd0c8cSlo5BhsEcMPUH1FeYPZa94PxLZ3JubWMYEchJCjOeP4k+qkdTzya9A8DeILDxhpVrp8xa2v7RRFb3J2iSKTH3SB1BxwSMHoeeuEoSg7SQzsEqZKz9OuJJRLDcJ5V3bt5cyDoG9R7EEEfWtBKgCZKnSoEqdKAJkFToKgSp1OBQBH4PsLfWbe21nVD9qkZi0Fqw/cwgMQDt/ibjOT+AFS+FDu0Gxb+/EH/AD5/rWH4bm1i08NWZijsniEO9N0jg4PPPynnmt7wohTw9pakYItYs/XYKAN+ADjitCBV4+UVQh7Vow9qALsEaf3V/Kr8MKHH7tfyqnBWhD2oAuQ28Rx+6T/vkVfgtYT/AMsUP/ARVSDtWhBQBYi061b71rCfrGP8Ktx6Lpz43WFq31hX/CmQCo9T1eSxa2tLSIXOp3ZK28BOF4+87Hsqjkn6AckUAXJ9H8P2Vs9xe2OmwQIMtLPDGqge5IrOhk8NX4B0/wAINrCnpJb6XGsbe4eXYpHvmqHiXV/DXw7jh1HxPeHWNaVN8KSY+Xnqkedkag8b259WJrxbxL+2zLLctFo9uUhDYBtIBI5/7aSYX8Ah9iaAPoNNF08nMvwtDJ7Q6ezfl5tSw2fw8jkVNU8I6dozMcBtU0eKKPPYeZtKZ/4FXy1aftm+K0uc3FpqQtezp9mLfiDAB+tepfDz9sbSfElwunap5LyyDaYbqIWsj54KqSzROfYsmewptNbgfQdv8LfBEyKy+EtBZWGQy6fDg/ktXIvhB4Hbr4S0b8LGMf0rntEtoWsH1DwRcrB5cn7/AEicFYHYDlCjDMDYOQVAHIJVhXd+FvEEHiKw8+KOS3mjcxXFtMMSQSj7yMPUeoyCMEEgikBQi+C3gN+vhLSfwtVH9K+Y/wBqHwlofg74i6bb6LpltpkMmlo8kdsm0M3myDJ/AV9oQHpXxH+25cyD4uaag1aHT1GkxbVcLk/vJPWvLzOHtcJOF7Xt+aPueCMW8BxBhsSo8zi5aXSveMl9ppderGfs97W8X+KJAAWj8IauVPoTGgB/Wv2R0+IQ2FtGvCpEqj6ACvwu+Cvi268L+MdQhi1vR7htW0S9sA+oTKiKSgfAZQNrMIyAW4zgd6/cbwvrdn4m8NaTq+nyiewv7SK6t5B/FG6BlP5EVOVQjTwkIxd9/wAzo49xdXHcQV8RVhyN8ujaeiilvFtfcxmn/wDIf1b6Q/8AoJrWrJ0//kP6t9If/QTWtXqR2Pha3xL0j+SCiiiqMAooooAKKKKACiiigArG8Mf8e9//ANf9x/6MNbNY3hj/AI97/wD6/wC4/wDRhoAf4s/5FnVP+vZ/5GtOH/Ux/wC6KzPFn/Is6p/17P8AyNacP+pj/wB0UAPooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooryj4gfHYeAfF0+hy6J9tIsDexTR3e3pJFGfMUp8iZlyWBYhUYlcCgD1eivM/AHxri8eajoNtFo8ltDq1jeXaXYuUkiD206wSxrjlhubIbABGOPTL8V/H248H6zq+n3nhsSNaXFtawTW140qSyzeYyI4WIsjCOMyEAOQCvXIoA9grJ0v/kMaz/10j/8ARYrhfAfxxt/HniW2sLbTVXTLyO5ay1SG7EqXDweUJQF2ghczDa2fm2ngcV3Wl/8AIY1n/rpH/wCixUPdG9P4Z+n6o1qKKKswCiiigAooooAKKKKACiiigAooooAKKKKACiiigDhvjtot34k+CHxD0iwVXv7/AMO6jaW6u21TI9tIqgnsMkc1+DNl48a5jTZpr4IH/LYf4V/QJ43g1C58F6/DpMMVzqsmn3CWkM7bY5JjGwRWPYFsAmv59JfAur+FdSuNK1bydM1WykMNzYXm6OWFx1VgR+vQ9RQBu2fiIT3EUU9pLbGU7UckMpOM4yOnSrOrMZjBZKSDcMd+P+eY5b8+B+NZVrYytd2jTXNoIYHMhEUm4s20gdQMDk1pxyxza9Jhgxjt1Awc/eY5/wDQR+VAHB/EbV3uLiPTrc7QSYVCfwgAbz+PCj6MO9dL8PfAOoaneWWiaDpkura9e5WC0t1y0jBSx5OMKACSTwOtccImuvGNoJskeX5ozjnczv8AzxX13+yTrMnw41fxJ48h0y3142EdlpH2JpDFOpupsbopOVzlYwQwGR/EOc9lN+zpup12QWuzoPAHwr8HxK9mdEt/FniixCDVLnxOHsbHT5DhvKjtAu9mGByy4P8Af5xXokPw48FyfsaSeJ9Z8FaHPrk0VzLaSx2SROLm4u5I7fa6gMBuljC5OAMdhXqC2nww/amvZob3T9R0XxhpaKbmMF7HUYYiSNpljO2WIkEcMw+hxVzxN4P0T4w/CZ/BXgLU30M+Gri1+wi4ilMObdswo+75pIjsPzZJyoPOOeJybd2WfCHxS+CVt4Y8PSeI/DUl/eaFbSraapp2pqPt+j3Bx8soH3ojkYcZ6g5ZTkfOWsWf/CI+IrfUUjYW+/E0Yyvy5+YZHII6j0I9q/V2P9lTxH4hlvrnxR4+jR9R0v8Asu8tNC0pIkliJyVeSZpDJjLBW2qV3NivzP8AiZbO8V7Z3EdutzYStYyyW6sqyPE5iZ8EnltpP41205OtBwl01JasdRc6vE+qaZNH5l1eTxNb3KWsDuZNuTHKFAzggMR7N7VrR3TkZNjqKj/asJh/7JXNaFZxaj4L0a7ubfNysNntnZsuVy0GARyBsjXj2reXR7X+5IPpK/8AjXGImbWbeH/WJcx/71pKP/ZaF8Taav3rhk/3onH8xQmj2w/57D6Tyf8AxVWI9KgHRrgf9vMn/wAVQAkfijSSf+P+Ef7zY/nUsniXSvs8hXU7MkKcDz1zn86lj0+MHiW6B9rqX/4qrVtaRQQeSqkxksSHYsSWJJJJ55JNAGFpPiTS4vBNqjanZrMtgoMZuEDBvL6Yz1ro9C1KyTTLNBeW+VhQY81f7o96wtX8L6bBol6VgdQlu5UCeTAwpwMbq07LwbprWsKlLjhAP+PqXHT03UAdPb31s2MXER+jitKC6hOMTRn6MK5FPAOlP2nH/bUn+eatR/DnTWxia4T6CM/zQ0Advbyoejqfoa0oDkDnNeep8L9Pfpd3K/8AbOH/AON1ai+FNpxt1C4X/tlF/RRQB6TB2rQg7V5jD8KAOE1u8T/dUD+WKtx/Ci7/AOWfie/j/wCByD+UgoA9SiYIpZiAAMkntXHax44t/AnhLUPGl6Fe91H91psMnGIBkx5HYEZkbvggdQBXK+JfhvrVl4dv5IvGF/uMRRVMlwclvlA/1+OpHavHv2j76/sNQ0zwfcavJq66dGIfNdPLLZw7DA9AYl5JOFPPJppXA4XXdb1X4o63Pe6hczPatLvbzOspGcMw+h4Xoo4+voXwr+CHiX4l3ctl4N8PT6qbc7J7ldscEJxkK8zEKD/s5J56UvwZ+GsnxC8Z6L4YglNtFOTLd3KrzFbxjdK/oDjCg9iw+lfa3wR8WWXgT4naGNNs7XRvBPi2H+ytPsIgQ0bwhmtbmRuhacGUdjgxZLNXdKSw65Yr3gSufLukfsveMte0Zbyyn8Oz3okeGXRv7UKX0EiOY3R0eNVDKykEbu3Ga8j8bfD2fR9XudH17S5tK1eAAvBcKFcA9GBGQwPqCRX6C/Eb4J+Lh8UPEdloHgnS9Y0HxJdpqEWt34tzFpk8igTs6EiVsMpkATO5nIyvUa/xe+Evw28M/CK0+Hd451DxVfYfTLl3EmpT3xGxblnJGFzhTuIXb8g7Cso4mT0qaorl7Hwr+z/8YNW8A+LbDQdTunnjmYQ2N3M5wcn5beVif9W3RScmNiP4civtrR9Xtz4u0TV7MtFZ+Ibd7aeNhgi4jUvGGHZwqzIe/wAoHYV+dHjnw7c2YvrK+hNvqWnzSQzIOqSIxVwPxBx+FfXnwGh8T/Fj4WaVq8fiOw00G9jnlT+y2mlFzAyB3DmZQPMZCzYX/lo3rU1qahL3dmSfVcA6Ve+GiB/HfitiAcWtin6zn+tefx2XjJT8viPSyP8Ab0dj/K4FXfDkfjbw7qmp38GuaDPLfrErpNo0wC+WGAxi6/2jXOB13jKzsp/jh4OF1awTxrouqyMssasDh7X1HvXvPwJthafBL4fwhQu3QLDIAwAfs6Z/WvjP4s6/8RNFX/hOIjoGozaNpl1atZwWVwhaGZojJIP3rElBFnA6jPtX2R8DvEmka98LfCaaZqVnftb6PZJMlrOshiPkJwwByDwevpQB0+n/APIf1b6Q/wDoJrWrJ0//AJD+rfSH/wBBNa1THY3rfEvSP5IKKKKowCiiigAooooA4j4xeLNT8JeCZpdChe41+9mjsdPSOHziJZDjfsyNwRQz477a8u1z4z+MNf8AC3hEaDo2s2et3U7QaksVrbqWljhm82GMz5QMJIucjpjB5r23xf4pg8H6Mb+aCa7ZporaG2t8b5pZHCIgyQBlmHJIArkv+F/+DhpAum1FUv8A7A+of2SWX7VtVtjLtzjdv+XGffpzQB4t4M/aC8aXfjPRbbUb+21OKRrWK60rT44ftD77QvIyQELNuWX5WbIRSGBHFaWs/tHazo2pXen2Gn2Omf8AE7Mcp1WZkltIjNFukukCkRROJWCuCeUPvt9RPx+0SBGF1p2q208VrfXNzE1vuEBtDiWMuDsZ+4Ck8cnAIrC039oTw/o/wvfxnPBOdPutYubVY0liOHDyE/vN+wjEbYIbk4A5NAHE63+1LrWq2WqafF4PEEjWUOwXF1tbdL5I83bt3eT++IDbeSn1A9/+H/iK48VeErHUbu1WzunMkUsKMWUPHI0bFSQCQShIyOhFeZeLf2jtDfSb2zg0rVLiW9iuI9O2xov20wjFxsyw2+Weu7Ge2a9e8O6xbeIfD+marZsXs761iuYWIwSjoGU4+hFAGjRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXmvx00zxj4i8OWWieDCLW+vLjfPqD3TW628cYLgb1V2BZwi4CnI3A4zmvSqKAPN/AkPii88Xx6xrSX9rbXmgWwm0+eRDBaXgkbzUQKOvfcckgjnGAPSKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDg/wDhc+iD72leKE/3vDOoD/2jR/wunw+PvWniFP8Ae8PXw/8AaNdRbeKdFvBm31ewnH/TO5Rv5Gr1veQXYYwTxzBepjcNj8qSaexCnGWzOI/4XZ4ZH3l1lP8Ae0O9H/tKl/4Xd4TH3rjUU/3tIux/7SruwQe9LTLOD/4Xj4NH3tRuU/3tNuh/7To/4Xn4IHXW9n+/aTr/ADSu8ooA4P8A4Xr4D7+JLVP99XX+a0f8L3+H3fxdpaf78+3+dd3ijA9KAOE/4Xz8OR18caCn+/fxr/M0f8L6+Gnf4g+F0/39Yt1/m9d3gego2j0FAHFxfG74dT/6vx94Xk/3dZtj/wCz1ci+Kvgmf/V+MNAk/wBzU4D/AOzV0Mthaz/6y2hk/wB9AaqS+F9Gn/1mk2Mn+/bIf6UAVIvHvhmf/V+I9Jk/3L6I/wDs1YeoeGvBfiHWpdWm1HztQeFoUlh1mVfJVgoYxBZAImYKoLIASOp5OduX4f8Ahef/AFnhvSJP9+wiP/stU5fhN4Hn/wBZ4N8Pyf72lwH/ANkoAp23wu8HfatPuLWCRJLG0ksbb7NqdwqpDJzINqyAEsQCWILEgEnIBq/qnw08OaxYXdpcWBCXV4t/LLDPJFMbhQFEgkVg6sFULkEccdKoS/A74cT/AOs+H/haT/f0W2P/ALJUX/Cg/hmPu/D3wun+5o9uv8koAu+H/hV4Y8HX0uoaFpEdhdm3aCNY5XEUakKCEQkrGW8uPcVAJ2jOa+Ifhd8efiFr/wC0j4y8A3ejSR6bpCxz6pez6lNNJYymMKIAWQF8urEHoVBI4xX0z4r+EXguDU5YbfwVoNtYW5USGCxRXclQQCwGVXntyTgDJPHM2XgDwt4I1LUZfDGkwaYmoOsty0SBXldVwN+OCV5XjpiuvD0KNTE0qVdKSb2aTXwt9fIjBYiVWs+VWjdq/dptPTtddbenU7nQ/iC3hfTGluyZ4fNYuZJOcCJ2ABPcsoFZSftJRWkSsLGS8MkkjMjtsMYLHaoPQjaR+Rqtp8cknmeW2w7SCSu5cEbcEHOc5xjBJOABzXTWWj+GtVggkk0m3tYLVvKFmqrJd3MvBwSOq5XrnnByQMivhs7yvN1i639k4mNOnGTtFx25lGXpa7dtNL27HmY94qrjJU6NTk7XV09Fez7+TW2q62k8PfHKx13UkQ5iElo8i2oXJWRWkPzNwMbFU4/2vY1qaN8ZNI1+702O0ISK5maGQztsdGCAjC98syr+fpWDN8P9DnaC4k06xsIL0tGs0A3pBwVaNvVyOh6BgRjpuqL8JfDdnewanHHf6bbI4+ywpKTdXMgOQVU8qP1xydteLCPFNFQTnTnZ6u7Ta07qyvrfbdWsZqhmsLK8Zd9/Ly9TvI/ibo00FvNHcI6OJJJdrZMUaq7biPfYcVdPjzRZNNmvbe9iuoo22YicEs3Hyj1PNeSXfwYstTvm331xp32WJRctczKwgQA4AOBuyMcjCjDcnpUMvwcji0iMrrN1Z2aO7WqtCPOuZGUAlUGCBhR1PTJOB1P7Q4np8ylhYy00aklrouu3V69dBOeaRunST9Gv68z3CLxJpczlE1C3LhzGU8wbgwJBGPqCKk0vVotTsY7lSFV3ZBnjJViv9K+dbb4MatJqBv4NYhjELmeTUJ+I1P3lYPk7ieCccDPWp7zwP4yh8IW0C6gkkS3ZltkMrpNJhMDy1IzjliBwe9THiHO6fNLEZdKyT+Fp32t38+5H1zHRu6mGenZ3Poe11GG8nuoo2Ba2kEcnsxUN/JhT4LtLia4jQ5aBwj+xKhv5MK8G8Kjx1EuoyzLutI54ZZnWZI1BRuQCePuqoPPGAD6VlN4i+JNuIrgWdxA95cCUTCML55KKAuOn3Yxjgd/WtJcXTo0oVK2Dqq7f2HtdpfPb112B5nOEU50Z/wDgL/rsfStNkkWJQWIUEhcn1JwP1NfOej/FfxR/aWmT6pYXM32ecrJKYGWMK21DkAdR85+rdOMVpal8abmCGztr61nyL37RKVjIYIkwKLtOOCB/KrhxvlsqcqklKNtuZNdt/m/PZsFnGHcXJpr1Xp/me+UgORkcivA9O/aVuHlVLzToo4wPmlVjk4HYe5HH1resfjxpWm+H9DLxT3EksRhkLbVKyJtXJ5+6ck59O1ddDjPJMQnKNayS1umuqW2/U1hm+Dnqp/1p/mev0VwOifFvStTi3G5Rv9MmiZkUgJEqyOjH6og/Wm2Xxg0CJC17fqgnmkMDKNwMYPGcdDjBwfWvYjn+WSjGft42fVteX+a+Z1rHYdpPnVn5noFcZr/gXwx4i8WLNrPh7SdTY2TFpL6yimPDr1LKelWE+Jugs5k+2RpYrbS3LXruFiARsEZ7n7x+imvMPht+1B4T+LXxt1nwn4fv7Ge507Ty8Z+0OZ5lKwyeZ5JjG1MSAA78nB4r1KWJo4pc1CakvL+vM9DD1ac+Zxd9GaZ8N/ADUI4ZG8PeAJ1uLk2iF9LtDumG3Kcp1+dP++l9RVsfB/4EyadqupL4E+H8ljp7PHf3KaLZMkBjGXWRgnBUHJB6Vy13+zHqOrNqMl7rECXGpak11cTW8tzvjgZYA8SlpCX3G3U4ckLwFGBg9nY/C/W7fT/GthcT6Jd6f4ivZrg2n2aaNFje3WLy2KyZ6xqSRjqcdq7CT4B/4KUfCT4b+DtO+HnjP4f6Romirc3E9vepo0KwrPCygRSGNcABWSQZAHLHrivJf2cvE0mu3Oq+CNOihk1HxJFbf2ZOzjylvLWVpVeRmboFJ4UciPAGTX3/APEX9iq9+Keg3uka/wCKzPbahbpFO/793g8qW4kgSLdIQyKZkGZAzYj4PPH5V+J/h/4p/Z+8eXPg7xRHLpPiHS7jz7S8gYoJlDEx3ED9xkZB9sEcEV10rVIOk/kG2p+k9lpfhn9l3R73xX4o1GXXPGWt4t828X726cfMtraQ5+VAeSSf9p24GLeleMD8WvgP4z1DwBpbeEvFUyXdvJaqiR3EV8q9S0eQXYFSr8/eB5r408O/tB6b4i12PV/iK2v3HiYHybbxPokkebeE7cxNaMPLCcZbarljk4GcDv8A4Z/tZ+EPhF4n8T3sV9r/AIxsNahhneNdJjs5I7yP92Dg+WhDxlct1/dDjpXO6U07NF3RX0+48Nazo0Hi3VNR1jxJoHh3S3utQudU1a5ujc3kqAQWHzuwLgsWZR0Zowepx8jWvh698Varofhm2jDarrV/BZRxwoOZpZQMKB/tGu3+Jvxf1Dxpf30jgaJ4aGoz6pZaJFLuS1mlYs0jOApd8s5HYbzivq3/AIJr/suan4i8WRfGbxZYzWml2asvh21ukKvcSNw10QR90DIU9yc9Bz1Ri6EG5bshu53Vz/wSitjoenabY/FK/sobe1ihlWTR4pd0iEncjLIhUbiTg5PuaoD/AIJL3IRF/wCF1alhRgf8SJM/ifP5/Gv0LoriA/OHVf8AglD4ntvm0j4wC6P93UNJMY/8clNZy/8ABLv4mqoH/CxPDefX7Hdf/F1+l9FAH5iaj/wTF+L9umbHx74XuXx92S3uYx+eTXLy/wDBOP8AaRjmIi1rwTJEOjG9nUn84DX6x0UAfk/e/wDBPL9oRNPlimPhvUfMUoyWutCMkEYP37T+tY17+xn+05puEtfA1nfAcBovEFjj/wAeCV+ul1K8NtLJFEZ5FUssQYKXOOBk8DPvXmt38cIbLwJp/iWbRpoo7nUn02VJLlBFAUaRWmab7vlZiOH4B3L0zQB+ZE/7Kv7VllEZB8NLR1HYazYyN+Sy5rOHwb/aW0wn7b8Jb+THX7JFHP8A+gzCv1V8E/GWw8b+KL7QYtPutOvbMyeal8VjYqNu0ouctuBJ4HG3nqM+hUAfjWPA/wAf4VJ/4U14jYD10sj/ANrmqF0nxx0zIl+DHiLI/wCobL/RjX7R0UAfiW3jz4r6dKFvvg74kiHqmlXLfyU1rW/xP8aqgMnws8X7vRdBu/8A4mv2eooA/FrWvi34gNtFFqfw38W2FoLiCWWZ9GnBCJKrtgMoHIUjr3r56+KfjW28c/Fi71K1t7y1tppldIb6HypF4QHK5PZfXtX9FVeD/tt/Bi4+OP7OniXQtMhM2u2oTUtNRPvNPCc7AO5dDIgHqwqou0kwPzQ/Y/03wpqvxYv7fxfqp0jTG0G42znVX09Hbz4AY2kV03Ag52E4O3OOK+tfDN7+zhovjXRksPFmmXuu2M6RafFda7NdrDKfkTYryMgIzgHt2r87/hx40n8I+J9G8Qw2kdzd6XcbpbO4UYkGCssRyOCVLAHscHtX1na2OlfEQeDdN8Mta6z4M13xBaiKJ5hHe6Qqy/abm0lTOcBY5NhGSB8vK7WroxMXz83RlR2PsfRdP8Vw+OtYudQv4JfDciAWdspBZD8uONgK/wAeSWbOVwBivlvxV4C8WeCPEniC/wDEuh3usrqWvQX8Piayf7Usdsl6kiRy/wDLSJYohjG3ZwcHrXTftVahB4i+KXhzwvdXuuQWdrpMupNaaL9pZrmV5lSP5YBksnlOwJ4Gc9RXP6p+1D4w+BPhGWy8WQJrt9exypoC3VxGurRYX5Hv4k+Xy85+dCW4UEEsSORJt2RR8hftBanpesfFTx1faTLHPpk9/I0csTbkc+WgkYHuDIHNfQH7BZmPwau97Fov7Vn8obs4G1M49Oc18uaR4a1n4qeNtJ8Kab5moa/4ivhCXC5JaR8yysB0UZZiegGT2r9qvCf7Knwu8K+FtK0ZPBejz/YraKBrl7VfMmZEVTI7AZLNtyT3JrtxHuqMOyMzxGKrUVe4Xn7Ofwzt7WaZPBWnsyIzhI8x7iBnGdwA/GvEbDXPhBdXGkwSeA0tftl6bFpY9WOwv9pFspgPmAz/ADsCQoBVeeeM8YEryRQwO87IkKqS7SEBQO+Se1dN+y2LPUPHXi/VtHhR9Fk0+xto722ixbyypJcFlRwNr4DLnbnGRWr4f8FfCo+FNS8V3/gs2cGkXlxbPZ6vIboiWGUxjEbSOhZmA2jk5IHWr037UGk6bpmg3UuhTw22qabLeQW8dzC08bRhv3bRg4C5XYHzjcQMYyQAetaf/wAh/VvpD/6Ca1q4b4aeMD4zu/EM8tg+mXtld/YLu0eQSeXLHkHDjhlIIIOBwegruamOxvW+JekfyQUUUVRgFFFFABRRRQBkeKfDFn4v0h9OvTMkfmRzJLbybJIpEYOjq3YhgDWCPg74U/sP+zDpisv2FtP+1En7R5TNub9513Fvmz1zXa0UAcI/wW8NXGkLp9zFdXaeXdpJNNcMZZTckGZ2YdWJA57Y4rn9G+B+g6j4dutNnutTaOPVrm6EwusSeaTIjvnGMskjKeMYx0IzXqWo6hbaRp9zfXky29pbRNNNM5wqIoyzH2ABNfMfiD4VeIfEfjPxnqdnpN2dMnl2rCgtyl7NHcEgMhnXzIypbcXKFcKFBGaAPQPFH7OvhGDQNQmtxqFs1vBK1n5V4wFlvH73yf7vmfxdc16voel22iaLp+nWcYhs7S3jt4Yx0VFUKo/AAV4X4d8IeKvAzalJqGk32pqfCtjp89+L+JoZbmIv5hVHl3KAsg52jOw9TjPBeJfgj471ZdRbTdGuLOyuNWa+trYz26MpMCJhkExRULLnzlYyg5bbzQB9f0V478FPh3rvg3xZ4pvL/wA6PS7oJHAt1s864kEsrtM+yRw3EiqGO1iFGVGBXsVABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGFqvjrw9oeqjTdR1mysb8wNc+RcTBG8pQSzc9gFY/QE9qTSvHnhzW209bDW7G6k1ASG1jjnUvMIziTaucnaeD6d6868dfDab40arperefDDo9pFdQNY3RmDyMySwurKkmxeWB3qPMAGARk1D4b+CGu+GdQ8O3sOsWFxdWV/fajey3cM0sk0lwrLsVy+dqhh97OSD0zQB6ZrPjnw94dmuotS1mzsprWBbmeKWYB44mbarleuC3APrRpfjrw9reqppthrVleX7263awQzBmaEgEOMdRhlOR/eHqK8v1X4FeJl8TeIfEej+M0t9W1uxNpKLqxV0h3SRlvLKkNgIhVASdpIJzznoPBvww1bw/wCL9N1G7u9Lk0jStITStNsLS3kRrRcJ5hDM53bii8kZAUD1JAPTaKKKACiiigAooooAKKKKACiiigAooooA4B/2f/hpIxZvAfh5mPUnTov/AImug8KeAvDngWO5j8O6HYaJHcsGmSxgWISEcAkKOcZNb9FZqlTi7xik/Q5oYWhTlzwppPukjgdf+BfgzxNrN1quoabdSX10waWSLVLuFWIAH3ElVRwB0ArOX9m7wNDdQ3EFrqlvLE6yIU1q8IBByOGlOa9PoqHQpN3cV9xlLA4STcpUo3fkjI8U+HF8U6O+ntqOo6UGZW+06Xcm3nGDnAcc4Pf1riP+FLXsI/0X4i+MYfTzL9Jv/Q0NenUVUqcZu7RpVw1KtLmmtfVr8jzBfhV4vjQKnxa8RADgb7GwY/iTBk1PD4A8dWo+T4nXM+P+fvRrZ/8A0DZXpFFT7GHn97/zMlgqS6y/8Dn/APJGZo9nqlnoUdvqGpRajqiqwa9W18lGYk7T5YY4wCBjdzjtmvPX0/4z274i1fwbepnrNaXMJx9FZq9VoqpU1JJXat5mtTDqokuaSt2b/Hv8zy92+MyR5VfA0jDtm8Gahtfib470MbPFHw1u5ERQXvvDV5Hext1yRC2yUdvlAfr1r1aio9k1qpv8H+hh9UmneFaS+5r8V+VjzvQP2gPAmvSxWza5Ho+oyNt/s/WUayuA3cbZAN31XI969DBBGRyKz9Z8OaT4jtmt9W0uz1O3YYaK8t0lUj0IYEVB4q8PzeJNFksLfV7/AEGVmVlvdMZFmTac4G9WXB6EEdKuPtIp82vpobQ+sQi/aNSfSytf721+JsUV5YNH+LPhgAWWu6D4ytl/5Z6tavY3B9hLEWX05KHPtXX+Cdd17W7Gc+IfDjeHL2Fwnli7juY5hgEujL/DnIwwB9qUanM7NNP+uq0FTxPPLklCUX5rT71dfic74kea08TajcKA9ufLSVCflOUHUDn6Hk9lGWJGbNBFDJHeQxrcWfClJF/1eeCjYz3GBt9AqjJYjUi1LQvE/i7UodK8Xae9+G+z3OmKytIrIArAqHDE8dccdiM1p2vgK5tJGMeqqEYYaMW2FYehAf0wB6AcYyc9FWnQxKXM01pur6pW7HBhq04QlFUnL3papwtrJtfa7M5kxJZSrd2yia1cFZFZfubj8yNtzzkYBX0CqM7mq1omifa/EKy6fd/ZyLV3jcKpZGDoNjY+8BjBwduBgdM1uWvgGezZ/L1UCNxteMW+FYfg/pgD0AwMc1c8OeDv7A1F7r7YZ90RiEYiCAZIOep7KAB0AAAp06NKjFxhZLXRJr9DSpOrWcYxote9F3fJ0avtJvbyLMvh7zLqbIjayvU/0u3OQPMxxInofX6A9RzQj8OXaX3+lKmpwOn2aWaZsSGM9Cv93GBnGNxJPGAK6uisHTiz21No5SbQr6ZcyIlze2LDyLiXG27iznZIOzAgc44IDDqRUUFhfz3lzc7JhqsR8yC4nGIpEBIaED+Afqcq2TjA7Cil7ND9oziXtfKEF0ljJPp8rNItjMSi2tx33jB+TIPOCFPI4PEShLiIajfTNdR3ANvPchTG9i+eNoz8qZxz16Ekg8d11pGjR1ZWUFW4YEcH61PsvMftDhZ5vsQNvqMYnksQphs0URWzjtcOemPUH7p7EkGnXVjcXU1ytyz3WqIBI8AbYlxb8cQn+HB75zkDJwQR2k9pBcjEsMcoxjDqDxxx+g/Ko/7Ntc2pEKg2vEJHGwY24HtjtS9k+4/aHIia3uorVlhjvIyN1ho9qMIoU48yU47HsRhTxgtVS4tYr6S3u9Rm+0W94rI1xaxbTnOTbY6rkgYJ+bIYcE12LeH7Iz+ckZik88XG6NivzgYJ/EZBHfJ9aJPD9pK18GVjFegebDn5Nw/jHo3Tn2HeodFyVpWYc8Tir7QNIM1s1/o1m0ypts9HRUARTwHmfGP6A9NxrJuvAOg3UtxDqlnbWsdtL5kqQxESyO5yEixyUY8jknJIG3HHoVt4WghEqyytdRTxeXcLMoJmPZyeuQOPTpjFMfw7cCG1kS836haMRHcyLy8RP3H9eMc+oBrgqZXhayaqUYu/eKf6f1YxlRw89JQT+SPPG+GPh+wWYvYT289zEfJ061nYyRrsKmWRs4zhm9uSPmJrDT4J6HNbxXc9xcWdii7TMjbzdufu+UmM4PXuSeBxzXrKeHLqzjmmtpgb9JvNjndzm5GMFZv1AxwOCAOlMk0C6stRM9hDAVkVmQz/ADC0lblio4yreg5z7E48urw1lNZJTwsLLtFL8rHNLL8DNWdKP3WPJYPg0mhz21wNUnju9xaLTnRHkEOCGLH7obkkA8Z4zk5HFfBP4M6J+z58VPHvibR5v7Zm8TSW8VrNcqVazsooY0jt1P8AEqlDg8ZXYDnaDXsmpXr2c1xaG3lKTxj7XdXm0ypOoDZR1P8ACCDnhU2gj0PNa6JE1j95dNdvhW89l2EgjI47YBxj2rtwOQ4LLFKGGhyKSk7KUr3UW099Nlp12aFl8cJRnNYem+VXu+l1o0ru/wA9vN9LEXx48St4b07Wf+EU0qS3vhblE/tmVHUSlQuR9mI43DPNaEnxo8SQ63baY/hDTzNPby3KsmtuQFRo1I5thzmQfka828RfCafSNLit9Nvri5s40EkUdxfXICqhDAKokAUrg8EfKAueSBVO4+G3jForPUU1G3GuxJJbvpwurwzIjbWYkFj02I2RweOvAr0XHEQim3e9tVb59D7TD18nxbklFQkr+7JTTSd+TVVHF6p3s2eq2nxv1y6bUR/wh8I+wymKTbq4OSEV+Mwjswry3476V4U/aM8CabF40+HUk63JhGn6laajGl5aPKQEKPtGBlhlTlfUUyL4XeLLS/uFh8Tx3FlfoHuL6G9kEVvKyqFLkxHlgAMZ44z2y7/hXPiY6eln/ai29pYrC9i0uoN5c/lMMOg+zkvyFAUEduoIzHPXXf7l/kd6w+WNr+Ha6+1La2v2++3kfDPi79gz4kaN4ofTvCl9bazYtCbmFNYkSG4VAwXazIWViCRzxn0FczB+x38a7uO/c6PpNtDYu8c8zX6ttKgM2AOTwa/Qu68F+Ozdyajb3UkeqGH7Olg1+klxAMhn3L9lAK8A5+mCcgVDaeB/HESXtsdYS4s9QJee5gvYRCkkgA2vI1odpK4wMdeDjIrpWMxEVb3vuOZ5fgpyUvaU1tpzO1767tvbz3Pnr4FfsVeEvBV1pHiL4o2OseOr6aRPsulwxQQ6ckjDKhl87dL0J+baD0K+v3fafGnT7W5XSovC2tQPBArrbxRW4VIslVxiXAHykYHpXjcnhbxixs4pbucafYhJrR3ntt1wyYUNH+4G4ZLDb1OV6g5MDaR8SYLxtRiiebVvL+zSWbLbtJ5aFnyUBBU/NnPIORg9M4OtWk7vm+5GzwGCs7SpX1+3Lvp17b+Z7WPj/owsru7bRddS2tGkWeQ2qEIUzv6SHpg9KsSfHfQYDbCbTtchNy/lw7tOc722lsDbnsrH8K8Jj0Xxv/ZuoaeY5J9OvzKbi6htrVkR58nG83ahfvd+nHqKlvpfHM6adJJpcqmxlN1ak2FvicBGiGCNQ+cHeeFGfunkHmPbVuz+4t5blzf8SHXao9radH138j3aP45+GnuntjFrKXCIsjx/2PcsVUkgEhUPXB/KgfHrwZ9jlumvNRS3iZ1klbRb0KhRirgnyccEEH0INeFQ3/j2LxDLd/2Cwu5ovs89ubEF4li3MG2Lcsed/XpyMdazYLnxi/hLUtPk0pfIu5py1yllKyRvcSPLgsHIAy+B1PIzin9Yqrp36fd1FHKMDJr3usdqi2a977HR7dz6Mf45eDI3hSTUrmJ5jtjEmmXSFzgnAzF6An8KkT42+CXleL+3EWRACyPBKpUHpkFOOhr551DxV4oml8O3k2hyIYJ2ljjFhdfvEMbRbgQpzzJwBz06ZqO08a+LYPFOrTDwrL9okjjjNtJBdK4WPcd2BEcffHX8M0/rMr6tfd5evcj+xaTjeMJN2/nW/Na3wfy6/gfQepfFn4e65o93a3XimwFjcxPDKwumgO0gq2HBUqeoyCCK+e/iz8VtL8EzWnhDwz4Fv/HvhAacii80/wAfR2pJ3SBrV4Z51Z0CEZO4ghwuPlFVT4j1r/hX95Yf2XG8XmmNrhUuQo8xy+eYRwNwHOCewNXNe+IGpRa7pN3LoSukAlMITzyLpXXAKHyfUDg8ncKlYp9WunR/Pr0NHkNO7UYSteX247Je6/h+09PI5H9lj9qI/E3xnFqHi34Oz+CtRilkQ+I31mNLfDbsM8Ezq5wp2AqJAAcDaMCvsyP4k+E5QCniXSWB7i9j/wAa+XNP+IF9Br+r3MnhdHe4WHNuZyskW1cHcpiz/EDnpz1qiPEq/wDCEW2jnS9PZ0SJDeC7Xy96urFSxQYOB1PHI5pvF26rr0fy+8UeHuZpOElrH7UOq95/9uvTzPrlPHXhuT7viDS2+l7H/wDFVOnizRJPuazp7/7t0h/rXyJqHxL0Ztd03U5NFtTbwWtxFJEtzbsxZ3g2kAkZ+6enY1FY/EHw1BqmuT3egWgS5eJ4ke5sAQPJUYAaYc5BOBT+t62uvx7f0iP9XpOHNyyTte14b81rbrp7x9jx65p0v3NQtX/3ZlP9asx3MM33JUf/AHWBr4lj8QeG5PBFtp/9gWZ1HThZrdSrcac27ZIhkKkTkuCFbkdc89auXXinwO3iezuD4Zt2sRaSRuqW1pIpkZkKHCuQeEfn/GhYy/RdO/X5dBT4d5W/elo5dIvZaP4/tdD7Tor410yfwzJc+JwPClwpaZZLZI9PGY0MEaDAU/LmRXIA9z3qbyNM/wCES0AQ6JrEV489kks0VncqHxJGZhvUYJK7+M89s1X1p9l16/8AAMHkUU0nOWrj9haXV/5+mz8zzD9tz/gn9qeqa9qHxI+E1ktxeXRafWPDEZ2m4k5LT2+Tjee8fc8jk4r4E0rxRqfgXxQJoLnUfCfiaxf5gS1rcxNgjDKcZ4JGCCME+tfqlFr3h6TxbEkDa/HZm1dDFF9vQ+cHH8IOc4zXH+KPh38OfiVp2tXvijw5qHiCbzZU0y61K3vpmVPLUKqO2SPnDDGetdcMe4Llkk16/wDAMP7Furxc72T+Du7W+J7bvyPhK/8A2jfiNqGrXWrXPjy9N7c2iWUlxHDbRP5Ks7KoZYwVw0jnIweevArktAsPEfxX8Wf2Z4Y03UvGPia9cb/JLTyMSfvSytnao7ljge1fd1x+yd8EY4NDEfgu4+2vJC13C0V4cR4xISp7Z716T4QtvA3wz1Z9M8N6hc+FdCa0Eqw2DS2sbS7yGJwoycAZJ9K1eYQj/Dik/UyhkldpupzK19ot7O3lv0Nj9iH9iKH9nq0fxZ4slh1X4h6hD5bmMbodMiJ5iiP8TEY3P+A4yW+t6+SYfiGF8Pa1cDxzq6XkUlz9kDXbcqC3lcMvORj61cvfiWkDaAIviNep9ouhFd77yP5V8iRjnK8fOqD9O9cTxier/NHS+H612k3pf7Euiv2+7zPqW6tkvLaaCQuI5UKMY3ZGwRg4ZSCD7ggiuOs/g54XsmtWW3vpvs92b/FxqdzKJbkkETShpD5jjauC+du0YxgV4lB8T4j4muLT/haLpZLaxyo7X1ry5dwwyU9AOKig+LF+fCGqainxJL31u94IYvOs2DCOWRY+PLycqqn3zxS+tw/PqunzI/1fxGmu7itYz+1dr7Plr2Pd9N+EfhbS7G5sksJ7uyubmW7mttRv7i8jklkYM7Ms0jA5YBsHgHkYJryX9oPQvh98E/hXLqs/ha91DT7C0u4rDTbe7lNlbSfZZ5DI0bTKiEqJF3r8+XAXkiorj4j6zDe6FDb/ABCaVL2Zo5iUsW2AQu4IxFx8ygc+tZfji2vvi9pnifwFr/igaj4f1DTY45lFrbeY3mmRTtYKMMNikEdDTliowi5NOy9O1+/Y5ZZROEeZ1I7X2ntzcv8AJ3N39jn4j6H44+Eb+KrF7i20m8naT7fqsD2rXLl2DykyzSswL5XeznJXsMCva28c+HFYA+INLBJwB9sj5/8AHq+K/F+padZXvhP4cW1xBpfhHQ3sIrlJViELFXjSGJg42NiMySEEEdCRjr3r+EfAK+JLCwttS8NSWk9vNLJINM0hyGUoFGfs+OdzflXkYnN44OtKhOGq9H+TMqWUZhmMXiMNyqmrpOXPq4Jc1uWMlZO8d73T0O4g1CXXtc+I62i6tZw6lB9hthY6hDck4STN7GDcfKWLKoQbSAqevy8toUHjVfEmkGxaa9nsPJi1bw4dSVTEvmloGZDM7ISgSRgWODKBlxkDBk+DPhHxnNram/sLQ6bdmG3k0uzsrVpE8iKT5jDGm75nYfgPevP9I/Y+0zSpdJ8aweMNde91W4swLYyBY7YylVJRk2ycZJGWPpWCz+l1iJ5FmkJKMnSd2l8VRbq63pfqfoFRXyfN8IvENv4ktNJt/iP4jjWS0kuRK2o3rFSjooG37Tgj5/0p2neFPidNb6xLF8X9Sjj064lgSJtPjfeEUHJZmJ5z3zVrP6HWLMf7KxqXM1Fqyekn1dusY9T6uor5dsD8U9P0/wANagfiObxdSlt1aC402LaA6FyCQMkcY7V23iHxZ8R7/U10XS9Q0DTLvyBefbPscsgKhtpTYznrkHPtW0c9wjWt18jRZVjOSUpRSavpzRu7b21t97R7ZRXzdaeMvjKui6rqJ1vwpOmnyXMbJLpkwL+SzA42yDGdv6102l/En4hada6T/bFj4b1GXU51jheyee2EYMTSfMG8zJ+Q8gjr0rRZ3g3vJr5MxpZbjqlX2TpOL11coW0V3qpPod98VfEFh4d+H+vzXus2Ghl7C4SG61CVI41fymwfmZQcdcbh06jrS/DPU7DVvDbz6bPFPafaplUxTLMFw33SyswJHQ8n6187ftAat8QfGWiazp7eHPCMk2i2p1i0nuriaQKm2VGR1MeHDosiMvAIbscEbvgLUPHv7Ofw2tv+Ek8J6bfaPb3T3GsalpeovLc5lctLcmIwqCgJz1yFxxxXbRzDD103Td7b6PQ8zFSlglzYiEorXWza0s73V1azTv2PoLxZ/wAizqn/AF7P/I1pw/6mP/dFeReI/wBpL4YXnh7UIofG2kySyW7qiCb5iSOBjFb+kfHXwVq11FZ2erPcyGEy+ZHZzmIKoySZNm0ce9darUpOykvvOWONws2oxqxbfZr/ADPQaK5Txl8TND8CT20Oqm/MtwheNLHTri7JAOCT5SNjr3rnP+Gh/CrnbDZ+JLiTHCJ4cvgT+LRAfrRKtTi7SkrjnjMNSk4TqJNdLq56dRWTo3iKLWvDsOsR2d7bxSxGUWtzAY7gAZ+UxnkNx0+lcR/wu9nAaH4feN54yMh10pAD+DSg/pTlUhGzb3KniaVNJye+256bRXF+FfiPceKNTW0Pg7xLo0ZUk3WrWsUMS4HTiRjz9Ku+LvFOr6BcW8Ol+FNQ8RtKjMXtJ4IkjIPRjI68n2zT9pFx5lt6MaxFNw9ortej/K1zp6K8y/4WJ4//AOiTX/8A4PLH/wCOUf8ACffEWS4ESfC2SJD/AMtptdtdg+u0k/pUe2j2f3P/ACMfr1L+WX/gE/8A5E9NorzbTvEXxSuNVgS78GaDaac0qiWYa47ypHnkhRBgkDtkfWuq8ZXfiWz02J/C2nadqd+ZQJItTu3to1jwcsGWNyTnaMYHBPPFUqiabs/uZrHExnBzUZaf3Wn8k1dm/RXmMOofGG5WQPo3g/T2x8jm/ubgfiBGn8667wUvildKl/4S6XSJdS84+WdGiljhEW1cAiRmO7O7nOMY4ojU5nZJ/cKniFVlZQkvNq35nQVk+KvFWl+CdBuda1q5NnpttsEswieQgs4RflQFjlmUcDvXIapa/Fl7+5Onan4NisTI3kLc6fdvKqZ43ETAE464AFYPibwF8VfFOjXNjd+LfDXkXMLQz2K6M5glVhhgWaUuODwQQc1LqtfYf4f5mcsVJXtRk/u/WSNT4DfETQ/G3hue10ue6a6sppJJ4b6CeKdUknlMbv5sUZJYKx4BxjGT1Pp9fPvwv+EHxT+FOi3Gn6d4i8JXzXVy95dXl9ptw09xK2AWdkkUE4Cjp0Fep+DoPHsWoTHxXe+HLmx8oiJdHtLiKUSZGCxklYbcbuAM5xzTjUcnbla/r1Kp4mU5KLpSXrb/ADOvorg/Gl98SbXWQvhXSvDd/pXlgl9UvZoZg/ORhEYY6Vlxa38YQP3nhTwi5/2dduF/9tjSdVJ2af3MUsXGEnFwlp/dbX4I9QorKvLzVrfw1Jcw6dDd60ltvFglxtjebbnyxIwHGeAxA/CvP0+IXxNX/WfCd2/65a/af1YVUqihun9zf5IuriYUmlJS17Rk/wAkz1WiuR8G+KfE2u3k0WueCrjwzCke5J5tRt7kSNn7oETEj1yeKreMfiHqvhbWFtLXwRrniC3MayfbNNERQEk5XDODkY/Wj2kVHmd7ejG8TTVP2rul/hlf7rX/AAO3orzBPjVfj/W/DTxqn+5ZQv8A+1a7m88QrYeGW1qWwvtq24uGsUg33S5AOzYpOXGcEAnkGiNWMr2YU8VSqpuL28mvzRrUV5av7RHh5f8AXaL4qt/9/wAP3Rx/3yhqQftE+ECM+T4iHsfDWof/ABmp+sUv5kY/2hhP+fsfvR6dRXmUP7RXgya7htt2txSzOsa+d4fvoxknAyWhAA9zXZ+LfGWi+BNHbVdf1GHS9OV1jNxOcKGY4A/GqVWnJNqSsjaGLw9SMpwqJpbu609TaorynUf2o/hfZadc3MXjLSrqSKJpFgjn+aQgEhRx1PSs/wAOfEr4o+J/Dek6rp/w908QXlrHOr32uJG0iuisrhURsAg5wSCPSs/rFK9ou/pr+RzPMsK5csJc7391OX38t7fM9mooorpPTCiiigAooooAKKKKACiiigAooooAKKKKACiiigDjPE/wa8E+MLp7vVPDdjLfuQWvoU8i5OOn72Pa+PbOKztH+Et54a1azuNJ8ceI006GUPLpeoXC3sMqD+ANKpdBj+6wxXolFYujBvmtr9xxvB0HL2nIlLutH96tc5rxt4i13w7BaS6J4WuPFO9ys8VteQwSQrjIYeayhueMA5rlov2hvCtnMYPEceqeDJxjA8QWL28bZ9JcGPr6sCewr06mSwxzptkRZF/usMiiUZ3vGX3r/hn+IVKddy5qVS3k1dfhZ/iyhoniTSfEluZ9J1O01KEYJe0nWQDPTO0nFaVcDrfwI8B65cC5fw3aWN6pLLeaYDZzKx/iDxFTu9+tZQ+D2v6Cyt4Y+I2v2SLkC01jy9ShAJzgGQB/xLk1PNVjvG/o/wDO35mftcVD46al/hev3St+bPU6K8zl8JfE/biP4gabn1bQl/8Ajldr4attXs9Bht9Y1G31TV0DCW7gg8mNzklfkycYBGeauM3J2cWvu/zNqdaVSVpU3H1t+jZr0V5hPY/GRWPk614Idc8B9KuwcfX7QaveFo/ilHrkH/CR3HhOfR8Hzf7MguY5844273ZeuOtSqrbtyszjim5KLpSXyX+Z6DRXMeNLrxjbGz/4RPTdF1ANv+0/2vey2+z7uzZsifdn5s5xjA6545aXWPjHGMr4Y8Hyey63c/1thTlVUXaz+5lVMVGnJxcZP0i3+SPUKKxvDV3rlx4dhn13T7Wy1nDmW0srgzRAgnaFdlUnIx1HBNcUPiB8RQPm+FMpPtr9pim6iik2nr5MqeJhTUZSUte0ZP77J2+Z6dRXA+GfHHjHVtet7LVvh5c6HYybvM1BtUt51jwpIyqcnJAHHrWr418bXPg9rQQeFtc8RrPu3HRoopPKxj72+ROueMZ6GhVIuPN09GCxNN03V1SXeMk/uav+B1NFeZf8Lqvf+iZeOv8AwBtv/kitDRviydW1i10+Twb4r0xrh9guL3T0WGP3dlkbA96SrQel/wAGZxxtCTsn+D/yKOt3Pk6/q0dyjSWkswA+b7rCNDuGflyMZx0wCWOAK5/VdEaK7WQyho3G9HGcOMZBJY9epJPQAs2MirvjnxRH4V1y/wD7R07Vbyxupfl/s/T5rooRGmHG1GUHI4zwcHceAK5RfjB4a08ywX82oR2Bbd+9024jZOeGHmJ97Jzz1IZmP3QKxXJKdnPldujto42f3pnDhcbhqVJwqVVF3lfVL7TOp1TfY6Rd20qfarWe3Z48ZwSVLAjPuMkHngsx+6KhtJfF14LrVbdNFbXY90NzMl9L90DmIQmDtg4wT8wPJ5FUbHxPY+IvDV/NprvrGjPHIBPDC5RXHuw4Ibk5/wBpmOdoGz4U+LngqfTUtJ/FmjRzW93MFll1KBdoWQmMjlcqQQMccZHPU6VOVUoe9a97ba7dzqwmPwqxNSd4TTjBXb03ntZoqz2PiPT9O2RaNZTaHclWu7KPUneWeRsYwTCCu7ILDj8OajvT4mhig+3aNBLbwTrb6SkeqbZIpckDO6IbyMYBPG0Hr1rWn+Lfh66i1C2bW/DUtxG6yW81vqtuwuCANpA3FlfI/ukD1NbUHjHQ1ntoL7UNOd5GFyjWbqI4n5LFpA/J55JAz+OBzqz2qfl/kfRU8RTrRc6dCMkuq52vwkcpdf8ACd2T298PDsLeJLtvJmuYdTj8kx/3QjKMADkdTkHOehS9j13T7qLSYvClxJo94PMvLFNSheaZsgFwSQQpJBfn6Y5z1N/4m8O6dJbRLcC4tpJVgWeKZcRecSVZCOSGJ2naeOK3LY2Bt91vBttlQwiMMYpBlvmPzMOO+evB61XK/wCd/h/kP29P/oHj/wCT/wDyZ5kNV1u5kuYL3w1fzjTEMmmLDf2oeMLn5zlxvIxjIyMcEZzltrr/AIqubS31e28IaufEV6Nks6z2YjeHaSoCNPleACu4Ag9c9D6RpM9teWYFhJb/AGRG4Hn/ALyIBgcZGSdwy3J7jqDU9jcW9/pP29bqW3iEzTGTaY3dFY/KwcA7ccfToe9Pkf8AM/w/yF9Yp/8APiP3z/8AkjziK9vzI1hb+ENcHhx2xqMJns5HMw+8MrOcDIG4Z57Y5zXvfEV5aRSPqvh3xAkVgoOk7I42eJt2E37WO5uAB14yME8n0a50yyWyF99qe2toWMj2jSrHFIzBQFnIDFjnHfPOOasz2mnaTqInjeCG7uFz9mbaTIqtk7BjcSCTjHGWPHNHLL+b8he3oPeivk5fq2eZSeLNRto49S/sXXrfxDckxXF3/ZczQNHj5VVQpI7bcjIOck92yeJ9NtpRpn9leIbfQZwj3tlPo94ZpGbgsCIjhd2N3IJP3ff0fVNKs5ruCMvJbSOoS3R1BWVwj4B53HbnPOMEDFPv9EXVorWy1ETyEojB4DtEDJg7ixPJ3DAIBPP1NFqnf8P+CHtMI96b+Uv84s80/wCExtp3Md3a668lmgbS1/sq6RrY7sL5pMWC2AOeRtBHXqqeObcTy3VvNdp4kYtHeXj2Nwtu8YHyqoMfB6bQRkHJbIPPqkUF6bvM8sUcbMN0kYZd+OUCnec45ByBnPtWdp1vrCy2tzeakrWsbMQbaLBvGckL5i7RsCjb0P1NFqndfd/wQ58H/wA+5f8Aga/+QPNZPHXhi1s3jae5tvCrsv221uoZVmkkPBK5XO3djcAcsfu8dXyeP9EY2yX+p75UX/iTKr4aBgePNOMbguMk5G0EdevoscV1d6NLf3r7poWeSOKMFUDFQMsHLAhWyRjI4zg0X7atC1y0WkiaL7PGwlt5UVp7hioJ4XIAA5J6gdKLVO6+7/ghz4P/AJ9y/wDA1/8AIHnq+O9Ma9ne31qzXxKQRfXTyhbaSLHyKmRjP90dQc7sg81j4y8E/YpF/tKzTwpnN7azzr9odx98qPvFc43Y5J5Xjr6xqcc8UkEU8FveedIkUJwqtG2075TkjOPRef6ZTXmnadb3TwQ299HI06SyRRFmWSOMBtwYndyuOPUcHk0mqndfd/wSozwt7KEl/wBvL/5E87m8SeE2Nqt/qekyTuMaNsurfMbZ4845xu24yTkbcjr1kS88OXt/NHa3egv4lVc30xlgNs8JzsEecjP93upzuznn0Lw5cw3b2StCl0jwrE2LfYsfybwxHcEEAEADg89qS10bTdSMBt7SO8jiuGMhWBTHkZXZucAlQeT156dMUuWT10+419tQi2vfX/by/wAkedR2vga50+S5ittNfwkrAXkLeU1w0n8RXHzFd2NwByx5XjrI3hfw1J9mjvNK02We5Uf2P5McPBzx5xAwWwRknIIyB8x57hPDfh1rXyz4d0qG+WXBs7qGMJK7kkDcUJ5wxHHpUmofDnwxdaezW/hDw+moQgIiXWnRmJCduf4RuAz1HcUuR/yr+vkWsTT6Vai/H/25HED4e6NeX1za2+g6U3iOIFtQZreL7O0WPl8sFcA4I28ZU53ZyM1v+Ff+B5rT+0E8N2X/AAilu6faA9upuRKABlcDftyVyAck8rx17A/DLwWuLaTQtAe8uJmGE0q3gkEeSp2ggE44+bnJ6CpLn4deBEuLNY/DFu0bpJL5ttahYgFXq7DGD2Hep9n/AHF/XyNFi0tsTU+7/wC6HCt8KfC1q0a3Hh+0jur9B/ZTW+1T94EeeV4J5GScgjgfN1lHwr0a4kbTbPT/ACtcsy8t6Eu5I7cI3I8obsA9Nv8AdP3+vPVSfDDwjDd2yR+GYYNGms2kmvWunjWIZBVfv+5PtU2ofCjw7EZ4lsHtrZIyFl+13TE7wQxGJACSeq9+pPNHs/7kf6+Q/rv/AFFVfu/+6HGjwD4Wd4tdii1RPDdoBDIRql0J1JHKqqyZ2biMgck8jjrTPwe8PwRxWt1DqJnvo9ukKusXDqils4kJkIB5BJHBHA+br2Wl/BrStMspHkuNT1DU4HDtINQnQSdcBcyAA7SV68DiqFz8ONEj0O5uLSTV7uR4oI3s4r+YMhL5Lbg/IG7Py8ZUkdaPZ/3F/XyD64/+gqp93/25gf8ACodOmlh02zl1Bdd0xnmu3bUpPK2Mc/uixPJzxn7v8XUZp3Xwl8LX6HWGuNX/AOETRsTxNdkymcggybMEnlgCeWJ5HHX0DUPhNo19Fa29pda2LVHZpHTUZtwBJDYZmwec7s5yM8Hiqer+EtGtNes1sdT1KTUJoDNDJNrEscbKqtypwykhQ3PUD6il7JfyI0WOmtsVL5r/AILOD/4UPoVjLsuDcrqGolZdKcG2fZgjb5rGM8jIJPRugyes9z8ErDU/tGlxTySavC5uNUWWG18lxjqh8rqQeB0X+Ltn0T/hUtnC8sUOuazDY3EBaZheB+/yhGZSAASSBjvkYrzzxvqPhjws1no8nifxNf6qgDx6FYTW012Hbllmbyiqq2csXfB9++U4U4K8ofiKpm06EeaeLSXnH/gO7Mi/+CHh67szrS3l2/h+BfLYm1tFuDJ9BDnbyF9ecjjrz7ab4S8D6rqNjHZHxL4rV1eKxsLeB5LZlb92ry7AqAd2yvJwNx3Y9N8K+B/FWrW2u674m1y/0y7gR4rfS4Ft3CII8/vXNuFkfBK7owABkBjjNaei+G9M8NW0+lQ6fBpRkkecS28KrmVz95sfeBzjI6ZCrk5NFShz4Z+yhZu619PXT16HzmPzHMMdU9hDE+5yp6JxerlurRettm2u8WeT+EfhBFrmmw/29cpBr080l9c3XkwzRieQbQjCRWBVRtQYGeBjrV4fA3S4NbtbHULkWiuu6a6k0fTWWLGN3S35DEgBugOeTivTbbRUsdRe3uCbdyCA2MgE8LznoTwSvOW2qSckO1Hw9c+JLq30efUrrR/s8ckoktzCGdFAwjh43Ux/QbRjaM4Ynb6vQxE5zlSdtLXtzaQS6NrVp7s7sPm+PyunSpYPEOnTTjGzSkrOSTb0k7ttu63bu7nn1p8CdLtvtZlvLaBHQmwkfw/YH7e2cAqBAD0wMdTnI4qxc/Bm3l0mK3jgsm1iNz5mkjRbQPAgGQ25I1Bxwcjg5wOa9Bm+FF7dOkcPxF1eWK1tw9tCYLKaWHJyHUiEY6YBAzgYzVO7+HHiaK9FxafEDUm1OcsjzS6bao5BTOCdoJUccDO09BnNcjwtBaexf3r/ADPrVnOPm7vHxT/wy/Sked3PwFtJtTglttZsn0sIFuNUGllFtnP8B2yr1OM/3f4u1QWfwIkthfeZrVraRShnsibK7X+0CcjgLdg5PyjHUg56V6XY/C3xR9hjSPxmVtLhwXsptDjaKVgDh3CyDg4yScZ43DNXT8N/GMNlCJvFOmXlwihbdLjSn22ZzktGwuFOR64zjjpxWX1DCveh+X/yR0viHNIK0cxi/wDt2X60jze0+Euq2emWcMd3by6vbPubSANSVrUKDhwV1DHCkYI65wM07UPhprU2rx3dl4igksfK8qfVxd6qiwEnIjYm9Y4zjPZT1xXaL4V8eywRXKeKdEtdTuZXj+3SaLcpNKobbtY+eAAQBgbQB1X1ps3gvx/p1zHbSav4Wj0uTLz2q6dcLbOV6NLm4Jye/ZiOc0ngcLt7D8v8yI51mTlzvHQfqn/8gjzeP4VeKY7e+gk1pLe0uS7wIdS1JRqG8ncVUyNksT0PJznpzSX3g3xToejRXt9dyS3Okq1zLp6a3debZqiEM/zRsuAhOCCd2cDNelxeFvHseujTb7UPDtyv2cy6dIUnU22G5EY3k5XK/Mc8cdOuB8TtE+IVh4T1pHttKmkfTpmu9dhkkDTJ5beZG0ZHAwAFHIBPGOayll+EjFyVL8DspZ5mNarGnOtTkm9em+j7dDl9Y8D+JfEeh6jqcuuXOkwnT3hvLeC9W7nuIgGIVnkhVUQb23bQzZO0EHp9J+NYgvgHXo2BmA0ycHfyW/dN1rz2xgjutGt57VUQLAqz2p6ABdp4GcrglSBnbyq5YkitL4T0a5U3drptuCnM1syZwc8nHOVJGCBnH3RkksPUw+Fo4dP2UbX3Pi8wzHEY9qFZq0b2SSVv1ey3b7LQ17S/0y80RQ3g6wmjESrKq+XuA24J4XkZ4+XPPHWpda8WbvCOrfZ9Bht1FpLG+yZAYh5ZBJwOQD8vGeeKhAGBfWO2J0/1tso4XHHAGcp/DgZxgovJLVn+IgH8P6ne2Z8ki2lEturbdg2FcjqNvVeM4xsXqWrrSS2R4qhGOyPY1UHa2BuAxnHNOpF+6PpS0ywooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBjQxucsisfcZqO7srfUITDdW8VzETkxzIHXP0NT0UCaT3MebwfoU8Txvo1gUdSpH2ZOh/CtO2torO3it4I1igiQJHGgwqqBgADsAKlopJJbIlQjF3SsFFFFMsKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIWu4El8tpo1kyBsLgHJ6DFeba94F8Vza9rF3pOpJZW95MspVbyVTKoEK7NoXEZAjf51OTuA+kfir4a6v4j12e6ilhhVb77RHLK/3l8uALgBSflMTjHy5zwRS/ZPiRbG5lMsMyPI5SJJFzEu6IjGQd3CygdPvDgduObctJRenY8evN1bxqU5WT0a/r+vQbc+AvF81z5q6wfNijZYJ5L+UsrtCU3lQoQgNg4x3JyeKYfC/j3S0mn07VGe6aARCOeVJ0ziYg5ddxIZogMnnvmo/CUPj3UNK+3XN3di4iK/6JcosPmtvQsBuQHG3eATjknsAaYNJ+I2k3N7fwFbia4EbSxefGyn5IkOxSvDjbIc9DxwSaysrcyUjktCynGE9ddDQNh8RVtPMXU2lk2bfLaG2RsYYlsYI3g7QPm29yKo2Ok/EayiuIxqEyReXJJCnlW8rs7SM3zsSMNyOg246V0OrXXjmG200WFtb3Esliz3TsEXyp1XIUAsM7yQPQbT0zUehz+N5dVsnvIymmiQLIsyQiR0JmyzbWOCAIeF/vfXF8qvb3jZ04uajep97/Mi8Rz+KoNZ0+S3s7q5URW+2KCbbCJNx84yMuM4G3GRtIzgA4rn73UPiNc2Udy2nSfami2iG2cxojZydw4J6YyBjBHPer174r8daTFPK2lfacRyeQq27zFm859m9VClfkVRwW6gmrqePvE0kyI2hSRbJ0jmUWUzMQZJQQhyFOFWJi2cfMfpUtxb3aIlKE27zmr+RS8ReKfHejWV7tsAzTJJ9mmis3mMDAzbF2oWLEhIsEjAL8+ldX4D8R6v4hjvjqumnTjBJ5caujIx5IOc8HoDkevSuLt/it4ltb5Tf6JmJlbZb+TJBLINy4ZVIbkAtkZxhSRWlN8T9ZsLmeO50SPf5RkRPtJChxAkgTJQHBLEFzwCMelVGpFO/My6WIpxnzupK21mmem0VzHgzxJP4ik1F5V2xIYWjUqQU3wq5U5APBPf1rp67IyUldHs05qpHmjsFFFFUaFe/Ma2NyZkMkQjbeg6suDkV4ZpPg/QtMuG8Rad4N0+LQbxfJZdVRZ3D7z+9wd7DLZGMnOQeK9x1XP8AZd5g7T5L4OcY+U968R8KeKPCmoayLHUdaitYLWATst7exBppD8pJdH2njknhsnk4rObgvjt8zSOFniV7tNyt5XM5vAvhvVL3ybrwZ53iO9kkeyu4Fjt7ZBj5WUI+AAoBIYEk1Z8VeC9M8T6dpuja94S0+/bS5QtxFa28ZuGRUX5lY7VXcCmcEnBPSqV74m8LWmvatcaPqsM+lWyFYo4NQgMSyqoJO13DMM9CnI5wfToNUuvB0nge1uF1qzudavFRoZIL4NJ5sm0kKN3Qe/OByc81H7lq2n4FPAVYwdJ0Xyvdcrs/VWOHj+Anw9v/AC9csPh7aReH2At3ivrh87i+0yYViwwcDgnvxU+hfCTwNo9u2mL4Gea6vp2k0+SKTZAAQAMEyFsAYJD5+ldl4SNhfa7Y6VqFy8EcdsLpxcXUbNNKjKB88bYI5J5+b5R2pl5pti3iO/uNCiu7vRrZDHILGVHiEoG4nDn5gP8AZyQRx0FJUaF7qK+5GVCi8E+ahH2b8ly/lY81n/Zx0WxA094dXhvoJAZobDUm8x4eDlNxCLwQOpPHQVHH+zro17GNX0y48VQ6Nay7rpdQ1dcuRtYttVTwvBPUntXsd5pWjS/D6HUblmn1fUEEkGyRi/2h1A2IuSTg8HqeDzVbw9oco1nStG1aG+tPNjaeVruRN1w0ZXaFZG5HJ+9yAqgEVH1TD/yIhJp3jKS9JSX5M4bxP4Bsdagnggg1fSNQv7mM2F9o0qpAF4G3a7n7xPLOueBjHIrmtQ+Bni62ljsLvxrqb3sG2VIIra2eRk/vo5UBSMN1bPH4165qegW0ni64bQbS+u9MtU2XUdhIjx+cckgiQ4bHBwMkHB4NWoNO0W4+Hn9tak3nahdoXhKysWE2CqIgJJJ7c56ntTlhaM3dx/Nfkb1a2Iqy5pV6nyqTX4KSR554J8AapbQTalNf61rtnp7uZm1G+ktnX5eQBHKfujJyMZzjBrL8R+GfFMniKW8tNRnuNNuSYdPgNxfbFDLhl8wXqvk8gllA4HA6V6VoWgT29/o+i6rFf2y3QcSy3TqfOCfMFVlOcdBhuQDxiptf8PWs/jAroNpe3Vtaoft8dhIrKZWzw3mHDHAyV56jjrkeGpNKNhvEYlwUPb1LL+/O/wA3e7+Z5cngb4k+F4YNJ+0WovI0TyGi1q/83yssf3amQxgqAwGcV1+q2viC40+e+8FL4hM1lIXvoNV1rYJxghlBO/BGCcjjjHeuu06w0G78E3Wtaw7u8jOqhpGV42QssaKuT8/tzyfTisXRNEu7NtF0vVoL+zN/M0U09y67XXaz7EKnI6D5XHGWI5oWHhFNII4jFRi4+3k793e3pdP8bnm+meLfido1xc3k2haxJZ3Mohtxa+IrbykIyDw9s5yTnnA6V09va/EpoLq013WNX0S/eUyWCRXlndtIjbiVB+zKFYAEZLDqMDtXZeJ/DdnJ4tt4dAtru5NspfUYrGVTyRhAxkO3J5yueR2q3oGm6Hf+GNQ1bXmIVJZICk0jIYRGxCLjP3+hx0yeBilHD8rvzt/P/KxFOvioSTnV5l2cKb/9sT/E821rxl49u754tB0/xvez6XIVlupk0oKVI5wON2ffOMdDWfafFrxpPBNe6ppviyK3dfIgnj0zT5PLLHDbiGzg/Lziu60bR7yxi0u01ODUrRdSufJa5uSmwI+WCrtO5SeBhhjJJxWl468N2X9tW1roEF1LdQo0t+ljMNwTAC7i5wCeeO4DDHSk8O9+d/eEa2L501UW+3s6X/yFzmvEXiXx54V8OJJdak5jubZfssNlpP2qd1IACYi+bI3D5uMbq5ab9ofVtNt7e0tbzW9NFttEjaz4adFUBflRjuZiW65OD716p4J07RdW8L3mo64+ILb/AEZo55GQQoiqRkZ6nOeOOmBWFpumXmnWtn9pt9RtoNQvI4Uu7ll2JDIQMDB3qcdmG0nqKHRk0nGVvv8A8zbE4rGOrL2UoJedKD/yPPYv2l4rDUJJJvFYu3uYV8x7fQJsZ7BssnIBwCuOpzng10Hh/wCLl5431ZI7W60S7uVtP3YudLud5TeoCEs4UnJU8njnmu/8aeFtPj1TTrHQYbqTU49stzHZT/vDEuANxY7VJ7ZxnBqz4W0nSdUg1m41tWhhsJGtfs10/l+VHhXJYKcD5sj5fl+XgU1RmnrLT5//ACRhDFY5SXtHTa8qSX43f5HAeKvjvrOnX40TUtU0XQ9UVFuGW+ga32AEFdrLcMGye2MEZzWVL+0sthYxQR614Uazkifzo7IujJI5Bz80gOclidoIzXTx6GttbNfXFhefYbu6RLa9uljaKKB2Ck9Q6/KSc9Dhc5rc8deA9Dhk0vTdFsXk1jhpFs3HnGBRyST8q84wTjk/hQ6VS+kvz/zCWKxjk7Knb/r3/k0U7f4ieM9L8O2Os6zFobaLd2olS7vLsojrt3hm2R4Uleck7QB1FcZpn7SNtfa1i6k8IPOkz3CtP4tWK3XIAHUOrEAcY6ZJwOa9N8MaHpWr3Gsxa1A0FrpyiD7FdsIwiMgZi4U7cdhtwMDpmuIl8IafZ2N/qcWhPLpU04+xXE8MbQRx79inBw4yD94dcjOe7lTqfYkXUxNV25KdPzupfpJE9h+0BPqtxNJoOg+F9cMKtcXVvpWvrNLFJnHmN+4GR2yoOc9a1tR+MGt2VvZ3uraHpel3E8GLY/22jOhYHD+U0Y6lcAnjsTVrxX8OPDeh2+nWPhzTxFr82Ar2BCzvCoLMxPRQSBg8DJHbiq2nfC7wf4z8SajL4p8OWtxPp0EahdWt4jKFbcSWYZBUdRjAyxJ5o5K3L8Wvy/yF9ZqKn/ApuXrUS/8AS2w0j4y3d9qlpZXXhwrq0cIDXn9rWih0ByTkHGGK9Kx9c/aV0Xw/4ktbS48L6zrOvIHiW3065t7qQABsuUSQADGTuxjFYdz8HPBlqNc1mz8D2dxox3Cznaxge3VVOMkEB9pYfeXt3612us/Czwj4R8PWll4W0qCz16+KmI6aqxyTDq7EDA24B5IwDip5K7+1b8f0RhLEYiouX2NON+qdRteickr+unk9gk8a3ureEri81fwLqul6dqlsYZWtL+J54nJbOxzICBwMYUc9qy/AN1pvgbWrzS9G+G+rWP2wRywpNcRT+aVJJd3Mrkt1IYkk/qer8MaNb6h4huLDVIbq1isrZLj7NeSBXdm3BnYo21hgfeHJJOc1gXGnrZXGt6to1pf3GhQqRaSQsrW6sg+ZsMQ5UNkBl5Azg1r7J35ubX5f5HXGWHXLKdCMpJW5nzX8+tlfrZJeRtaz8Qp5rPWbAaBrd5exRtsWeGAGAsGH3hJyMHsCcfWsiHxNK3h1bu50LVTYKCILpYlypztC4VsgHJHGNoOF6knZ8U+G9Ih8JWa2rPca/fBTaPHIWkkZyC5AzjbjJPsOuaXwxosV34gTStUivrUW9sLsw3sih5mztLFkbDAdz1yeTjiuiLcY8stf68jkr06dWr7WmuR2s7O+12viv3Zhp4tytvp9zourNNKjPaNFaFmPHT5D0I9MbQcL1JLtG8cwNrEVhqej67FFAjLJjT51kQYUqMRjOOnA4UMFGRkl11pUUWs6rqGiWd/daFbIVjNqytAJVALHDnLAHjK8ghsHpjW1XQtG/wCEEsroyNca3qKJJayRSs0jzSBSQi55A757Dk55p87V+VL8f8zP6vTnZVZSaTTteKvZp/yd0R2fjzS5PEB8Qwz6xFo0v+sQ6BesxkwEwZBC3y/KmFBAzn2q+3xU0lrq1e21OawW4nZzFJo10RMnA4zCCSRzkEYyOtZ/hjRGm8QWGjatBe2apa/a3W7kXdPIjKBhozhhyTz83yjtVS/0a3PiO+uNDtb+60a1jKS/YnR4hMOScOfmA77ckEeorC1Tuvu/4J63PhP+fcv/AANf/IGnD8TfDolnV9audOe0uZmW1uIHj+0IeecqTg54PBHoKq6j8RfCV34dtpX1+ymijaHfaNNgQAAeYofG4jHXOTVi50rRZPh7Dqd2zzarqCCWLZIxkFy6gbEXJzg/Lzk8HNYtvpU1tqWg6Pqlve2zTyrJM1265nZGXAVkbkcnhuQFAGKmaqWeq+7/AIJtQlhPaRXs5X/xL/5A6uH4seDLiS6iXxZpELF1RUbUUDNGuBwwk+ViTxnB9QadafE/w9daoILvxFpEDiMTNcw3cIRlLNshLFydwAyccHJrn9X8P2lx4uuDodne3mm2qbbuOxdHj845JBEhw2BgkDJzg8HrNBonh24+Hra1qcaTX10paLDMWE3KoiLkknOOue/aqtU7r7v+CYc2Ef2Jf+BL/wCRR0o+I+grdW0l14o0tHEZ3i0uleJm5O0k5wMDOeDwPXB534i+KrN/B+vj+2tOkWfSrqKby7yEJLIY/wB3tBJY9Svbp0NZGkeCoE1DR9H1jTJ4PtRkEs94sZ81U+YBGU564GG5APGDWf8AE7wTorzaufD+ktLFZWMzXwshHsWRkbAYvwcADK56EcdaiftOR7HVhXhfrFOyluuq7+h6FovgC9jtLC5g1dLZhDGQsVtwPlH+16fKB0AJxgkmrafD69hulnh1hICCDtjtcL/6F0x8uOwyBjJrqtF50ew/64R/+girtbR2R5dT45epxC/D+9iuzcRawkLEg7Y7XC+4xu6Y+XHYZAxk5gvPhnd3aXKLrIthcRtGwhtsYBBU4yxx8vyj0HAxk576iqMxAMACloooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBMZowD2paKAI44I4S5jjVC7bnKqBuPTJ9TwKkoooAKKKKAGTKXhdVfy2KkBwAdp9eeK4O9sP7RvPsr2q/2rIPJvoYRthkjH3ZS38I9up5XBxkd7JGssbI4DIwKkHuDWcnh2zi057JPMSKVt0zLIfMlPfc3U56H24rKcHI1pz5DlLe2tpGkeKytLi9tE8m7tYY1Md5ACQGQdNw5GOxyp7Gsy48O6Uyrp9rp1pqViwF2sMECiV4j1SRsZGACB0LcKSMHPoEuh2ryWjxg25tFZYBDhQmRjjj07HjgccVGPDdomnNZxtLHFI++Z1c+ZOe+9upz3xj06Vi6LZ0RxEo7SZxE/grw5erDENL01rW5bzdNvjZRny5Of3LjbyOoAPbK9QKy3+HnhS78jSLjwxoumryjq1jHI7zHON7kAhGIOCDlumR0PpbeHLbyr2JMpDdYbysArHIP41BHBzg+mRnrmmN4XtTp5s1ZxDI++4Jwz3B/wBpjznODkcjHGKl0E+iNo4+vHarJfNnnE/w08KKk15D4U0eymhAgv7eLTomNuR0niG3pjn3HOMqQWXXww8I3kRVPDlsdLsSryhRm6mQknzPZOpwOWA4x0PpjaCf3EqXcq30UJg+1EAl1PTeMYODz9fqQY4PC8Fk9lJayPFLbkh5WO5plP3lb2PX2OMY6Uvq8f5V+Bp/aWK/5/S/8Cf+Z53F8NPD2nCSwhtobS3ugZotRFzKqtAF52qGC7wPoCPm55FVYvhF4XnurUafp02mjZutJpby5SW8dMEbmD/KvAOPvHGeAOfTJPDCC2ubeGURxNKJ7dWTcLaTOSV56Z5x05PY4pE8LILa4tWuZHt5CJY843wzdTIrDpk84xjOexxR7BfyoP7SxP8Az+l97/zPN5PhhoWuWbecNRaWPcbu71LUZylmAeY1UyEEgAEZ46MScgFr+A9Lg0qYaXLq1jpKFYnlXVZ0kZsDDuA3yIRgE4zhs4AGa9Hv/Co1Dy5ZZl+1lFSd1TCSEdH254ZecHtnnOBUw0Obz7a5eeN7koIbz93hLlMHqvYjqD7kdDR7BbWD+0cRv7V/ezy63+DWhwQz21ne6gJ1O+81Zr+UR2+MHbGS2SRgY54xknsWah8NLDXdTgKXviK/jMO23hvdVlHmYP8ArgGyAmeuQSeMDpn0r/hFZV8mE3C3FhbzB4LWbO0L3DY+8V/hzx6jIBp8/hiSa3nt/tGEjfzbGYkmSBjnKk/xLyR9DjsDR7HyD6/W6zuedR/DFIvOhsfFOuQOnF9dwXghtIQOqqoXlgOOvHUntWVb/Cq2eCe2stb1yW9uGzBMhgJkhyRuZnhLR46Fu/BAOcV6q/hi5vIFgmlhtreGJfs9vbrmKOQD7zKR8+DnAPHtnkPl0C7llSUSC2+1gLqENvIVDED76NjIJxtPQkHqCBR7J9L/AHv+v6+QfXqnVp/9ux/y/r8TzC7+E9zfWstsfG/iHVrq2jPn3F3LataxEclAWgPzHpnnHU+hhuvh/emWOXSvGGuo1xalfsECWsDIVJH7wJCq7OW+bg8cbs16jJ4fuLiS3jlggXSoZdqadGxVQnP7xiPvNnB29B7nmmDw7exw3lsbgRWzktJdR/6+4TbhVZuxGME9SMYwc0OnLz+9/wCY442V1pH/AMAh/wDInlWn/D2YW9vIviPNpLbJBd3K6dG4hdhkDee3O0kEEEjPXiy/w88RJK1je+JW1q/3lIrS+tHliEZ/5aqRMu0YIBLZIIIGe/e6Lo2oaj4ds1Kx2sMVpGbW0GDCx29ZccsSM8dBuzya0LPQrnyxbxxyWEEiK93cNIGuJ2xygYfdA6ZGMdFA61MYOy3+9/5/1+BpVxklUlpHd/Yh/wDInly+AvFYF3DY+KrG31OywvlafpzQieFTzjbOAzdcgjIY9QCDRP4J1tZ7c6dfaJeyTWmUYafK88w3ZffvmbYeo3ccsQcV6TJo+pObJ7e2i0+OF9ltFHgtbA9Xf+9kcFQcc55PItRaJcLLPawebb27HddX7EG4u2xyFI+6PcYx0UDrVcku7+9/1/XyMvrj6xj/AOAR/RHmVp4M19rmza61iy1bRrpDFbJe/afLhl6FGHmZB4IGc87h6VVg8K+LLeeO0kvtM0W6Rjbwy2plgA5GAwX7ythcOepOODXpUem39w11Hb6etpbXoVXt7r5kQY4lPP38DlR/s5IOTU40V3F3beVILQ83t5Om+e8IGdqDsvuBx0UDrRyz6Nh9aXWEfuX6Hm0nhXxJb2nmR2GjNqdg4S9eWSaaaWM9ZRvU9cBgy88EdRio7TQPErXF07W9prGi2catFYTatOcj/noi7MlQAcZ64OM8V6PBBqs0lmi28seoRAhL+cYAtz/DKBwz5/hHdQcjJpBpc1sTLp8UkL2G9je3QIa5bjcgQD7hx1wAMDaOKLT6Sf8AXyD6xT60o/j/AJnnH/CN+KoZYYLS10my89Gk0+8stWkt0EfJKsRb/OQoU/N1A9jRDpGv3VvYmDw9pDai8jBdUu9WllW7O0ltu+2OD0IPH3eMgV6M9lNebrK0s3WG7C3LQ3SMqWMu7JYMCM5IJCr35yAaQQBfPhkW6udImlWOSd12tHcZx50eMYXcBnAABwRxk0e//M/w/wAg9tR60Y/+Tf8AyR53pGm+I7jVfJuPD80+lW4bztPl14mOBxn7xMa9cggcjGD0qlKuupY3t3YeF7i1s7d2WC407U4InhDE4YngyLgjluMDuOa9Pu7C41O9FnJD5uoKBFdzLxBLEOUdx/e7hfXIPynNPtLieaQzwgXGo2ybH2rtTUbYEjI7bhz7A/7LCi89uZ/h/kHtqH/PiP3z/wDkzzv7Pqc8BhTwTqN5rluzPPqM17Z3CAHOM+ZNt3YIO3tjP1o6ZqOpXN9ZrP4R8USaZKx/4lq6hbSRTYJ3OhE65UEg46d+K9Je2ab/AECwD3+nRAXK2RBRUU8+VITj/gK+43DAFWXEV3bwos7pYXT77C7IO+yuOR5be2cgA+6+lF5/zfl/kHtaHWhH75//ACR5dNc366leQaf4K1+2ityzq1lLbxSW7EHAaRZCXJBPyk8DHrmmQa7Fc6baB/CniLUdalmLx39xbrceYo6nYZCOhx028ghuRnvotQM1xHpGohNOtIj5EsVoN0SXB+68rH+Fzyqn23ZyK1Jjcq1zNGHtb+JVi1G3tR80kXaaLIPOB25xkdVFJTm9pfgDlh+tH7m/+CeVafrlxNfeTP4d8WR2lud99pyq7QsSScfLgKTy23pzyR3jm8W2R1ER6f4Y8Q28Ek0jwrbWrRXEZCjLb1DM3Vu5HzjnFeqZS6geKCBTpdmVkbS4mJknjOT5rH+P125OecnPAejf2fIUS8SC1vV8yLVVG+V4QuREDz8wHQ9xzgnJquep3X3f8EV8J/z7f/gX/wBqzy1PFGlrpLtqWj67qGrQyxvLfXllJIIlyPlkRsgYXPGMc5yM1Xg8WWx1S1sbi08SWiS5luLIQziC6UEFsBUATPcLkfMAcZzXrSI9wlvaxIdJsJQxtIpBkTyjn982c5PJ2ZycHJzxTbArBaz+Wx0oxgJqF5OwMseOkMY6AYxg4xgggEnNHPV7r7v+CH+x/wDPuX/gS/8AkDyzUfGGgQ312LLTdQtbcTF/JjheG5VgqHeH2lzyfujI+bn0qqvjTw7qOjj7RdXOoas91GYp9QYlo0VgCGjc4wCD0BBzzjoPWZXItPPtrdbKzsJQVQ5M8TEZ8+X+LBB5XOSpJJ7CHWVW3tvNjlZIzdRG81qUAM53j5YhjGBntx6ZJJqZTqNPVfd/wTaisH7SNoS/8CX/AMgeVXPxG8P2uox28+syaekko+0rFqKrbTKMZDBDiMlV28Z54OOtX77xr4NM13Lpt3pttYxlPMjGrW0c4KjO9X3s+BhPlXPT14r05Fke5kt7Wy8iK/h2i2v2JEyAY85ieQwHVQSxBXOOokW3tpba4zLHLZ42X2r3ihllUcGOIHjb244Hucmr9pU7r7v+CYWwf8kv/Al/8geVaV408K6xpF491qX9r6jL8lo17qEZeHkbVKM+CA2DkAggc4qh48123s9J1KxS/msri6tp/wDjwvo2gmQIQuY4iQnGBxkjHI6V63bwDUIYLWCyFzcQSloJ54wAsXIIuAR1APQ/MeDwckb2jeGNCuLJZDaWGpuHbdcm1jwWB524GAAeBj07mmpTmraFQeEozjUtLRp7p7fJGtof/IF0/wD694//AEEVepAMDA6UtdSVlY8qcuaTl3CiiimSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFeVf8JH8b/+iefD/wD8Ly+/+U1H/CR/G/8A6J58P/8AwvL7/wCU1AHqtFeVf8JH8b/+iefD/wD8Ly+/+U1H/CR/G/8A6J58P/8AwvL7/wCU1AHqtFeVf8JH8b/+iefD/wD8Ly+/+U1H/CR/G/8A6J58P/8AwvL7/wCU1AHqtFeVf8JH8b/+iefD/wD8Ly+/+U1H/CR/G/8A6J58P/8AwvL7/wCU1AHqtFeVf8JH8b/+iefD/wD8Ly+/+U1H/CR/G/8A6J58P/8AwvL7/wCU1AHqtFeVf8JH8b/+iefD/wD8Ly+/+U1Gn/Evxxoni/wxpHjnwh4f0e08SXsul6fdeHvEc+put0lpcXeJY5bG2CRGG0n+dWdt/ljZhmZAD1WiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5RJWOjTajf61cWsPmSqwVU2qBIygAbST0A7k11dc7pt0ln4XeV4ZZwss2EgiMjk+a+MKBmsp7/AHnbh3aLsr6pdL9drpiaHp6Xmj2cun61evYtEohbagygGBwUz271oeHJ5rnSIXnlM0u6RTIwALYdgM49gKzPhy8i+ErC3mtbm0nt0Ebx3MLRnPXjI5HvWh4X/wCQNH/10l/9GNU09eV91/kb4tOLqwetpaPS9ve6pdTWooorc8sKKKKACiiigAooooAKTAGOBxS0UAIFAzgAZ6+9N8mPbt2LtznGOM5zn86fRQBC1nbskiGCMpI251KDDH1PqeB+VP8AKTzfM2L5mNu/HOPTNPopWAgisbaGXzY7eJJPm+dUAPzHLc+5AJpP7OtfJWL7PF5Sv5oTYMB8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</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">2.1.2 Aufbau und Oberflächengestaltung</span></p><p style="text-align:left; "><span>Festlegungen bezüglich der Oberflächengestaltung der Pflasterflächen (Pflasterarten, Pflasterverlegung, Pflasterfarbe, usw.) sind im Einvernehmen mit der Stadt Birkenfeld erfolgt. </span></p><p style="text-align:left; "><span>Alle Flächen werden in Pflasterbauweise hergestellt. Benutzt werden ortsübliche Pflaster, teils aus dem Rückbau der Fläche, teils aus Restbeständen vom Bauhof (Pflaster der anschließenden Kirchstraße). Der Gehweg wird gemäß RStO 12, Tafel 3 mit einer Belastungsklasse 0,3 hergestellt (befahrbar, da zwei Zufahrten und die Parkfläche dahinter liegen), die Parkfläche ebenso. Der Platzbereich wird gemäß RStO 12, Tafel 6 hergestellt (nur begehbar).</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><image Encoding="base64" Type="image/jpeg" 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style="text-align:center; "><span/></p><p style="text-align:justify; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">2.1.3 Randeinfassungen und Einfriedungen</span></p><p style="text-align:justify; "><span>Der geplante Gehweg westlich der Salzgasse schließt direkt an den bestehenden Rundborstein des jetzigen Gehwegs an, welcher beibehalten wird. Die Einfassung auf der Platzseite erfolgt mit einem Tiefbordstein (niveaugleich).</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Zu den angrenzenden Privatzufahrten sind im vorderen Bereich Randeinfassungen mit Hochborden vorgesehen. Unter der Pergola erfolgt die Abtrennung durch die geplanten Sitzmauern. Die Pflasterflächen des Platzes sind mit Läufersteinen eingerahmt, sowie auch die kleinen Grüninseln unter den Ranksäulen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">2.1.4 Baugrund/Erdarbeiten</span></p><p style="text-align:justify; "><span>Eine Baugrunderkundung liegt noch nicht vor. Die vorhandenen Tragfähigkeiten sind im Zuge der Maßnahme nochmals mittels statischer Lastplattendruckversuche nach DIN 18134 auf dem bauseits nachverdichteten Planum bzw. ggfs. auf Testfeldern zu überprüfen, um erforderliche Austauschmaßnahmen im Einzelfall zu benennen und wirtschaftlich dimensionieren zu können.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">2.1.5 Entwässerung</span></p><p style="text-align:justify; "><span>Das anfallende Oberflächenwasser des geplanten Gehwegs wird durch eine Querneigung von 2,5% der Entwässerungsrinne der Salzgasse zugeführt und über die bestehenden Straßenabläufe abgeführt. Die Parkfläche wird mit einem wasserdurchlässigen Pflaster hergestellt.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Die oberflächliche Wasserabführung der geplanten Platzflächen ist durch eine ausreichende Längs- und Querneigung gewährleistet. Das anfallende Oberflächenwasser auf den noch abflusswirksamen Pflasterflächen wird offen direkt den Grünflächen zugeführt. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">2.1.6 Bepflanzung</span></p><p style="text-align:justify; "><span>In den vorgesehenen Grünbereichen ist eine neue Bepflanzung mit Bäumen und Sträuchern geplant. Ein vorhandener Baum (D=ca.10 cm) mit Standort in der zukünftigen Privatzufahrt Nord wird im Zuge der Maßnahme in die geplante Grünfläche vor dem Platz versetzt. Die weitere geplante Bepflanzung der Grünflächen ist nicht Teil der Ausschreibung und wird durch die Gemeinde in Eigenleistung bzw. durch spätere Beauftragung einer Gärtnerei erbracht. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">2.1.7 Ausstattung Platzbereich</span></p><p style="text-align:justify; "><span>Auf der südlichen Seite des geplanten Platzes ist ein Senkrechtstellplatz (für beeinträchtigte Menschen) vorgesehen. Als Ausstiegsfläche dient der Parallelweg. Ansonsten ist der Platzbereich den Fußgängern vorbehalten. </span></p><p style="text-align:justify; "><span>Die gepflasterte Platzfläche wird im südwestlichen Eckbereich mit einer anthrazitfarbenen Pergola aus Metall mit Ranksäulen und einer Überspannung ausgestattet.. Um die Ranksäulen befinden sich kleine Grünflächen für Rankpflanzen, welche später eine angenehme natürliche Beschattung der Fläche garantieren sollen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Zwischen den Ranksäulen werden zum Aufenthalt und gleichzeitig als Randeinfassung zu den angrenzenden Privatgrundstücken massive Sitzmauern aus Sandstein mit Holzauflagen vorgesehen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">2.1.8 Stromversorgung und Straßenbeleuchtung</span></p><p style="text-align:justify; "><span>Im Bereich des neu hergestellten Gehwegs gibt es bereits eine Straßenbeleuchtung. </span></p><p style="text-align:justify; "><span>Eine gesonderte Beleuchtung des Platzbereichs ist nicht vorgesehen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">2.2 Sonstiges</span></p><p style="text-align:justify; "><span style="font-weight:bold; ">Abnahmestellen für Strom- und Wasseranschlüsse bzw. Einleitstellen für Abwasser in unmittelbarer Nähe sind mit den Versorgungsträgern bzw. mit der VG abzustimmen.</span><span> </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Dem AN werden keine Anschlüsse unentgeltlich überlassen. Lediglich Abwasser kann kostenfrei in die Kanalisation eingeleitet werden. Der Auftragnehmer muss bei den Versorgungsträgern die Genehmigung und die Anschlüsse für die erforderliche Strom- und Wasserversorgung (Standrohr) beantragen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Der Anschluss und die Verbrauchskosten sind vom Auftragnehmer zu übernehmen und entsprechend in die Baustelleneinrichtung bzw. Einheitspreise einzurechnen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Die nachstehenden Angaben befreien den Auftragnehmer nicht von der Verpflichtung zur genauen Prüfung der für das Angebot und die Ausführung der Baumaßnahme maßgeblichen Verhältnisse. Vor der Ausarbeitung des Angebotes hat sich der Bieter über die örtlichen Verhältnisse zu informieren. Dies betrifft insbesondere die Verhältnisse der Zufahrtsmöglichkeiten zur Baustelle einerseits, sowie die Verhältnisse innerhalb der Baustelle.</span></p><p style="text-align:justify; "><span>Sollten im Leistungsverzeichnis Unklarheiten auftauchen, so muss sich der Auftragnehmer bei der Vergabestelle hierzu aufklären.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Der Auftragnehmer hat vor Baubeginn einen Bauleiter schriftlich zu benennen, der während der gesamten Bauzeit den Auftragnehmer vertritt.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Mehrkosten und Beeinträchtigungen (z. B. Stillstandszeiten) durch die Koordination der Bau-arbeiten mit den Auftragnehmern der Versorgungsträger bzw. den Versorgungsträger selbst sind einzukalkulieren und werden nicht gesondert vergütet.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Bei der Kabelverlegung ist eine Beschädigung der Kabel durch zu geringe Überdeckung auszuschließen. Die Erdarbeiten haben in enger Zusammenarbeit und Koordination mit den Versorgungsträgern und der örtlichen Bauleitung zu erfolgen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">3 PROJEKTBEZOGENE TECHNISCHE VERTRAGSBEDINGUNGEN</span></p><p style="text-align:justify; "><span style="font-weight:bold; ">Die angegebenen Ausführungsfristen sind zwingend einzuhalten und verbindliche Vertragsbestandteile. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">Der Auftragnehmer hat in Abstimmung mit dem Auftraggeber einen verbindlichen Terminplan für die ausgeschriebenen Bauleistungen auszuarbeiten und spätestens 10 Werktage nach Auftragsvergabe dem Auftraggeber vorzulegen. Damit können insbesondere die bauseitigen Maßnahmen zeitlich aufeinander abgestimmt werden.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">Mehrkosten für witterungsbedingte Unterbrechungen sind in die entsprechenden Positionen einzurechnen. Vom Auftraggeber wird zwingend gefordert, dass der Auftragnehmer den Personal und Geräteeinsatz bei Bedarf den jeweiligen Erfordernissen anpasst und insbesondere witterungsbedingte Arbeitsausfälle durch Mehrarbeit ausgleicht.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">Sollten grob fahrlässige Schäden an bestehenden Gebäuden oder Mauern und Zäunen durch den AN verursacht werden, so sind diese auf Kosten des AN wieder zu beseitigen. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">Frühester Baubeginn: Ende September 2026</span></p><p style="text-align:justify; "><span style="font-weight:bold; ">Spätestes Bauende: 11.12.2026</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; text-decoration:underline; ">Baustelleneinrichtung</span></p><p style="text-align:justify; "><span>Dem Auftragnehmer kann vom Auftraggeber keine Fläche für die zentrale Baustelleneinrichtung und Lagerung zur Verfügung gestellt. Allerdings befindet sich direkt an das Baufeld angrenzend eine private Freifläche. Der AG unterstütz den AN bei der Abstimmung mit dem Eigentümer bzgl. einer Nutzung der Fäche während der Bauzeit. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:left; "><span>Flächen für einen Erdaushubumschlag- bzw. zwischenlagerplatz können durch den Auftraggeber nicht zur Verfügung gestellt werden und sind durch den AN eigenständig zu beschaffen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Herstellen, Einrichten, Betreiben und späteres vollständiges Rückbauen von geeigneten Baustelleneinrichtungsflächen und Zwischenlagerflächen für den anfallenden Erdaushub der Baumaßnahme, einschl. Akquisition der Fläche, das Einholen aller erforderlichen behördlichen Genehmigungen, das Herstellen einer tragfähigen und ggf. flüssigkeitsdichten Unterlage (gemäß den geltenden Umwelt- und Bodenschutzauflagen), die Sicherung gegen unbefugten Zutritt (Zäunung) sowie den Schutz des Lagergutes gegen Witterungseinflüsse (z. B. durch Abdeckungen gegen Durchnässung oder Staubentwicklung).</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Kosten für das Beschaffen, Einrichten, Vorhalten, Betreiben und den Rückbau der Flächen einschl. etwaiger Ausgleichszahlungen werden nicht gesondert vergütet. Alle hierfür anfallenden Kosten sind vom Auftragnehmer (AN) eigenverantwortlich in die Positionen der Baustelleneinrichtung (BE) oder in die jeweiligen Aushubpositionen einzukalkulieren.</span></p><p style="text-align:left; "><span/></p><p style="text-align:justify; "><span>Alle Verunreinigungen die bei der Durchführung der Arbeiten entstehen sind noch am gleichen Tag zu entfernen. Nach Beendigung der Arbeiten sind die Baustelle und die Verkehrsflächen in ordnungsgemäßem Zustand und frei von Baumaschinen zu hinterlassen. Mehrkosten für den daraus entstehenden Mehraufwand an Transport und Organisation sind einzukalkulieren und werden nicht gesondert vergütet.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Auch ein evtl. mehrmaliges Umstellen der Baustelleneinrichtung innerhalb des Baubereiches wird nicht gesondert vergütet. Die Baustelleneinrichtungsfläche ist mit einem Bauzaun zu sichern.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Mehrkosten für den daraus entstehenden Mehraufwand an Transport und Organisation sind einzukalkulieren und werden nicht gesondert vergütet. </span></p><p style="text-align:left; "><br/><span>Die Transportkosten zum Zwischenlagerplatz sowie die Kosten für ein Wiederverladen zur Entsorgung / Wiederverwertung und aller hiermit zusammenhängende Mehrleistungen sind in die EP des Aushubpositionen einzukalkulieren. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; text-decoration:underline; ">Bauzeitenplan</span></p><p style="text-align:justify; "><span>Unmittelbar nach Beauftragung und nach Durchführen eines Baustelleneinweisungstermins hat das beauftragte Tiefbauunternehmen einen Bauzeitenplan zu erstellen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; text-decoration:underline; ">Verkehrssicherung</span></p><p style="text-align:justify; "><span>Im Zuge der Baumaßnahmen sind Beeinträchtigungen der angrenzenden Anwohner weitestgehend zu vermeiden. Während der gesamten Bauzeit ist der Anliegerverkehr und v.a. der ÖPNV zu gewährleisten. Die fußläufigen Zugänge müssen zu jeder Zeit begehbar und erreichbar sein. Gegebenenfalls sind Baubehelfe vorzusehen. Der anfallende Mehraufwand ist in den entsprechenden Positionen zu berücksichtigen. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Die Zufahrt zum Salzplatz erfolgt über die Ingenieur-Goering-Straße bzw. die Achtstraße. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="text-decoration:underline; ">Allgemein:</span></p><p style="text-align:justify; "><span>Verkehrsgefährdende Verschmutzungen durch Baustellenverkehr sind laufend zu beseitigen. Die Beschilderung hat entsprechend den Grundsätzen der StVO zu erfolgen. Es dürfen nur voll reflektierende Schilder verwendet werden. Sämtliche Verkehrssicherungen sind im Vorfeld seitens der Baufirma mit der VG Birkenfeld und dem bauleitenden Büro abzustimmen. Die notwendigen verkehrspolizeilichen Anordnungen sind durch den AN zu veranlassen.</span></p><p style="text-align:justify; "><span>Sämtliche fußläufige Verbindungen sind über die gesamte Bauzeit aufrecht zu erhalten bzw. bei Bedarf regelmäßig zu säubern. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; text-decoration:underline; ">Beweissicherung</span></p><p style="text-align:justify; "><span>Vor Baubeginn wird eine Beweissicherung der angrenzenden Bausubstanz (Mauern, Zäune und Einfriedungen) der angrenzenden Grundstücke/Anwesen durch den AG durchgeführt. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; text-decoration:underline; ">Zu schützende Bereiche und Objekte</span></p><p style="text-align:justify; "><span>Die Durchführung der Bauarbeiten und ihr Ablauf haben so zu erfolgen, dass Schäden im öffentlichen und privaten Bereich nicht auftreten. Für etwaige Schäden, die auf eine unsachgemäße Bauausführung, Lagerung von Maschinen, Geräten, Baustoffen und Bauhilfsstoffen usw. zurückzuführen sind, haftet allein der Auftragnehmer.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Die einschlägigen Gesetze und Verordnungen für Gewässer- und Immissionsschutz sind zu beachten und werden als Vertragsgrundlage festgelegt.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Zu schützende Bereiche und Objekte:</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>- Ober- und Unterirdische Gewässer</span><br/><span>- Flur- und Baumbestand</span></p><p style="text-align:justify; "><span>- öffentliche Straßen und Wege</span></p><p style="text-align:justify; "><span>- öffentliche und private Grundstücke samt Einfriedungen und Baubestand</span><br/><span>- öffentliche Ver- und Entsorgungsanlagen</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Im unmittelbaren Bereich angrenzender Bebauung ist ggf. nur mit statisch wirkenden Verdichtungsgeräten zu arbeiten. Die Grundsätze und Vorgaben der DIN 4150 (Erschütterungen im Bauwesen) sind zu beachten.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; text-decoration:underline; ">Allgemeine Anforderungen an das Planum</span></p><p style="text-align:justify; "><span>Zur Minimierung von Aufweichungen des Planums durch Witterungseinflüsse sind die Bauarbeiten abschnittsweise auszuführen. Freigelegte Bereiche sind rasch zu verschließen bzw. gegen Witterungseinflüsse zu sichern. Aufgeweichte, nicht verdichtbare Böden sind zu entfernen und durch neue, trockenere Massen zu ersetzen. Bei stark aufgeweichtem Untergrund müssen die Erdarbeiten im Vor-Kopf-Betrieb in kleinen Abschnitten ausgeführt werden. Der Mehraufwand wird nicht gesondert vergütet.</span></p><p style="text-align:justify; "><span>Während der Bauzeit ist durch ausreichende Quer- und Längsneigungen gemäß aktueller ZTVE-StB für eine dauerhafte Entwässerung der Trag- und Frostschutzschichten zu sorgen.</span></p><p style="text-align:justify; "><span>Mehrkosten (z. B. Vorhaltungskosten Wasserhaltung, Verkehrssicherung, Frostschutz Wasserleitung, usw.), die aufgrund von Änderungen des ursprünglich festgelegten Bauablaufs (Bauzeitenplan) entstehen, werden nicht vergütet.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; text-decoration:underline; ">Belastungsannahmen</span></p><p style="text-align:justify; "><span>Soweit im Leistungsverzeichnis nichts anderes angegeben ist, gilt für statische Nachweise von Bauteilen, Überfahrten usw. die Belastungsannahme SLW 60.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; text-decoration:underline; ">Besondere Vorgaben für die Entsorgung bzw. Verwertung </span></p><p style="text-align:justify; "><span>Es wird auf das Baugrundgutachten (siehe oben) verwiesen. Nach Vorlage der Deklarationsanalysen auf Kosten und Durchführung seitens des AN (in Erdaushubpositionen einzukalkulieren) ist in Abstimmung mit der Bauleitung die Verwertung bzw. Entsorgung festzulegen. Ein evtl. Stillstand in der Zeit der Analyse ist kalkulatorisch in den Erdbaupositionen zu berücksichtigen. Ebenso sind die anfallenden Kosten sowie der Zeitaufwand hinsichtlich einer notwendigen Zwischenlagerung für Deklarationsuntersuchungen in den jeweiligen Positionen zu berücksichtigen.</span></p><p style="text-align:justify; "><span>Der Aushub bzw. das Abbruchmaterial ist fachgerecht zu entsorgen bzw. zu verwerten. Dem AN obliegt auch bei belastetem Aushub das Laden, Fördern zur Verwertungs-/Entsorgungsstelle und Entsorgen nach den Vorgaben des AG bzw. der Fachbauleitung Geo- und Umwelttechnik. Das gegebenenfalls erforderliche elektronische Begleitscheinverfahren wird durch den zuständigen Bodengutachter veranlasst. Die Separation der unterschiedlichen Fraktionen hinsichtlich der umweltrechtlichen Anforderungen und der dadurch entstehende Mehraufwand wird nicht gesondert vergütet. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Der gegebenenfalls entstehende Mehraufwand für Wartezeiten an der Verwertungs-/Entsorgungsstelle und das Abwickeln der Transporterlaubnis bzw. wegen dem Begleit-scheinverfahren wird nicht gesondert vergütet.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Überschüssiger Oberboden, der bei der Straßenbaumaßnahme ausgehoben wird, ist in nutzbarem Zustand zu erhalten und vor Vernichtung zu schützen (in Mieten lagern). Sein Verbringen und seine Verwertung außerhalb des Baufeldes bedürfen der Zustimmung der VG Wonnegau.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Am 01.08.2023 ist die neue Mantelverordnung und damit auch die Ersatzbaustoffverord-nung (EBV) in Kraft getreten. Sie regelt bundeseinheitlich die Anforderungen an die Herstellung und den ¬Einbau mineralischer Ersatzbaustoffe. Die EBV löst somit das LAGA-Merkblatt M20 ab. Die EBV gilt ab August 23 auch beim Einbau mineralischer ¬Abfälle in technische Bauwerke wie Straßen, Wege und Verkehrsflächen. Der Einbau außerhalb technischer Bauwerke regelt die ebenfalls neu angepasste novellierte Bundes-Boden-schutzverordnung (BBodSchV). Für die Entsorgung auf Deponien gilt weiterhin die ebenfalls ergänzte Deponieverordnung (DepV).</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; text-decoration:underline; ">Homogenbereiche</span></p><p style="text-align:justify; "><span>Es liegt kein Bodengutachten vor. Die Aushubarbeiten liegen größtenteils in den ungebundenen Tragschichten der vorhandenen Befestigungen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; text-decoration:underline; ">Arbeiten anderer Unternehmer auf der Baustelle</span></p><p style="text-align:justify; "><span>Es sind keine parallel geplanten Maßnahmen im Bereich Salzplatz bekannt. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Die Fremdüberwachung Geotechnik und Umwelttechnik führt baubegleitend Untersuchungen (z. B. Lastplatte, Proctor, sonstige Probenahmen etc.) sowie die Deklarationsanalysen und das Begleitscheinverfahren durch. Der AN ist verpflichtet, gemäß Vorgaben der Fremdüberwachung Gegengewichte für die Durchführung der Lastplatte zur Verfügung zu stellen bzw. den Fremdüberwacher bei der Probenahme für die Deklarationsanalysen zu unterstützen. Die Fremdüberwachung Geotechnik erfolgt in Beauftragung durch den AN, die Kosten sind in die entsprechenden Positionen des LVs einzurechnen. Der vorgesehene Geologe / Büro für Geologie ist vor Beauftragung durch den AG freizugeben. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Alle erforderlichen Arbeiten der vor genannten anderen Unternehmen auf der Baustelle bedingen in Zusammenarbeit mit der Örtlichen Bauleitung ein besonderes Maß hinsichtlich der Mitwirkungs- und Abstimmungspflichten des AN. Arbeitsunterbrechungen und Beeinträchtigungen der Leistungen des AN sind in die Einheitspreise einzurechnen und werden nicht gesondert vergütet. Auch ist der entsprechende Abstimmungsaufwand in die Einheitspreise einzurechnen und wird nicht gesondert vergütet. Anfallende Mehrkosten resultierend aus der Koordination der Bauarbeiten mit den Auftragnehmern der Versorgungsträger bzw. den Versorgungsträgern selbst sind einzukalkulieren und werden nicht gesondert vergütet.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; text-decoration:underline; ">Art und Umfang der vom Auftraggeber verlangten Eignungs- und Gütenachweise</span></p><p style="text-align:justify; "><span>Für die Verlegung der Abwasserleitungen muss der Unternehmer bzw. Nachunternehmer in Besitz eines gültigen Zertifikats zur Gütesicherung Kanalbau RAL-GZ 961 Beurteilungsgruppe AK 3 oder gleichwertig sein.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Bieter müssen mit Angebotsabgabe die fachliche Qualifikation (Fachkunde, technische Leistungsfähigkeit, Zuverlässigkeit der technischen Vertragserfüllung) und Gütesicherung des Unternehmens nachweisen. Die Anforderungen der vom Deutschen Institut für Gütesicherung und Kennzeichnung e.V. herausgegebenen Gütesicherung Kanalbau RAL-GZ 9611)  Beurteilungsgruppe AK3) sind zu erfüllen und mit Angebotsabgabe nachzuweisen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Der Nachweis gilt als erbracht, wenn der Bieter die Erfüllung der Anforderungen und die Gütesicherung des Unternehmens nach Gütesicherung Kanalbau RAL-GZ 961 mit dem Besitz des entsprechenden RAL-Gütezeichens Kanalbau für die geforderte(n) Beurteilungsgruppe(n) nachweist.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Der Nachweis gilt als gleichwertig erbracht, wenn der Bieter die Erfüllung der Anforderungen durch eine Prüfung, welche inhaltlich den Anforderungen der Güte- und Prüfbestimmungen RAL-GZ 961 Abschnitt 4.1 für die geforderte(n) Beurteilungsgruppe(n) entspricht, mit einem Prüfbericht nachweist. Der Prüfbericht muss die Erfüllung der gestellten Anforderungen nachvollziehbar belegen. Mit dem Prüfbericht sind vorzulegen: Angaben zur Personalausstattung mit Aus- und Weiterbildungsnachweisen / Angaben zur Betriebs- und Geräteausstattung / Angaben zu den in den letzten drei Jahren durchgeführten vergleichbaren Projekten / Muster der Dokumentation der Eigenüberwachung (Sanierungshandbuch bei Gruppe S).</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Alle zur Verwendung kommenden Materialien unterliegen einem Eignungs- und Gütenachweis. Die Eignungsnachweise sind der Bauleitung des AG vor Baubeginn zwecks Zustimmung vorzulegen. Als Mineralstoffe für den Straßenbau sind für den entsprechenden Verwendungsbereich nur Stoffe erlaubt, welche einer Güteüberwachung nach den Richtlinien für die Güteüberwachung von Mineralstoffen im Straßenbau (RG-Min-Stb) und den von der Straßen- und Verkehrsverwaltung Rheinland-Pfalz herausgegebenen Ergänzungen unterliegen. </span></p><p style="text-align:justify; "><span>Die Anforderungen der TL-Min-Stb einschließlich der dazu eingeführten Ergänzungen müssen erfüllt sein. Werden vom Bieter in den Positionen in den hierfür besonders vorgefertigten Spalten keine Fabrikate bzw. Materialien eingetragen, gelten die in den Positionen angegebenen Fabrikate bzw. Materialien als angeboten. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Die zum Einbau vorgesehenen Materialien sind rechtzeitig zur Bemusterung vorzulegen. Für die bemusterten Stoffe ist ein Gütenachweis vorzulegen. Außerdem ist für alle zu liefernden Stoffe und Bauteile ein Liefernachweis vorzulegen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Für den Transport von gefährlichem Abfall vom Bereitstellungslager zur Deponie muss der AN spätestens zwei Wochen vor Ausführung die erforderliche Transportgenehmigung der Fachbauleitung vorlegen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; text-decoration:underline; ">Bekannte oder vermutete Hindernisse im Bereich der Baustelle, z. B. Leitungen, Kabel, Dräne, Kanäle, Bauwerksreste und, soweit bekannt, deren Eigentümer</span></p><p style="text-align:justify; "><span>Hier wird speziell auf den Leitungs- und Kabelbestand verwiesen, der sich im derzeitigen Straßenbereich befindet. Daher sind auch hier entsprechende Sicherungsarbeiten einzukalkulieren.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; text-decoration:underline; ">Zu beseitigende Materialien </span></p><p style="text-align:justify; "><span>Abfälle jeder Art sind entsprechend der aktuellen Fassung der Abfallsatzung des Landkreises bzw. der Gemeinde und der Abfallnachweisverordnung des Bundes (BGBI I: S: 668; BGBI III 2129- 6- I- I) zu entsorgen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Bei Abfuhr kontaminierten Erdreiches sowie teerhaltigem Straßenbaumaterial ist der schrift-liche Nachweis zu führen, auf welcher Sonderdeponie der Boden gelagert wird (Nachweis ist am gleichen Tag an die Bauleitung zu übergeben).</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Die Baustelle ist sauber zu halten. Anfallende Abfälle sind von den jeweiligen Verursachern umgehend fachgerecht zu entsorgen. Der hierdurch entstehende Aufwand und die Entsorgungskosten sind in die jeweiligen Positionen einzukalkulieren. Kommt der AN seiner Verpflichtung zur Beseitigung nicht nach, so ist der AG berechtigt, die Abfälle zu Lasten des AN entsorgen zu lassen. Die angrenzenden Grundstücke sind vor Gefahren und Verschmutzungen durch die Baumaßnahmen zu schützen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; text-decoration:underline; ">Absteckungen/Grenzpunkte:</span></p><p style="text-align:justify; "><span>Alle lagemäßigen und höhenmäßigen Absteckungen zur Herstellung der ausgeschriebenen Leistungen sind vom AN mit einzukalkulieren. Hierbei sind jeweils Grob- und Feinabsteckungen durchzuführen. Bereits hergestellte Grenzen sind im Zuge der Baumaßnahme zu sichern, wegfallende Grenzpunkte im Zuge der Maßnahme sind auf Kosten des AN wiederherzustellen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; text-decoration:underline; ">Informationen/Auskünfte</span></p><p style="text-align:justify; "><span>Dem Bieter wird dringend empfohlen, vor Angebotsabgabe die Örtlichkeit gründlich zu besichtigen. Bei Bedarf kann ein Besichtigungstermin mit der Vergabestelle vereinbart werden.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; text-decoration:underline; ">Abnahme</span></p><p style="text-align:justify; "><span>Der Auftragnehmer zeigt die vertragsgemäße Herstellung der Anlagen </span><span style="font-weight:bold; ">schriftlich</span><span> an. Die VG Birkenfeld setzt einen </span><span style="font-weight:bold; ">Abnahmetermin</span><span> auf einen Tag innerhalb von vier Wochen nach Eingang der Anzeige fest. Die Abnahme hat gemeinsam mit der VG Wonnegau und WSW zu erfolgen. Werden bei der Abnahme </span><span style="font-weight:bold; ">Mängel</span><span> festgestellt, so sind diese innerhalb von vier Wochen, vom Tag der gemeinsamen Abnahme gerechnet, durch den Auftragnehmer zu beseitigen. Im Falle des Verzugs ist der Erschließungsträger berechtigt, die Mängel auf Kosten des AN beseitigen zu lassen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Zur Abnahme hat der AN eine 4,00 m lange Leichtmetallrichtlatte mit Messingkeil, Wasserwaage, Öffnungswerkzeug für Schachtabdeckungen und Bedienungspersonal bereitzustellen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">4 ALLGEMEINE VERTRAGSBEDINGUNGEN</span></p><p style="text-align:justify; "><span style="font-weight:bold; font-style:italic; ">Auskünfte über weitere Einzelheiten der Trassenführung, Aushubtiefe, Bauwerke, Schächte, Rohrdimensionen, etc. sind bei der Vergabestelle einzuholen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Die in den Positionen beschriebenen Leistungen sind unter der Voraussetzung zu kalkulieren, dass alle Arbeiten vorschriftsmäßig und handwerklich fachgerecht auszuführen sind.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Der Auftragnehmer hat Sorge zu tragen, dass die anerkannten Regeln der Technik beachtet und angewandt werden.</span></p><p style="text-align:justify; "><span>Ferner sind die einschlägigen Rechtsvorschriften, insbesondere die Unfallverhütungsvorschriften, sowie die allgemein anerkannten sicherheitstechnischen und arbeitsmedizinischen Regeln zu beachten.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Die Arbeiten sollen von Beginn an zügig fortgeführt werden, um den Anliegern unzumutbare Beeinträchtigungen zu ersparen und um möglichst bald wieder normale Verkehrsverhältnisse herstellen zu können.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Insbesondere ist im Bereich der Straßen Rücksicht auf die Belange der Anlieger zu nehmen und den Wünschen der durch die Baumaßnahme Betroffenen weitgehend Rechnung zu tragen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Die Zufahrt zu den bestehenden Gebäuden ist während der Bauzeit in einem befahrbaren Zustand zu erhalten (Anliegerverkehr, Not-, Ver- und Entsorgungsfahrzeuge).</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Die Zufahrt zur Baustelle ist nur über öffentliche Straßen möglich. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Über die ordnungsgemäße Wiederherstellung von Fahrbahndecken bei öffentlichen Wegen und Straßen hat der AN bei Bauabnahme eine Bestätigung des zuständigen Straßenbaulastträgers, dem der Annahmetermin bekannt zu geben ist, vorzulegen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Besonders ist eine ausreichende, den zu erwartenden Belastungen entsprechende Verdichtung aller einzubauenden Erdmassen und Stoffe gefordert. Die Verdichtung ist in kürzeren Abständen, dem Baufortschritt entsprechend, durch Künzelung bzw. Proctor nachzuweisen. Auf der Baustelle ist ständig ein Künzelstab zur Eigenüberwachung (maximaler Abstand 50,00 m) bereitzuhalten.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">Straßenreinigungen in den umgebenden Straßen, über die der Baustellverkehr läuft, sind bei Verschmutzung mind. 2 mal wöchentlich durchzuführen. Der hierzu entsprechende Mehraufwand ist in die Baustelleneinrichtung einzurechen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">Weiterhin ist das Planum im Ausbaubereich mit geeigneten Maßnahmen vor Witterungseinflüsse insbesondere Niederschlägen zu schützen. Notwendiger Bodenaustausch bzw. Bodenverbesserung, der aus versäumten Schutzmaßnahmen des Planums resultiert, wird nicht gesondert vergütet und geht zu Lasten des AN.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">Einzusetzende Verdichtungs- und Baugeräte müssen den örtlichen Gegebenheiten und Erfordernissen entsprechen; hochschwingende und schlagende Geräte dürfen nicht eingesetzt werden. Auf die vorhandene und zu schützende Bausubstanz der angrenzenden Gebäude sei besonders hingewiesen. Ein entsprechender Mehraufwand ist bei den entsprechenden Einheitspreisen der Verdichtung einzukalkulieren.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">Der Bieter hat sich von der Örtlichkeit der auszuführenden Maßnahme vor Abgabe des Angebotes zu überzeugen (Zufahrtsmöglichkeiten für Transporte, Lagerflächen, etc.).</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Nach den vom Auftraggeber übergebenen Plänen und den Höhen der Fixpunkte sowie nach Grenz- und Polygonsteinen hat der Auftragnehmer die Absteckung und Höheneinmessung der Straßenachsen selbst vorzunehmen (siehe Leistungsverzeichnis). Der Auftragnehmer ist für die Richtigkeit der Absteckung alleine verantwortlich.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Im Falle einer lagemäßigen Absteckung der Hauptachsen durch den Auftraggeber hat der Auftragnehmer kostenlos das erforderliche Hilfspersonal zu stellen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Die Sicherung und evtl. Wiederherstellung während der Bauzeit ist alleinige Sache des AN.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Alle weiteren Messungen von erforderlichen Achsen, Abstände, Höhen etc. und deren laufende Kontrolle hat der AN zu veranlassen. Er haftet für deren Richtigkeit und übernimmt die alleinige Verantwortung für die richtige Lage und Höhe. Hiervon ist er auch nicht durch Prüfmessungen des AG bzw. der Bauleitung befreit.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Die Verkehrsregelung, Straßensperrung, Umleitung, etc. ist mit dem Auftraggeber abzustimmen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Der AG behält sich vor, jederzeit den Bauablauf zu beeinflussen, wenn öffentliche Interessen es erfordern.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Sofern vom Auftraggeber gefordert, sind die Maßnahmen durch den gleichzeitigen Einsatz von zwei Arbeitskolonnen auszuführen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Als Ablagerungsstelle für überschüssige Erdmassen, bituminöses Material, etc sind genehmigte bzw. öffentliche Deponien anzufahren.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Gehwege und Bordstein-/Rinnenbereiche, die durch die Bauarbeiten bedingt überfahren werden müssen, sind durch geeignete Abdeckungen vor Beschädigung zu schützen. Eine Vergütung dieser Schutzmaßnahmen erfolgt nicht.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Bei allen durch den Auftragnehmer vorzulegenden Abrechnungsplänen ist eine Lageskizze mit Eintragung der verlegten Rohrleitungen und von Bezugspunkten (Seitenstraßen, Gebäude,  etc.) einzureichen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Für die Durchführung der Leistungen gelten sämtliche einschlägigen gesetzlichen Vorschriften und die für die Arbeitsverhältnisse der eingesetzten Arbeitnehmer am Einsatzort gültigen tarifvertraglichen Bestimmungen. Auf dieser Grundlage sind auch Verträge mit Subunternehmern nach VOB/B § 4 (8) abzuschließen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; text-decoration:underline; ">Allgemeine Standardbeschreibung</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Die Beschreibungen der einzelnen Leistungen des Leistungsverzeichnisses erfolgen in Anlehnung an das Standardleistungsbuch für das Bauwesen (StLB).</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Punktfolgen in den Beschreibungen des Leistungsverzeichnisses sind vom Bieter auszufüllen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>In der Leistungsbeschreibung bedeutet:</span></p><p style="text-align:justify; "><span style="font-weight:bold; text-decoration:underline; ">&quot;Nach besonderer Anordnung des AG&quot;</span><span>, dass auch mit der Vorbereitung zur Ausführung erst nach besonderer Anordnung zu beginnen ist, </span><span style="font-weight:bold; text-decoration:underline; ">„beseitigen“</span><span>, dass die anfallenden Stoffe zu entsorgen sind (inkl. Deponiegebühren)</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">Der AN hat sich vor Ausführung der Arbeiten über die Lage von allen Leitungen, Kabeln, Dränen, Kanälen u.ä. beim AG und bei den für die Ver- und Entsorgungsanlagen zuständigen Trägern anhand der ausliegenden Bestandspläne und den dazu ergangenen Anweisungen zu unterrichten und dieselben besonders sorgfältig gegen Beschädigung (nur Handarbeit, schonende Verdichtung und ausreichender Sicherheitsabstand) zu schützen. Für evtl nicht eingetragene Leitungen, Kabel und Kanäle in den Ausführungsplänen wird keine Haftung übernommen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Die vorh. Ent- bzw. Versorgungsleitungen sind, bei Bedarf, in Abstimmung mit dem AG bzw. Versorgungsträger durch Suchgraben (Handarbeit) freizulegen, da Pläne keine Gewähr für genaue und vollständige Angaben bieten, deren Verlauf und deren Zustand (insbesondere auf Beschädigung, Lage und Oberdeckung) zu prüfen und dem AG schriftlich Nachricht zu geben.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Bei vorh. Schäden wird der AG kurzfristig über deren Behebung bzw. Erneuerung entscheiden bzw. ergänzende TV-Untersuchungen sowie Materialprüfungen anordnen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Auf die besonders hohe Gefährdung (Personen-/Objektschäden) bei Beschädigungen von Gas-, Starkstrom-, Wasser- und Pumpendruckleitungen wird ergänzend hingewiesen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Bedeutsame Grundlagen für die Bauausführung sind u.a. mit der Broschüre ,,Hinweise für Bauunternehmen zum Schutz von Anlagen der Gas- und Wasserversorgung“ der Saar-Ferngas, der Pfalzgas etc. gegeben.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Stoffe und Bauteile sämtlicher Teilleistungen (Positionen) des Leistungsverzeichnisses müssen ungebraucht sein (sofern nicht anders festgelegt).</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Für die Güte der Stoffe und Bauteile und für die Ausführung der Leistungen gelten die einschlägigen DIN-Normen in ihrer jeweils gültigen Fassung.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Alle Leistungen umfassen die Lieferung und den Einbau der dazugehörigen Stoffe und Bauteile einschließlich dem Abladen, Transportieren, Lagern und Sichern auf der Baustelle, sofern in der Leistungsbeschreibung nichts anderes vorgeschrieben ist.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Der AN hat dem AG den Nachweis der Überwachung (Güteüberwachung) der zu liefernden Stoffe und Bauteile entsprechend den betreffenden DIN-Normen zu erbringen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Diese Forderung gilt für nicht genormte Stoffe und Bauteile als erfüllt, wenn ein gültiges Prüfzeugnis/Prüfzeichen einer anerkannten Prüfanstalt bzw. ein Gütezeichen einer anerkannten Überwachungs-/Güteschutzgemeinschaft vorgelegt wird.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Für die Durchführung der Leistungen gelten sämtliche einschlägigen gesetzlichen Vorschriften und die für die Arbeitsverhältnisse der eingesetzten Arbeitnehmer am Einsatzort gültigen tarifvertraglichen Bestimmungen. Auf dieser Grundlage sind auch Verträge mit Subunternehmern nach VOB/B § 4 (8) abzuschließen. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Vor Baubeginn sind die vorh. Grenzsteine und Absteckpunkte mit dem AG und der Bauleitung anhand der Vermessungsunterlagen festzustellen und evtl. fehlende Steine zu notieren. Ein Übergabeprotokoll ist anzufertigen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Vor Bauabnahme hat der AN das Vorhandensein der festgestellten Steine bzw. Absteckpunkte wieder nachzuweisen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Während der Bauausführungen sind die Grenzsteine bzw. Absteckpunkte zu markieren und sorgfältig gegen Beschädigung zu sichern. Die Wiederherstellung beschädigter bzw. beseitigter Steine bzw. Punkte ist vom AN, in Abstimmung mit dem AG, zu veranlassen und geht zu Lasten des AN, sofern nicht auf Nachweis zwingende Gründe (z.B. innerhalb der Arbeitstrasse, Ab- bzw. Auftrag) einen anderen Kostenträger ergeben.</span></p><p style="text-align:justify; "><span>Um das Auffinden der Grenzzeichen bei Überschüttungen zu ermöglichen, ist ein senkrecht stehendes PVC-Rohr DN 150 mit Abdeckkappe aufzusetzen und einzumessen. Der AN haftet für die Beachtung und Einhaltung der Grundstücksgrenzen und Straßenraumflächen, bei Ausführung aller Leistungen.</span></p><p style="text-align:justify; "><span style="font-weight:bold; ">Staubentwicklungen im Bereich der befahrenen Straßen sind durch geeignete Maßnahmen, z.B. restlose Reinigung, Besprühen mit Wasser etc. zu vermeiden. Entsprechende Mehrkosten sind in die Einheitspreise mit einzukalkulieren.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Die Unterfangung und Sicherung von Bauwerken, Leitungen und Kabel, die Verdichtung von einzubauenden Materialien etc. hat äußerst sorgfältig und schonend zu erfolgen, damit Schäden vermieden werden.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Schädigende Erschütterungen sind grundsätzlich zu vermeiden. Im Bereich gefährdeter Bebauung sind gegebenenfalls die einzubauenden Materialien nicht dynamisch, sondern ausschließlich statisch zu verdichten.</span></p><p style="text-align:justify; "><span>Nachweis ist vom AN durch Probeverdichtung mit Schwingungsmessungen (Beschleunigungsmessung) zu erbringen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Zu beachten sind hierbei, außer der vorhandenen Bausubstanz, auch empfindliche Einrichtungen von Labors, EDV-Anlagen usw.. Der AN haftet für alle Schäden Dritten gegenüber direkt.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Der AN verpflichtet sich, die Einhaltung der vertraglichen Ausführungsfrist durch Vorlage einer prüffähigen Arbeitstageaufstellung nachzuweisen. Die Aufstellung mit dem Soll- und Ist- Nachweis ist unter Beachtung der Bautageberichte zu erstellen und mit der Schlussrechnung einzureichen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Über die Art der Rechnungsstellung (z.B. in Abschnitte getrennt) ist Auskunft beim AG einzuholen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Überschüssige bzw. nicht verwendbare Massen sind nach den Bestimmungen des vorgenannten Gesetzes zu entsorgen oder einer wirtschaftlichen Wiederverwendung zuzuführen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Sofern nicht behördlich genehmigte Deponien benutzt werden, ist der Bieter deshalb aufgefordert, sich bereits bei Angebotsbearbeitung (Angebotsabgabe) um die Zuweisung entsprechender Ablagerungsstätten bzw. Entnahmestellen zu bemühen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Die Trennung von Erdaushub, Bauschutt, Baumüll, Baustellenabfällen, Verpackungsmaterial etc. hat bereits an der Baustelle zu erfolgen, da die einzelnen Deponien nicht getrenntes Material zurückweisen. Einzelheiten hierzu sind beim Deponiebetreiber vor Anlieferung zu erfragen. Die ordnungsgemäße Deponierung ist durch Lieferscheine/Wiegescheine nachzuweisen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Aus unsachgemäßer Anlieferung bzw. ordnungswidrigen Ablagerungen resultierende Kosten werden zu Lasten des AN gerechnet und bei der Abschlagzahlung, spätestens bei der Schlusszahlung, vom AG in Abzug gebracht. </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Ferner hat der AN Sorge zu tragen, dass von Seiten des Straßenbaulastträgers keine Einwände gegen die Benutzung der öffentlichen Straßen und Wege zum Transport der Materialien bestehen; Genehmigungen sind rechtzeitig zu beantragen.</span></p><p style="text-align:justify; "><span>Im Zuge der Verkehrssicherungspflicht des AN sind Verschmutzungen auf öffentlichen Verkehrsflächen sofort und restlos (Kehrfahrzeuge, etc.) zu beseitigen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Mit den nachfolgend angegebenen Einheitspreisen sind sämtliche Nebenleistungen abgegolten.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Dazu gehören auch das Mitwirken bei der Abnahme der Leistung (VOB/B §12) sowie bei der Objektbesichtigung zum Ablauf der Gewährleistung (VOB/B §13) einschl. des Stellens der Arbeitskräfte und Geräte.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span>Außer den für die zu erbringenden Leistungen zugehörigen einschlägigen DIN-Vorschriften, gilt insbesondere die DIN 18 920 ,,Schutz von Bäumen, Pflanzenbeständen und Vegetationsflächen bei Baumaßnahmen&quot;. Eingriffe in die Natur sind auf das unumgängliche Mindestmaß zu beschränken. Vermeidbare Beeinträchtigungen des Naturhaushaltes und des Landschaftsbildes sind zu unterlassen.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">Die Dauer der Gewährleistung beträgt für die Baumaßnahme </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">Sämtliche Arbeiten: 4 Jahre </span></p><p style="text-align:justify; "><span/></p><p style="text-align:justify; "><span style="font-weight:bold; ">Die jeweilige Urkalkulation ist im Bedarfsfall vor der eigentlichen Vergabe zur Verfügung zu stellen. Weiterhin sind die Unbedenklichkeitserklärungen Finanzamt, Krankenkasse und Berufsgenossenschaft nach entsprechender Aufforderung im Rahmen der Vergabephase vorzulegen. Vor Baubeginn ist der örtlichen Bauleitung ein Bauzeitenplan in 2-facher Form vorzulegen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Baubeschreibung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Remark ID="APJOVODFWTLFMLYO"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span style="font-weight:bold; ">Allgemeine Vorbemerkungen zum Leistungsverzeichnis</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">1. Stoffe, Bauteile</span></p><p style="text-align:left; "><span>Stoffe und Materialien, die bezüglich Ihrer Eigenschaften und Abmessungen nicht im LV enthalten sind, dürfen nur nach besonderer Genehmigung durch die Bauleitung geliefert und montiert / eingebaut werden.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Bei den als gleichwertig angebotenen Erzeugnissen sind die Fabrikatsnamen mit Angabe der Typen und den technischen Daten als Anlage zum Angebot beizufügen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Umfasst die Bauleistung auch die Lieferung von Böden, Bodenersatzstoffen oder sonstigen Baustoffgemischen darf, falls im LV nichts anderes vereinbart ist, der Zuordnungswert  gem. LAGA von Z0 nicht überschritten werden. Entsprechende Nachweise sind vor Einbau und unaufgefordert vorzulegen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-family:ArialNarrow; ">Folgende Umrechnungsfaktoren werden für die Entsorgung bzw. Verwertung bei den Erdarbeiten zugrunde gelegt, wenn kein Einzelnachweis der Proctor-Dichte durch ein anerkanntes Prüflabor vorgelegt wird:</span></p><p style="text-align:left; "><span>- Böden sowie bereits verwendete Böden: 1,80 t/m³</span></p><p style="text-align:left; "><span>- Schottermaterial (FSS): 2,00 t/m³</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">2. Preisbildung</span></p><p style="text-align:left; "><span>Sofern nicht ausdrücklich in der Leistungsbeschreibung anders beschrieben, sind alle Preise für die komplette Ausführung der Arbeiten, einschl. Lieferung aller Stoffe, Lagerung inkl. deren Wetterschutz, zu kalkulieren und einzutragen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Einheitspreise umfassen die fix und fertige Leistung.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">3. Texthinweise</span></p><p style="text-align:left; "><span>Texthinweise vor den Positionen gelten für alle entsprechenden Nachfolgepositionen mit gleichen Leistungsmerkmalen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">4. Produktangaben</span></p><p style="text-align:left; "><span>Enthält die Leistungsbeschreibung bei einer Teilleistung eine Produktangabe mit dem Zusatz &quot;oder gleichwertig&quot; und wird vom Bieter dazu eine Produktangabe verlangt, ist das Fabrikat (insbesondere Herstellerangabe und genaue Typenbezeichnung) anzugeben.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Verzichtet der Bieter auf die Angabe, so erklärt er im Angebotsschreiben, dass er das vorgesehene Produkt anbietet.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">5. Verwertung und Entsorgung von Abfällen</span></p><p style="text-align:left; "><span style="font-weight:bold; ">5.1 Allgemeines </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Beauftragung des Auftragnehmers (AN) durch den Auftraggeber (AG) beinhaltet die Übertragung der Pflichten zum Umgang mit den Abfällen gemäß dem Kreislaufwirtschaftsgesetz (KrWG).</span></p><p style="text-align:left; "><span>Gemäß diesem Gesetz wird der AN, soweit im Leistungsverzeichnis nichts anderes vorgeschrieben ist, mit dem Abbrechen, Abklopfen, Lösen, Ausbauen, Aufbrechen oder Aufnehmen von Materialien sowie Hecken, Büschen, Wurzelwerk, Wurzelstöcke, Unrat u.ä. Räumgut Abfallbesitzer.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Der AN hat die Abfälle zur Verwertung dem Wertstoffkreislauf zurückzuführen.</span></p><p style="text-align:left; "><span>Der Nachweis der Zuführung der Abfälle zu einer zugelassenen Entsorgungsanlage ist spätestens vor Beginn der Entsorgungsleistung zu führen.</span></p><p style="text-align:left; "><span>Erfolgt die Verwertung im eigenen Betrieb, so hat dies der AN schriftlich anzuzeigen und zu bestätigen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">5.2 Besondere Vorbemerkungen zur Verwertung / Entsorgung von nicht gefährlichen Abfällen</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Verbringt der AN nicht gefährliche Abfälle zu einem Entsorger, so hat er dies mittels Übernahmescheine nachzuweisen. Diese sind vom AN, seinem Beförderer und seinem Entsorger auszufüllen. Die erforderlichen Vordrucke stehen bei der SAM als Download bereit. Der AG erhält den Originalübernahmeschein. Der AN erhält hierfür keine besondere Vergütung, die Kosten sind in die entsprechenden Entsorgungspositionen einzukalkulieren.</span></p><p style="text-align:left; "><span>Verbringt der AN nicht gefährliche Abfälle zu einem Verwerter oder beabsichtigt der AN nicht gefährliche Abfälle (Boden oder Bauschutt) in technischen Bauwerken (Verfüllmaterial,  gem. LAGA M20 TR Boden oder TR Bauschutt) einzubauen, so hat er zu bestätigen, dass die Maßnahme (Verwertungsstelle) für die deklarierten Abfälle zugelassen ist. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">5.3 Besondere Vorbemerkungen zur Verwertung / Entsorgung von gefährlichen Abfällen</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Für gefährliche Abfälle hat der Auftragnehmer (AN) der Andienungspflicht bei der SAM nachzukommen.</span><br/><br/><span>Der AG nimmt an dem elektronischen Abfall Nachweisverfahren der Länder (Länder-eANV) teil. Die Kosten zur Erstellung der Entsorgungsnachweise gehen zu Lasten der des AG. Alle übrigen Gebühren und Bescheide infolge der Entsorgung  (Transport, Entsorgung, Deponierung, etc.) sind Sache des Auftragnehmers.</span><br/><br/><span>Für die Beförderung von gefährlichen Abfällen über öffentliche Verkehrswege zur Bereitstellungsfläche oder zur Entsorgungsanlage benötigt der AN eine Beförderungserlaubnis nach § 54 KrWG.</span><br/></p><p style="text-align:left; "><span>Nach Auftragserteilung hat der AN dem Auftraggeber bzw. dem bevollmächtigten des Erzeugers (BEVERZ) schnellstmöglich der Entsorgungsfachbetrieb zu nennen. Erst danach kann die Beantragung für den Entsorgungsnachweis erfolgen. Die behördliche Genehmigung durch die SAM kann bis zu 2 Wochen in Anspruch nehmen.</span></p><p style="text-align:left; "><span>Die Menge der benötigten, elektronischen Begleitscheine im jeweiligen Bauabschnitt sind dem BEVERZ mindestens 2 Arbeitstage im Voraus zu nennen. Es ist darauf zu achten, dass möglichst alle erstellten Begleitscheine in Anspruch genommen werden. Die Gültigkeit der Begleitscheine erlöscht 14 Tage nach Erstellung. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">6. Entsorgungskosten</span></p><p style="text-align:left; "><span>Soweit im Leistungsverzeichnis keine Positionen für die Entsorgung der anfallenden Abfälle bei</span><span style="font-weight:bold; "> </span><span>Mengen über 1 m³ und des Bodenaushubs enthalten sind, gehören Transport, Verwertung bzw. Beseitigung der Materialien sowie die daraus entstehenden Kosten zur vertraglichen Leistung des AN und sind in die Einheitspreise einzukalkulieren.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">7 Aufmaße</span></p><p style="text-align:left; "><span>Die Aufmaße sind gemäß dem Handbuch für die Vergabe und Ausführung von Bauleistungen im Straßen- und Brückenbau (HVA B-StB, aktuellste Fassung) zu führen. </span></p><p style="text-align:left; "><span>Insbesondere ist zu beachten:</span></p><p style="text-align:left; "><span>- Aufmaße sind Feststellungen zum Nachweis von Art und Umfang der Leistung gemäß § 14 VOB/B </span></p><p style="text-align:left; "><span>- Die Aufmaße dürfen keine Berechnungen enthalten </span></p><p style="text-align:left; "><span>- Der Anspruch auf Vergütung für die einzelnen Leistungen ergibt sich aus dem Bauvertrag </span></p><p style="text-align:left; "><span>- Es ist darauf zu achten, dass die Angaben im Aufmaßblatt eindeutig und übersichtlich sind </span></p><p style="text-align:left; "><span>- Werden Leistungen aufgemessen, die im Vertrag nicht vorgesehen oder nicht eindeutig einer Ordnungszahl zu zuordnen sind, ist eine ausführliche Beschreibung der Arbeiten vorzunehmen </span></p><p style="text-align:justify; "><span>- Ist ein Aufmaßblatt fehlerhaft oder unvollständig, ist diesbezüglich ein neues Aufmaßblatt zu fertigen. In dem alten Aufmaßblatt ist die betreffende Stelle mit Hinweis auf das neue Aufmaßblatt zu kennzeichnen. Gegebenenfalls ist das gesamte alte Aufmaßblatt als „ungültig&quot; zu kennzeichnen und durch ein neues zu ersetzen; das alte Aufmaßblatt darf nicht vernichtet werden und ist mit dem Hinweis „Ersetzt durch Auf-maßblatt Nr. Y&quot; zu versehen </span></p><p style="text-align:justify; "><span>- Die Originale der Aufmaßblätter sind unter Verschluss zu halten, bis sie der Schlussrechnung beigefügt werden. In die Originale dürfen nachträglich keine Eintragungen vorgenommen werden (außer bei Ungültigkeit des Aufmaßes.</span></p><p style="text-align:justify; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">8 Zusätzliche Technische Vertragsbedingungen </span></p><p style="text-align:left; "><span>Es gelten die in der Anlage aufgeführten Zusätzlichen Technischen Vertragsbedingungen in der jeweils neuesten Fassung und den Ergänzungen gemäß ARS.</span></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Allgemeine Vorbemerkungen zum LV</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Remark ID="APHIKWDKGEPRSBMB"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span style="font-weight:bold; text-decoration:underline; ">Allgemeine Hinweise</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">1. Eigentumsübertragung </span><br/><span>Soweit im Leistungsverzeichnis nichts vorgeschrieben ist, bleibt der bei der Maßnahme anfallende unbelastete Bodenaushub Eigentum des Auftragnehmer (AN).   Soweit im Leistungsverzeichnis nichts vorgeschrieben ist, gehen unbelastete Materialien (Bauabfälle und Bauschutt) mit dem Aufbrechen, Abklopfen, Lösen, Ausbauen, Abbrechen oder Aufnehmen sowie das Räumgut, z. B. Hecken, Büsche, Wurzelwerk, Wurzelstöcke, Unrat etc., in das Eigentum des AN über; für belastetes Material gilt dies nur, wenn im LV entsprechende Positionen enthalten sind. Sonderabfall bleibt Eigentum des AG. </span></p><p style="text-align:left; "><br/><span style="font-weight:bold; ">2. Entsorgung </span><br/><span>Dem AN obliegt für alle zur Wiederverwendung nicht geeigneten Stoffe oder Materialien auch die ordnungsgemäße Entsorgung und Deponierung. Hierzu hat der AN im Leistungsverzeichnis Ort und Name der zur Deponierung vorgesehenen und abfallrechtlich genehmigten Stelle zu benennen und zum Nachweis der Entsorgung entsprechende Entsorgungsnachweise seinen Rechnungen beizulegen. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Evtl. anfallende Deponiegebühren sind in die EP einzurechnen.</span><br/><span>Die Kontrollprüfungen für die Anlieferung von Aufbruch und Aushub gemäß LAGA sind in die jeweiligen Einheitspreise einzukalkulieren.</span><br/><span>Kontroll-Nachweis erfolgt über Wiegekarten.</span></p><p style="text-align:left; "><br/><span style="font-weight:bold; ">3. Lieferung von Boden</span><span> </span><br/><span>Zur Leistung gehört auch die Lieferung von Boden, sofern in den nachfolgenden Positionen nichts anderes vorgeschrieben ist.   </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">4. Gebundene und ungebundene Schichten</span></p><p style="text-align:left; "><span>Das Aufmaß der Deck-,Binder- und bituminösen Tragschichten, sowie Schottertrag- und Frostschutzschichten ist über Wiegekarten nachzuweisen.</span><br/><span>Es gelten folgende Umrechnungsfaktoren in verdichtetem Zustand:</span><br/><span>Bituminöse Deckschicht         2,40 t/m3</span><br/><span>Binderschicht                          2,35 t/m3</span><br/><span>Bituminöse Tragschicht 0/32  2,30 t/m3</span><br/><span>Schottertragschicht                   2,10 t/m3</span><br/><span>Frostschutzschicht           2,00 t/m3 </span></p><p style="text-align:left; "><br/><span>Werden für die ausgeschriebenen Arbeiten i. Z. anderer Untersuchungen (Kontrollprüfungen für Gütenachweis) an neutralen Instituten auch Gewichte von Schüttgütern ermittelt, treten die dort festgestellten an die Stelle der hier festgelegten Werte. Diese Untersuchungen müssen im Zusammenhang</span><br/><span>mit dieser Maßnahme vor Ort durchgeführt werden. Die Umrechnungstabelle hat nur abrechnungstechnisch, jedoch keine bodenmechanische Bedeutung.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">5.  Erdarbeiten</span><br/><span>Im Zuge der Baumaßnahme werden zunächst die Oberflächenbefestigungen bzw. der Oberboden abgetragen, separiert und im Baufeld für den späteren wiedereinbau gelagert. Der Erdaushub erfolgt ab UK Oberbodenschicht.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">6. Verbau</span><br/><span>Für den Verbau gelten folgende Aufmaßgrenzen:</span><br/><span>OK - Verbau = OK Gelände    + 0,05 m</span><br/><span>UK - Verbau = OK hergestellte Grabensohle bzw. UK Sauberkeitsschicht</span><br/><br/><span>Alle über die festgelegten Abrechnungsgrenzen hinausgehende Massen sind in den EP einzurechnen.</span><br/><br/><span>Mängel bei der Verbauausführung bzw. durch mangelnde Verbauausführung entstehende Schäden (z.B. Straßenabsenkungen usw.) und daraus resultierende Kosten für die Wiederherstellung gehen zu Lasten des AN.</span></p><p style="text-align:left; "><br/><span style="font-weight:bold; ">7. Bestandspläne</span><br/><span>Vor Arbeitsbeginn sind vom AN die Bestandspläne aller Ver- und Entsorgungsleitungen anzufordern.   </span></p><p style="text-align:left; "><span>Der AN hat vor Baubeginn allgemeine Maßnahmen zum Feststellen des Zustandes der baulichen Anlagen, der Ver- und Entsorgungsanlagen, sowie zur Feststellung der Lage dieser Anlagen und weiterer Hindernisse wie Leitungen, Kanäle, Dränen, Kabel, Grenzsteine, Bäume und dergleichen zu treffen. </span></p><p style="text-align:left; "><span> </span><br/><span style="font-weight:bold; ">8. Gasleitungen</span><br/><span>Sollten im Zuge der Arbeiten Gasleitungen vorgefunden werden, die nicht in den Bestandsplänen eingezeichnet sind, ist sofort die Bauleitung zu verständigen. Demontage dieser Leitungen darf erst nach Prüfung auf Gasfreiheit erfolgen. Die Prüfung wird bauseits veranlasst. Trennung der Gasleitungen darf nur erfolgen mit explosionsgeschützten Geräten.  </span></p><p style="text-align:left; "><span>  </span><br/><span style="font-weight:bold; ">9. Stromleitungen Niederspannung, 20 KV etc.</span><br/><span>Bei Arbeiten an der Stromversorgung ist vorab durch Hinzuziehen des Versorgungsträgers sicherzustellen, dass die aufzunehmenden Leitungen spannungsfrei sind und die Versorgung der bestehenden Gebäude gewährleistet wird.   </span></p><p style="text-align:left; "><br/><span style="font-weight:bold; ">10. Erschwernisse</span><span> </span><br/><span>Erschwernisse beim Aushub und der Wiederverfüllung des Bodens infolge vorhandener Ver-und Entsorgungsleitungen in der gleichen Leitungstrasse im Längsverlauf und bei Kreuzungen sind in die nachfolgenden Positionen einzukalkulieren. Außerdem ist damit zu rechnen, dass die Leitungen in oder über Planumshöhe liegen / verlaufen und freigelegt werden müssen.  </span><br/></p><p style="text-align:left; "><span>Erschwernisse durch Einbauten wie Schieber, Hydranten, Schächte usw. sowie der Handaushub in Streifen entlang vorhandener Einfriedungen und Gebäude sind in die jeweiligen Einheitspreise einzukalkulieren.</span><br/><span>Das Einkalkulieren dieser Erschwernisse gilt ebenfalls für den Einbau von Böden, Bodenaustausch, Frostschutzschicht und Schottertragschicht sowie bei Einbauten. In den einzelnen Positionen ist nicht explizit darauf hinzuweisen.</span></p><p style="text-align:left; "><br/><span style="font-weight:bold; ">11. Munitionsfunde</span><br/><span>Sollten bei den Erschließungsarbeiten Munitionsfunde auftreten, sind die Arbeiten sofort einzustellen und die Fundstelle zu sichern. Der AN hat sofort den AG und die Bauleitung zu informieren.    </span></p><p style="text-align:left; "><br/><span style="font-weight:bold; ">12. Archäologische Funde</span><br/><span>Sollten bei den Erschließungsarbeiten archäologische Funde auftreten, sind die Arbeiten sofort einzustellen und die Fundstelle unverändert zu belassen und die Gegenstände gegen Verlust zu sichern. Der AN hat sofort das zuständige Landesamt für Denkmalpflege, den AG und die Bauleitung zu informieren. Auf die Beachtung der Bestimmungen des Denkmalschutzes und Pflegegesetzes vom 23.03.1978 (GVBL 1978, Nr. 10, Seite 159 ff.) wird hingewiesen.   </span></p><p style="text-align:left; "><br/><span style="font-weight:bold; ">13. Genehmigungen</span><br/><span>Der AN hat alle notwendigen Genehmigungen im Zuge der Bauarbeiten (z.B. bei Über- bzw. Unterkreuzung von Straßen, Bahnlinien und Gewässern, Aufbruchgenehmigungen, Genehmigungen für das Betreten von Grundstücken, etc.) bei den zuständigen Behörden, Dienststellen bzw. Eigentümern rechtzeitig einzuholen und diese über den Beginn der Arbeiten zu informieren. Die Kosten trägt der AN und sind in die nachfolgenden Positionen einzukalkulieren.  </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">14. Baustellenverkehr und Beweissicherung</span><br/><span>Vor Baubeginn erfolgt eine Beweissicherung der an die Bauabschnitte angrenzenden Anwesen / Bebauungen durch einen seitens des AG beauftragten Gutachter. </span><br/><br/><span>Vermeidbare Schäden durch unsachgemäße Ausführung oder unsachgemäßen Transport von Materialien u. dgl. gehen zu Lasten des AN.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Öffentliche Straßen, die durch Baustellenverkehr verschmutzt werden, sind bei Bedarf, aber mind. 2 mal wöchentlich mit einer Kehrmaschine zu reinigen. Dadurch entstehende Mehrkosten sind in diese Position einzurechnen. </span></p><p style="text-align:left; "><br/><span>Eine aureichende Zufahrt für den Notarzt und die Feuerwehr ist während der gesamten Maßnahme zu gewährleisten und in die EP einzukalkulieren.</span><br/><br/><span style="font-weight:bold; ">15. Preisbildung</span><br/><span>Die Einheitspreise umfassen die fix und fertige Leistung.    </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">16. Abrechnung BE / Verkehrssicherung</span></p><p style="text-align:left; "><span>Die Kosten der Baustelleneinrichtung gelten für sämtliche Abschnitte des LVs und wird wie folgt ausgezahlt:</span><br/><br/><span>10 % der Summe nach abgeschlossener Baustelleneinrichtung,</span><br/><span>90 % der Summe prozentual zu den gestellten Abschlagszahlungen, bzw. entsprechend des Baufortschrittes.</span><br/><br/><span>Für die Verkehrssicherungsmaßnahmen gelten die gleichen Abrechnungsmodalitäten wie bei der Baustelleneinrichtung.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">17. Stundenlohnarbeiten</span><br/><span>Taglohnstunden für zusätzliche Arbeiten wie montagebedingte Zusatzarbeiten oder im Zuge der </span><br/><span>Baumaßnahme notwendige Ausführungsänderungen auf Anordnung des AG. </span><br/><span>Die Anerkennung der Stundenlohnarbeiten erfolgt nur bei vorheriger Freigabe durch den AG. </span><br/><span>Die Abrechnung erfolgt gegen Nachweis, anhand der durch die Bauleitung bescheinigten Stundenlohnzettel. </span><br/><span>Aufsicht, Auslösung und alle Nebenkosten sind in den Stundenlohnsatz einzurechnen. </span><br/><span>Der Verrechnungssatz für das jeweilige Gerät umfasst sämtliche Aufwendungen für den Einsatz,  </span><br/><span>Gerätevorhalte- und Betriebskosten, sämtliche Zuschläge und die Kosten für das Bedienungspersonal. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">18. Sonstige Hinweise</span><br/><span>Punktfolgen sind vom Bieter auszufüllen. Mit den im Leistungsverzeichnis enthaltenen Angaben  über Bauart, Bauteil, Baustoff und Abmessungen gelten  auch der Herstellungsvorgang und -ablauf bis zur  fertigen Leistung, unter Zugrundelegung der  anerkannten Regeln der Technik und der gesetzlichen  und behördlichen Vorschriften als beschrieben. Hierbei bedeutet Bauart: das Herstellen durch  Zusammenfügen der Stoffe und Bauteile bis zur fertigen  Leistung.  - Alle Leistungen umfassen auch die Lieferung der  dazugehörigen Stoffe und Bauteile einschl. Abladen und  Lagern auf der Baustelle, sofern in der  Leistungsbeschreibung der einzelnen Positionen nichts anderes beschrieben ist.   - Bedarfspositionen enthalten Leistungen, die erfahrungsgemäß zur Ausführung der vertraglichen  Leistung erforderlich werden, deren Umfang zum  Zeitpunkt der Ausschreibung trotz aller örtlichen und  technischen Kenntnisse nicht genau festzulegen ist. Der AN hat daher auf diese Positionen keine allgemeinen Kosten umzulegen bzw. keine Geschäftskosten, Wagnis und Gewinn aufzuschlagen. Gleiches gilt für Leistungen, die nach Wahl des AG   auszuführen sind. Damit besteht bei eintretenden Mengenveränderungen  bzw. ggf. Entfall der Leistung kein Anspruch auf Erstattung der vorgenannten Zuschläge.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">18. Bauzeitenplan</span></p><p style="text-align:left; "><span>Der Auftragnehmer hat einen Bauzeitenplan als Balkendiagramm über seine vertraglichen Leistungen zu erstellen, anhand dessen die Einhaltung der Vertragsfristen nachgewiesen und überwacht werden kann.</span><br/><br/><span>Evtl. vorgegebene zeitliche Festlegungen, Teilfertigstellungstermine o.ä. des AG  sind zu berücksichtigen und einzuarbeiten. Erforderliche baufachliche und terminliche Koordinierung mit den übrigen Leistungsbereichen sind zu berücksichtigen.</span><br/><br/><span>Der Plan ist dem AG 10 Tage nach Auftragserteilung, spätestens bei Baubeginn, bei Überarbeitung unverzüglich jeweils in drei Ausfertigungen zu übergeben.</span><br/><br/><span>Die Kosten für die Erstellung des Bauzeitenplanes sind in die Einheitspreise einzurechnen. Der Plan wird Vertragsbestandteil.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">19. Prüfungen der Verdichtung bei Erdarbeiten</span><br/><span>Spätestens mit der Schlussrechnung sind die Protokolle der nach  ZTV SoB-StB erforderlichen Prüfungen</span><br/><span>vorzulegen.</span><br/></p><p style="text-align:left; "><span>Eigenüberwachungsprüfungen seitens des AN, die zur Festlegung bzw. Optimierung von Arbeitsweisen, Geräten usw. dienen sind gem. ZTVE-STB (neueste Fassung) durchzuführen.</span></p><p style="text-align:left; "><br/><span>Sie werden nicht gesondert vergütet und sind in die entsprechenden EP einzurechnen. Negative Prüfungen der Fremdüberwachung gehen zu Lasten des AN. </span></p><p style="text-align:left; "><br/><span>Für Lastplattendruckversuche der Fremdüberwachung ist ein geeignetes Gegengewicht zur Verfügung zu stellen. Die Kosten hierfür sind in die EP einzurechnen. </span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Allgemeine Hinweise</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Remark ID="APHUAQZMCHNQEOAH"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Die nachfolgenden Positionen gelten für alle Bereiche des Leistungsverzeichnisses.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Das Leistungsverzeichnis wird maschinell sortiert. Der Auftragnehmer hat umgehend nach Erhalt das Leistungsverzeichnis auf Vollständigkeit zu über prüfen und evtl. fehlende Seiten nachzufordern.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Pläne zur Kalkulation liegen der Ausschreibung digital bei. </span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Hinweis:</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><BoQCtgy ID="APIXDDGYPSGOTILL" RNoPart="1"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Baustelleneinrichtung, Verkehrssicherung und vorbereitende Arbeiten</span></p></LblTx><BoQBody><Remark ID="APEHZSVXRTMNJOPV"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Vorbemerkung:  Die Baustelleneinrichtung sowie die Verkehrssicherung für die Maßnahme werden jeweils nur einmal pauschal für alle Titel vergütet. </span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Baustelleneinrichtung, Verkehrssicherung und vorbereitende Arbeiten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><BoQCtgy ID="APOQVJYZHJZZCCEX" RNoPart="1"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Baustelleneinrichtung</span></p></LblTx><BoQBody><Itemlist><Item ID="APRWNAVSZGXVSKAZ" RNoPart="10"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Geräte, Werkzeuge und sonstige Betriebsmittel, die zur vertragsgemäßen Durchführung der Bauleistungen erforderlich sind, auf die Baustelle bringen, bereitstellen und - soweit der Geräteeinsatz nicht gesondert berechnet wird - betriebsfertig aufstellen einschl. der dafür notwendigen Arbeiten. </span><br/><span>Die erforderlichen festen Anlagen herstellen. Unterkünfte, Werkstätten, Lagerschuppen und dgl., soweit erforderlich, antransportieren, aufbauen und einrichten. Strom-, Wasser-, Fernsprechanschluss sowie Entsorgungseinrichtungen und dgl. für die Baustelle, soweit erforderlich, herstellen.</span><br/><span>Bürocontainer, der für Baubesprechnungen geeignet ist, antransportieren und aufbauen. </span><br/><span>Bei Bedarf Zufahrtswege zur Baustelle sowie Lagerplätze, sonstige Platzbefestigungen und Wege im Baustellenbereich anlegen und befestigen (einschl. Liefern und Einbauen von benötigten Schottermaterial, maximal 30 m3). Oberbodenarbeiten einschl. Beseitigen von Aufwuchs für die Baustelleneinrichtung, soweit erforderlich, ausführen. Flächen beschaffen, sofern die vom AG zur Verfügung gestellten nicht ausreichen.</span><br/><span>Kosten für Vorhalten, Unterhalten und Betreiben der Geräte, Anlagen und Einrichtungen einschl. Mieten, Pacht, Gebühren und dgl. werden nicht mit dieser Pauschale, sondern mit den Einheitspreisen der betreffenden Teilleistungen vergütet.</span><br/><span>Sicherung der fortschreitenden Baumaßnahme mit Bauzaun. Errichten, Umsetzen  und Abbauen des Bauzauns.</span><br/><span>Soweit nicht für bestimmte Leistungen (z.B. Bedarfsleistungen) für das Einrichten der Baustelle gesonderte Positionen im Leistungsverzeichnis enthalten sind, gilt die Pauschale für alle Leistungen sämtlicher Abschnitte des Leistungsverzeichnisses.</span><br/><span>Öffentliche Straßen , die durch Baustellenverkehr verschmutzt werden, sind mind. 2 mal wöchentlich mit einer Kehrmaschine zu reinigen. Dadurch entstehende Mehrkosten sind in diese Position einzurechnen.</span><br/><span>Das Erdplanum der neu zu bauenden Flächen ist vor Witterungseinflüssen insbesondere Niederschlägen mit geeigneten Maßnahmen zu schützen. Hierdurch anfallende Mehrkosten sind ebenfalls in diese Position einzurechnen.</span><br/></p><p style="text-align:left; "><span>Die Anwohner sind nach Erstellung des Bauzeitenplans mittels Flugblätter rechtzeitig über den Beginn zu informieren. </span><br/><span> </span><br/><span>Die Auszahlung der Pauschale erfolgt entsprechend dem Baufortschritt.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Baustelle einrichten und vorhalten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APUFTZAPMERQYKVA" RNoPart="20"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Baustelle von allen Geräten, Anlagen, Einrichtungen und dgl. räumen. Benutzte Flächen und Wege entsprechend dem ursprünglichen Zustand unter Wahrung der landschaftspflegerischen Belange ordnungsgemäß herrichten. </span><br/><span>Verunreinigungen beseitigen. Soweit nicht für bestimmte Leistungen (z.B. Bedarfsleistungen) für das Räumen der Baustelle gesonderte Positionen im Leistungsverzeichnis enthalten sind, gilt die Pauschale für alle Leistungen sämtlicher Abschnitte des Leistungsverzeichnisses. Die Baustellenräumung beinhaltet den Mehraufwand hinsichtlich einer evtl. Aufteilung der Baumaßnahme in verschiedene Bauabschnitte und wird daher nur einmal vergütet.</span><br/><span> </span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Baustelle räumen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APKZUHBQBUMLHGOB" RNoPart="30"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Erschwerniszulage für das Arbeiten unterhalb der, über das Baufeld verlaufenden, Oberleitungstrasse.</span></p><p style="text-align:left; "><span style="font-family:CIDFont+F2; ">Auf die technischen Richtlinien des Versorgers für Arbeiten im Bereich von Freileitungen wird verwiesen, die Vorgaben sind zu berücksichtigen, Sicherheitsbestimmungen sind</span></p><p style="text-align:left; "><span style="font-family:CIDFont+F2; ">zwingend einzuhalten.</span></p><p style="text-align:left; "><span style="font-family:CIDFont+F2; ">Einschl. Anmeldung der Maßnahme beim Versorger und Abstimmung der Sicherheitsvorkehrungen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Erschwerniszulage - Oberleitung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APMRYBNPHCMBJVJR" RNoPart="40"><UPBkdn>No</UPBkdn><Qty>100.000</Qty><QU>m</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Bauzaun auf- und abbauen</span><br/><span>Bauzaun aus robusten Zaunelementen</span><br/><span>mit geschlossenem Stahlrohrrahmen, Höhe 2,00 m,</span><br/><span>anfahren</span><br/><span>und nach Angabe des AG aufstellen, vorhalten,</span><br/><span>unterhalten, mehrfach umsetzen und wieder abbauen.</span><br/></p><p style="text-align:left; "><span>Vergütung erfolgt nach aufgestellter Länge.</span><br/><span>Nach Beendigung der Bauarbeiten ist der ursprüngliche</span><br/><span>Zustand des Geländes wieder herzustellen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Bauzaun auf- und abbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APCPQGGKBXZIAGOG" RNoPart="50"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Bauzeitenplan unterteilt in Bauabschnitte</span><br/><span>erstellen und fortschreiben,</span></p><p style="text-align:left; "><span>in Abstimmung mit dem AG und der örtlichen</span><br/><span>Bauüberwachung und je 2-fach übergeben.</span><br/><span>Darstellungstiefe pro Arbeitswoche.</span><br/><span>Angabe aller wesentlichen Aktivitäten</span><br/><span>und Darstellung von Schnittstellen.</span><br/><span>Eine Fortschreibung muss im</span><br/><span>Zwei-Wochen-Rhythmus erfolgen</span><br/><span>und entsprechend einem EDV-gestützten</span><br/><span>System übergeben werden.</span><br/><span>als pdf-Datei</span></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Bauzeitenplan</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APJHGKSHWCVKNYPY" RNoPart="60"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Herstellen eines Umschlagplatzes bzw. Zwischenlagerplatzes (Gesamtgröße ca. 200 m²) für anfallenden Bodenaushub innerhalb des Planbereiches bzw. im unmittelbaren Umfeld des Planbereiches und entsprechend vorhalten.</span><br/><span>Die Herstellung einer provisorischen Führung von</span><br/><span>Niederschlagswasser ist einzukalkulieren.</span><br/><span>Zwischenlager herstellen, vorhalten, betreiben und bei</span><br/><span>Bedarf ausbessern (mehrmaliges Abfahren des Materials</span><br/><span>erforderlich), sowie nach Abschluss der Massnahme</span><br/><span>rückbauen.</span><br/><span>Das Gelände ist wieder in den Urzustand</span><br/><span>zurückzuversetzen.</span><br/><span>Alle erforderlichen Materialien, Maschinen und</span><br/><span>Leistungen sind einzukalkulieren und werden nicht gesondert</span><br/><span>vergütet.</span></p><p style="text-align:left; "><span>Flächen für einen Erdaushubumschlag- bzw. zwischenlagerplatz können durch den Auftraggeber nicht zur Verfügung gestellt werden und sind durch den AN eigenständig zu beschaffen.  </span></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Umschlagplatz für Aushub einrichten und vorhalten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APODMVFPLKPKCKLG" RNoPart="2"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Verkehrssicherung</span></p></LblTx><BoQBody><Itemlist><Remark ID="APHAGJGTYVJRPJAR"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Der Durchgangsverkehr in der der Achtstraße / Salzgasse ist während der Maßnahme komplett aufrecht zu erhalten (insbesondere ÖPNV). </span><br/><span>Weiterhin ist der Geh- und Radverkehr während der Bauphase zu gewährleisten. </span><br/><span>Dadurch entstehende Erschwernisse sind in die Pauschale der Verkehrssicherung einzukalkulieren.</span><br/><br/><span>Desweiteren ist das Konzept der Verkehrssicherung rechtzeitig mit dem dem Ordnungsamt der VG Birkenfeld und der Bauleitung abzustimmen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Verkehrssicherung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="APPBWDWGDSFHQAOA" RNoPart="10"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Unter Beachtung sämtlicher Vorschriften der Straßen- verkehrsbehörden (STVO) die zur Durchführung der Arbeiten unumgänglichen Verkehrsbeschränkungen beantragen und in eigener Verantwortung die Baustelle nach STVO mit den erforderlichen Verkehrs- und Hinweisschildern, Abschrankungen, Baken,  Schutz- und Sicherheitseinrichtungen kennzeichnen. Vorhalten und, falls erforderlich, beleuchten der Schilder und Materialien während der gesamten Bauzeit. Betriebsmittel sind einzukalkulieren. Die Verkehrssicherung ist dem Baufortschritt anzupassen. Anliegerverkehr ist zu gewährleisten.</span><br/><br/><span>einschl. evtl. provisorischer Fahrbahnmarkierung,</span></p><p style="text-align:left; "><span>Länge des Baustellenbereichs Achtstraße / Salzgasse ca. 50 m</span></p><p style="text-align:left; "><span>notwendiger Zeitraum der Vorhaltung : ca. 8 Wochen</span><br/><span> </span><br/><span>die Verkehrszeichen müssen voll retroreflektierend sein oder von innen oder außen beleuchtet sein,</span></p><p style="text-align:left; "><span>die Verkehrszeichen müssen das RAL-Gütezeichen tragen,</span></p><p style="text-align:left; "><span>die Befestigung der Verkehrszeichen muss so sicher und standfest sein, dass diese nicht umfallen oder verdreht werden können,</span></p><p style="text-align:left; "><span>die Unterkante der Verkehrszeichen soll 2,00 m vom Boden entfernt sein,</span></p><p style="text-align:left; "><span> </span></p><p style="text-align:left; "><span>einschl. rechtzeitiger Einholung verkehrstechnischer Genehmigungen,</span><br/><span>einschl. evtl. vorübergehender Fahrbahnmarkierung,</span><br/><span>einschl. Stromzufuhr und Stromkosten,Die Haftung bleibt beim Unternehmer. Die Verkehrssicherung ist mit dem zuständigen Ordnungsamt bzw. der Bauleitung abzustimmen.</span><br/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Allgemeine Verkehrssicherung für PkW und LkW</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APAVJQPZKMLZZQTU" RNoPart="20"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Zulage zur Verkehrssicherung,</span><br/><span>für Geh- und Radverkehr im Baustellenbereich </span></p><p style="text-align:left; "><span>Aufstellen, Vorhalten, Abbauen der Beschilderung,</span><br/><span>das mehrmalige Umsetzen und Vorhalten der Verkehrssicherung ist einzukalkulieren,</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>die Verkehrszeichen müssen voll retroreflektierend sein oder von innen oder außen beleuchtet sein,</span></p><p style="text-align:left; "><span>die Verkehrszeichen müssen das RAL-Gütezeichen tragen,</span></p><p style="text-align:left; "><span>die Befestigung der Verkehrszeichen muss so sicher und standfest sein, dass diese nicht umfallen oder verdreht werden können,</span></p><p style="text-align:left; "><span>die Unterkante der Verkehrszeichen soll 2,00 m vom Boden entfernt sein,</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Länge des Baustellenbereichs Achtstraße / Salzgasse ca. 50 m</span></p><p style="text-align:left; "><span>notwendiger Zeitraum der Vorhaltung : ca. 8 Wochen</span><br/><span> </span></p><p style="text-align:left; "><span>einschl. rechtzeitiger Einholung verkehrstechnischer Genehmigungen,</span><br/><span>einschl. evtl. vorübergehender Fahrbahnmarkierung,</span><br/><span>einschl. Stromzufuhr und Stromkosten,</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Haftung bleibt beim Unternehmer. Die Verkehrssicherung ist mit dem zuständigen Ordnungsamt bzw. der Bauleitung abzustimmen.</span><br/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Zulage, Verkehrssicherung für Geh- und Radverkehr</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APBEOWUSSVSZWVLX" RNoPart="30"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Zulage zur Verkehrssicherung,</span><br/><span>Einengung in der Achtstraße / Salzgasse (platzseitig) aus Gründen der Arbeitssicherheit bei Pflasteraufnahme und Wiederverlegung</span></p><p style="text-align:left; "><span>Aufstellen, Vorhalten, Abbauen der Beschilderung in Anlehnung an Regelplan BI/1 der RSA sowie zusätzlicher Fußgängerführung, </span></p><p style="text-align:left; "><span>das mehrmalige Umsetzen und Vorhalten der Verkehrssicherung ist einzukalkulieren,</span></p><p style="text-align:left; "><span>die Verkehrszeichen müssen voll retroreflektierend sein oder von innen oder außen beleuchtet sein, die Verkehrszeichen müssen das RAL-Gütezeichen tragen, die Befestigung der Verkehrszeichen muss so sicher und standfest sein, dass diese nicht umfallen oder verdreht werden können, die Unterkante der Verkehrszeichen soll 2,00 m vom Boden entfernt sein,</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Länge des Baustellenbereichs ca. 50 m</span><br/><span>notwendiger Zeitraum der Vorhaltung : ca. 8 Wochen</span><br/><span>einschl. entsprechender Längs- und Querabsperrungen Fahrbahn und Gehweg</span></p><p style="text-align:left; "><span> </span><br/><span>einschl. rechtzeitiger Einholung verkehrstechnischer Genehmigungen,</span><br/><span>einschl. evtl. vorübergehender Fahrbahnmarkierung,</span><br/><span>einschl. Stromzufuhr und Stromkosten,</span><br/><br/><span>Die Verkehrssicherung ist mit dem Ordnungsamt und der Bauleitung abzustimmen. </span><br/><span> </span><br/><span>Vorhandene Verkehrsschilder außer Kraft und wieder in Kraft setzen.</span><br/></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Zulage, Verkehrssicherung Einengung Achtstraße / Salzgasse</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APBDMJZNSJJAQYEC" RNoPart="40"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Erstellung eines Verkehrszeichenplans zu BI/1 mit zusätzlicher Fußgängerführung und. rechtzeitige Einholung der verkehrsrechtlichen Anordnung,</span></p><p style="text-align:left; "><span> </span></p><p style="text-align:left; "><span>Nach Abstimmung ist der Plan dem Ordnungsamt (2-fach)</span></p><p style="text-align:left; "><span>14 Tage vor der jeweiligen Ausführung vorzulegen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Verkehrszeichenplan zu BI/1</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APGKOJLVXVEZFGHP" RNoPart="50"><UPBkdn>No</UPBkdn><Qty>8.000</Qty><QU>Wo</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Betrieb und Bedienung</span><br/><span>der Arbeitsstellensicherungsanlage</span><br/><span>(Warn- und Schilderleuchten),</span><br/><span>an allen Tagen,</span><br/><span>in der Zeit von 0 bis 24 Uhr.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Betrieb,Bedienung alle Tage 0-24 Uhr</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APYNSVRMXLHIJDAF" RNoPart="60"><UPBkdn>No</UPBkdn><Qty>4.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Schild mit Verkehrszeichen nach StVO und VwV-StVO an provisorische Aufstellvorrichtung (einschl. Fußgewicht) im Rahmen der Umleitungsbeschilderung anbringen,  </span><br/></p><p style="text-align:left; "><span>Zeichen 283, voll retroreflektierend, Größe 1, </span><br/></p><p style="text-align:left; "><span>Anbringung neben der Fahrbahn, </span><br/><br/><span>Unterkante des Schildes ab 2,00 m ueber der Verkehrsflaeche,</span><br/><span>als vorübergehendes Baustellenschild</span><br/><br/><span>einschl. Rückbau am Ende der Maßnahme</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Verkehrszeichen 283 als vorübergehendes Baustellenschild aufstellen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APEKEFZYTQFRRVWR" RNoPart="70"><UPBkdn>No</UPBkdn><Qty>10.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Zusätzliches Aufstellen und Vorhalten von</span><br/><span>Einzelleitbaken aus Kunststoff, doppelseitig,  mit</span><br/><span>Sicherheitsfußplatte</span><br/><span>voll retroreflektierend mit Folie Typ II DIN 6171,</span><br/><br/><span>Anbringung neben der Fahrbahn.</span><br/><br/><span>einschl. Rückbau am Ende der Maßnahme</span><br/><br/><span>Es werden nur Leitbarken abgerechnet, die nicht Teil</span><br/><span>der o. g. Regelplänen sind.</span><br/><br/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">zusätzliche Leitbaken aufstellen und vorhalten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APLVLVDCHUYMOLHL" RNoPart="80"><UPBkdn>No</UPBkdn><Qty>10.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Zusätzliche Absperrschranke zur Absicherung des Gehweges aufstellen und beseitigen,</span></p><p style="text-align:left; "><span>für die Bauzeit vorhalten, warten und betreiben.</span></p><p style="text-align:left; "><span>Absperrschranke Größe 250x2000 mm mit Aufstellvorrichtung,</span></p><p style="text-align:left; "><span>Vorhaltezeit 8 Wo</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">zusätzliche Absperrschranke aufstellen und vorhalten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APBLSVBGUIZIRPXC" RNoPart="90"><UPBkdn>No</UPBkdn><Qty>8.000</Qty><QU>Wo</QU><Description><CompleteText><ComplTSA>Yes</ComplTSA><DetailTxt><Text><p style="text-align:left; "><span>Kontrolle der Arbeitsstellensicherung gem. ZTV-SA</span><br/><span>durchführen. Die Kontrolle ist unmittelbar nach deren</span><br/><span>Durchführung zu erfassen und zu dokumentieren. Arbeits-</span><br/><span>und Hilfsmittel sind vom AN zu stellen und dem AG je-</span><br/><span>derzeit zugänglich zu machen.</span><br/><span>Kontrolle zweimal täglich, an arbeitsfreien Tagen einmal täglich,</span><br/></p></Text><TextComplement Kind="Owner" MarkLbl="22"><ComplCaption><span>Kontrolle durch </span></ComplCaption><ComplBody><span>&apos;schriftliches Protokoll im Bautagebuch</span><br/><span>zu dokumentieren.&apos;</span></ComplBody><ComplTail/></TextComplement></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Kontrolle der Arbeitsstellensicher. Zweimal täglich</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APMMYKGCVATTWSOC" RNoPart="100"><UPBkdn>No</UPBkdn><Qty>9.000</Qty><QU>m2</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Provisorische Überfahrt bzw. Übergänge herstellen, sichern, evtl. anpassen, während der Bauzeit vorhalten und wieder abbauen. </span><br/><span>Art der Übergänge :    Stahlplatten</span><br/><span>Abmessung:    ca 1,50 m x 3,00 m</span><br/><span>Eingeschlossen sind alle Nebenleistungen und Erschwernisse.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Provisorische Überfahrten bzw. Übergänge herstellen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APKKMLPMKEXHVHKY" RNoPart="3"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Vorbereitende Arbeiten</span></p></LblTx><BoQBody><Itemlist><Remark ID="APYVJKBUINFSSZTM"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Die Eignung der einzelnen Baugeräte für die Verdichtungsarbeiten oder für das Einbringen des Verbaus werden zu Baubeginn und ggf. während der Baumaßnahme von einem Sachverständigen für Erschütterungsmeßtechnik nach DIN 4150-3 überwacht und beurteilt.</span></p><p style="text-align:left; "><span> </span></p><p style="text-align:left; "><span>Für die Baumaßnahme werden nur Geräte und Verfahren zugelassen, deren Erschütterungswerte im zulässigen Bereich der Norm-Anhaltswerte gemäß DIN 4150-3 liegen. Gegebenenfalls sind nach Absprache mit dem Sachverständigen Optimierungen durch entsprechende Gerätewahl vorzunehmen. Werden bei den Erschütterungsmessungen 75 % der zulässigen Anhaltswerte erreicht, wird für die weiterführende Baumaßnahme eine Dauerüberwachung mit optischem Alarmsystem eingerichtet. Bei Auslösen der Warnlampe ist die Bauüberwachung bzw. der Sachverständige umgehend zu informieren.</span></p><p style="text-align:left; "><span> </span></p><p style="text-align:left; "><span>Die Termine für die Meßeinsätze sind direkt mit dem Sachverständigen abzustimmen. </span></p><p style="text-align:left; "><span> </span></p><p style="text-align:left; "><span>Weiterhin dienen die ermittelten Messwerte zur Beweisführung während und nach einer Baumaßnahme. </span></p><p style="text-align:left; "><span> </span></p><p style="text-align:left; "><span>Nach Abschluss der Baumaßnahme wird vom Sachverständigen ein Meßbericht erstellt und direkt dem Bauherrn zur Prüfung vorgelegt.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Erschütterungsmessungen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="APRXQZOMIGTGZUET" RNoPart="10"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Erschütterungsmessungen in mittelbar und unmittelbar</span><br/><span>beeinflußten Bereichen der Baustelle und in den</span><br/><span>Bereichen der Zu- und Abfahrtstraßen durch einen für</span><br/><span>diese Leistungen geeigneten Personenkreis des</span><br/><span>Auftragnehmers vor Beginn und während der Aushub- und</span><br/><span>Verdichtungsarbeiten durchführen und in einen</span><br/><span>detaillierten umfassenden Bericht mit Fotografien in</span><br/><span>3-facher Ausfertigung dokumentieren.</span></p><p style="text-align:left; "><span>Einschl. Einrichtung der Messgeräte / Messstelle, Vormessung, laufender Messung während der Erd- und Verdichtungsarbeiten, Auswertung und Endbericht.</span></p><p style="text-align:left; "><br/><span>Nichterfaßte Schäden, die während und nach der</span><br/><span>Durchführung der Baumaßnahme von Personen oder</span><br/><span>Institutionen gemeldet werden und Anspruch auf</span><br/><span>Behebung sowie Kostenübernahme dieser Schäden fordern,</span><br/><span>sind vom AN vollständig zu übernehmen.</span><br/><span>Der Bauherr und seine Vertreter sind von allen</span><br/><span>Forderungen freizustellen.</span></p><p style="text-align:left; "><br/><span>Mit einzurechnen sind auch das Anbringen von mindestens</span><br/><span>drei Kontrollpunkten, einschl.</span><br/><span>Kontrollmessung</span><br/><span>vor Beginn, 1 x während der Maßnahme und zum Ende der</span><br/><span>Maßnahme als Setzungskontrollmessungen.</span><br/><span>Die Ergebnisse der Messungen sind in 2-facher</span><br/><span>Ausfertigung an die Bauüberwachung zu übergeben.</span><br/><br/><span>Die Erschütterungsmessungen sind auf Anweisung des</span><br/><span>AG/Bauüberwachung durchzuführen</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Erschütterungsmessungen durch AN</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APWVWJONNBGGAEXN" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>10.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Vorhandene Grenzsteine/Grenzpunkte entlang der Straßentrasse / des Platzbereiches</span><br/><span> suchen, freilegen und während</span><br/><span>der Bauzeit durch geeignete Maßnahmen sichern.</span><br/><br/><span>Falls notwendig, ist der Einbau von Schutzrohren</span><br/><span>senkrecht über die vorhandenen Grenzsteine oder die</span><br/><span>bereits vermarkten Grenzpunkte (Pflöcke) vorzusehen.</span><br/><br/><span>Einschließlich aller erforderlichen Materialien und</span><br/><span>Nebenleistungen.</span><br/><br/><span>Während der Bauzeit anfallende Schäden gehen zu Lasten</span><br/><span>des AN und sind umgehend zu beseitigen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Vorhandene Grenzsteine/Grenzpunkte sichern</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APBZSHHWNMLULHDN" RNoPart="30"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Vor Beginn der Arbeiten und nach der Gesamtabnahme der Bauleistung ist  in Abstimmung mit dem Auftraggeber ein Grenzsteinprotokoll anzufertigen.  Die Anfertigung hat mit der Bauleitung zu erfolgen und ist durch den AG und AN schriftlich zu bestätigen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Grenzsteinprotokoll anfertigen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APAIYOWQONUOQKXP" RNoPart="40"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Lagemäßige und höhenmäßige Absteckung</span><br/><br/><span>- der Parkplatzflächen</span></p><p style="text-align:left; "><span>- der Gehwegbereiche</span></p><p style="text-align:left; "><span>- der Platzbereiche</span></p><p style="text-align:left; "><span>- der Fundamente</span><br/><span>- der geplanten Ausstattung</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><br/><span>Abstecken in mehreren Abschnitten erforderlich</span><br/><span>Ein Lageplan der geplanten Anlage ist beigefügt, indem</span><br/><span>der komplette Umfang genauer ersichtlich ist</span><br/><br/><span>Die digitalen Unterlagen (basierend auf UTM</span><br/><span>Koordinatensystem) werden seitens des AG bzw. der</span><br/><span>Bauleitung übergeben. Die Absteckpunkte werden seitens</span><br/><span>des AN festgelegt und erstellt.</span><br/><br/><span>einschl. Kontrollmessungen die während und nach</span><br/><span>Ausführung</span><br/><span>gemeinsam mit dem AG durchzuführen sind.</span><br/><br/><span>Absteckungen sind in einem Absteckprotokoll</span><br/><span>(Katasterplanauszug) festzuhalten und dem AG vor</span><br/><span>Baubeginn zu übergeben.</span><br/><br/><span>Einschl. lagemäßige Sicherung der abgesteckten Punkte.</span><br/><span>Bei Nichteinhaltung erfolgt die Wiedereinmessung der</span><br/><span>fehlenden Absteckpunkte zu Lasten des AN. </span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Absteckungsarbeiten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APYFPMPYQZVHXNPO" RNoPart="50"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Regulierung der durch Bauarbeiten in Mitleidenschaft</span><br/><span>gezogenen Flächen.</span><br/><span>Flächen reinigen, abziehen, einsäen, bzw. Urzustand</span><br/><span>wiederherstellen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Regulierung der durch Bauarbeiten in Mitleidenschaft</span><br/><span style="font-size:9pt; ">gezogenen Flächen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APNHKUBNZAOFYOGM" RNoPart="60"><UPBkdn>No</UPBkdn><Qty>50.000</Qty><QU>m2</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Heckenfläche roden, Fläche nach Unterlagen des AG.</span></p><p style="text-align:left; "><span>Rodungsfläche (Heckenbewuchs) ca. 50 m2</span></p><p style="text-align:left; "><span>Busch-, Hecken und Baumbestand sowie sonstiger Aufwuchs</span><br/><span>bis zu 0,1 m Durchmesser, 1 m über dem Erdboden gemes-</span><br/><span>sen, einschließlich Wurzelwerk.</span><br/><span>Aufwuchs bodennah abschneiden.</span><br/><span>Schnittgut der Verwertung nach Wahl des AN zuführen. </span></p><p style="text-align:left; "><span>Ggf. anfallende Deponiegebüren sind einzukalkulieren.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Fläche roden</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APDXZAWHLRREGITG" RNoPart="70"><UPBkdn>No</UPBkdn><Qty>50.000</Qty><QU>m2</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Pflanzliche Bodendecke in Grünfläche abräumen, aufnehmen, fördern und entsorgen.</span></p><p style="text-align:left; "><span>Dickenbereich 3-5 cm</span></p><p style="text-align:left; "><span>Gras-Kraut-Aufwuchs</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Pflanzliche Bodendecke abräumen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APVQSXHJDIJIUACZ" RNoPart="80"><UPBkdn>No</UPBkdn><Qty>5.000</Qty><QU>t</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>im Plangebiet vorh., bzw. im Zuge der Abbrucharbeiten,</span></p><p style="text-align:left; "><span>nicht trennbaren gemischten Bauschutt aufnehmen.</span></p><p style="text-align:left; "><span>Sonstige Bau- und Abbruchabfälle, </span><br/><span>nicht gefährlich, Abfallschlüssel nach AVV (Abfallverzeichnis-Verordnung) 170904 gemischte Bau- und Abbruchabfälle, </span><br/><span>Abfall auf der Baustelle lagernd, in Behälter des AN laden und mit LKW des AN transportieren, </span><br/><span>Behältergröße nach Wahl des AN, </span><br/><span>Anzubietender Verwertungsträger, unter Beachtung der Überlassungspflichten nach KrWG, nach Wahl des AN, </span><br/><span>transportieren zu der dem AN vom Verwertungsträger benannten Verwertungsanlage, die Kosten der Abfallverwertung werden vom AN übernommen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Bauschutt gemischt, aufnehmen, transportieren und entsorgen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQCtgy><BoQCtgy ID="APCWXKOYODSWLKKO" RNoPart="2"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Abbrucharbeiten / Anpassungsarbeiten / Sicherungsarbeiten</span></p></LblTx><BoQBody><Remark ID="APUXDCSBVBPBXFDV"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Alle Verunreinigungen die bei der Durchführung der</span><br/><span>Arbeiten entstehen sind noch am gleichen Tag zu</span><br/><span>entfernen. Nach Beendigung der Arbeiten ist die</span><br/><span>Baustelle und die Verkehrsflächen in ordnungsgemäßem</span><br/><span>Zustand zu hinterlassen.</span><br/><br/><span>Sofern nicht behördlich genehmigte Entsorgungsstellen/</span><br/><span>Deponien benutzt werden, ist der Bieter deshalb</span><br/><span>aufgefordert sich bereits bei Angebotsbearbeitung um</span><br/><span>die Zuweisung entsprechender Ablagerungsstätten bzw.</span><br/><span>Entnahmestellen zu bemühen.</span><br/><span>Die Trennung der Materialien hat bereits an der</span><br/><span>Baustelle zu erfolgen, da die einzelnen</span><br/><span>Entsorgungsstellen/Deponien nicht getrenntes Material</span><br/><span>zurückweisen. Einzelheiten hierzu sind beim</span><br/><span>Deponiebetreiber vor Anlieferung zu erfragen.</span><br/><span>Die ordnungsgemäße Entsorgung bzw. Deponierung ist</span><br/><span>durch Lieferscheine/ Wiegescheine nachzuweisen.</span><br/><br/><span>Abbrucharbeiten dürfen nur von erfahrenen und fachlich</span><br/><span>geeigneten Personen ausgeführt werden. Unternehmen</span><br/><span>müssen über die erforderlichen Geräte und Einrichtungen</span><br/><span>verfügen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Alle Verunreinigungen die bei der Durchführung der</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Remark ID="APPYGHMCBCUASYDB"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Die Behebung der während der Bauzeit entstehenden</span><br/><span>Schäden, die auf unsachgemäße Ausführung durch den AN</span><br/><span>zurückzuführen sind, sind vom AN durchzuführen und</span><br/><span>werden nicht gesondert vergütet.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Die Behebung der während der Bauzeit entstehenden</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><BoQCtgy ID="APJZQMCGJHFRCFIH" RNoPart="1"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Abbrucharbeiten</span></p></LblTx><BoQBody><Itemlist><Item ID="APDHHEHRKIYHIAVO" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>4.000</Qty><QU>h</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Betonabbruch entlang Gebäuden, Einfriedungen o.ä.</span><br/><span>Betonstemmarbeiten mit Abbruchhammer,</span><br/><span>sorgfältig durchführen,</span><br/><span>Ausführung in Handarbeit (Handabbruch),</span><br/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Betonstemmarbeiten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APRTYXWAVXNUITJY" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>65.000</Qty><QU>m</QU><Description><CompleteText><ComplTSA>Yes</ComplTSA><DetailTxt><Text><p style="text-align:left; "><span>Bordsteine aus Beton (R / H / T ) einschl. Bettung</span><br/><span>aufbrechen, aufnehmen und entsorgen,</span><br/><span>in Beton versetzt mit Rückenstütze</span><br/><span>Dicke des Unterbetons bis 20 cm.</span></p><p style="text-align:left; "><span>Anfallende Stoffe gehen in das Eigntum des AN über und einer Wiederverwertung nach Wahl des AN zuzuführen. </span></p><p style="text-align:left; "><span>Abgerechnet wird </span></p></Text><TextComplement Kind="Owner" MarkLbl="42"><ComplCaption/><ComplBody><span>&apos;nach örtlichem Aufmaß &apos;</span></ComplBody><ComplTail/></TextComplement><Text><p style="text-align:left; "><span>.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Bordsteine aufbrechen, aufnehmen und entsorgen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APVONKHCQULQOEXO" RNoPart="30"><UPBkdn>No</UPBkdn><Qty>2.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Pflanzinsel / Bauminsel rund, </span></p><p style="text-align:left; "><span>Außendurchmesser Pflanzinsel ca. 2 m</span></p><p style="text-align:left; "><span>aus Hochbordradiensteinen aufnehmen, Radiensteine auf Palette setzen und zur Lagerung zum Bauhof transportieren. </span></p><p style="text-align:left; "><span>Transprotweg ca. 2 km </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>einschl. Bettung aufbrechen, aufnehmen und entsorgen,</span><br/><span>in Beton versetzt mit Rückenstütze</span><br/><span>Dicke des Unterbetons bis 20 cm.</span></p><p style="text-align:left; "><span>Anfallende Stoffe gehen in das Eigntum des AN über und einer Wiederverwertung nach Wahl des AN zuzuführen. </span></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Pflanzinsel aufnehmen und lagern</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APPGWBSJSBJCFEDU" RNoPart="40"><UPBkdn>No</UPBkdn><Qty>0.500</Qty><QU>m3</QU><Description><CompleteText><ComplTSA>Yes</ComplTSA><DetailTxt><Text><p style="text-align:left; "><span>Betonabbruch in Form von Fundamenten, Betonsteinen, Mauern, etc. mit geeignetem Abbruchgerät abbrechen, laden, fahren und beseitigen. </span></p><p style="text-align:left; "><span>Abbruchmaterial geht in das Eigntum des AN über und einer Wiederverwertung nach Wahl des AN zuzuführen&apos;. </span></p></Text><TextComplement Kind="Owner" MarkLbl="51"><ComplCaption><span>Abgerechnet wird </span></ComplCaption><ComplBody><span>&apos;nach örtlichem Aufmaß &apos;</span></ComplBody><ComplTail><span>.</span></ComplTail></TextComplement><Text><p style="text-align:left; "><span/></p></Text><Text><p style="text-align:left; "><span/></p></Text><Text><p style="text-align:left; "><span>Beton ohne Bewehrung</span></p><p style="text-align:left; "><span>Ausführung in mehreren Einzelflächen</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Beton aufbrechen und entsorgen, Fundamente, Mauern, etc</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APKNNBRJECTZUCKT" RNoPart="50"><UPBkdn>No</UPBkdn><Qty>125.000</Qty><QU>m2</QU><Description><CompleteText><ComplTSA>Yes</ComplTSA><DetailTxt><Text><p style="text-align:left; "><span>Betonsteinpflaster (verschiedene Pflasterarten - Rechteckpflaster, Verbundpflaster, Rasengittersteine, etc. und unterschiedliche Abmessungen) im Bereich der Parkplatzflächen und privaten Einfahrten, Zugängen und Nebenflächen,</span><br/><span>8-10 cm stark,</span></p><p style="text-align:left; "><span>in Splitt verlegt, aufbrechen, aufnehmen und entsorgen,</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Pflaster im Bereich der ehemaligen Zufahrt und der Stellflächen.</span><br/></p></Text><TextComplement Kind="Owner" MarkLbl="41"><ComplCaption><span>Anfallende Stoffe </span></ComplCaption><ComplBody><span>&apos;gehen in das Eigntum des AN über und sind zu beseitigen &apos;</span></ComplBody><ComplTail><span>.</span></ComplTail></TextComplement><Text><p style="text-align:left; "><span> </span></p></Text><TextComplement Kind="Owner" MarkLbl="51"><ComplCaption><span>Abgerechnet wird </span></ComplCaption><ComplBody><span>&apos;nach Abtragsprofilen oder örtlichem Aufmaß &apos;</span></ComplBody><ComplTail><span>.</span></ComplTail></TextComplement><Text><p style="text-align:left; "><br/><span>Handaushub wird nicht gesondert vergütet.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Betonsteinpflaster aufbrechen, aufnehmen und entsorgen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APDWELFLJAFYDAFB" RNoPart="60"><UPBkdn>No</UPBkdn><Qty>160.000</Qty><QU>m2</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Betonsteinpflaster (verschiedene Pflasterarten - Rechteckpflaster, Verbundpflaster, Rasengittersteine, etc. und unterschiedliche Abmessungen) im Bereich des Gehweges und privaten Einfahrten, Zugängen und Nebenflächen,</span><br/><span>8-10 cm stark,</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Pflaster im Bereich des Gehweges (Pfälzer Pflaster und Rechteckpflaster)</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>aufnehmen,säubern und für den Wiedereinbau lagern.</span></p><p style="text-align:left; "><span>Transportweg bis ca. 2 km</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Betonteinpflaster, aufnehmen, lagern</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APSGKKJAITJWLLYC" RNoPart="70"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Straßeneinlauf, komplett mit Unterteil, Rost, in Beton versetzt ,</span></p><p style="text-align:left; "><span>aufnehmen und entsorgen.</span></p><p style="text-align:left; "><span>Format 300 x 500 mm</span></p><p style="text-align:left; "><span>einschl. Anschlussleitung mit Kappe verschließen und Betonpfropfen ummanteln..</span></p><p style="text-align:left; "><span>einschl. aller erf. Materialien und Nebenarbeiten</span></p><p style="text-align:left; "><span>Anfallende Stoffe gehen in den Besitz des AN über und sind zu</span></p><p style="text-align:left; "><span>beseitigen.</span></p><p style="text-align:left; "><span>einschl. entsprechend notwendiger Erdarbeiten.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Straßenentwässerungseinlauf 300 x 500 aufnehmen und entsorgen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APFTFLIGBSRAXYNY" RNoPart="2"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Anpassungsarbeiten</span></p></LblTx><BoQBody><Itemlist><Item ID="APUBLWXQOTMUWMXJ" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Vorhandene Schachtabdeckung (Hausanschlussschacht) in der zukünftigen Grünfläche an die neue Geländehöhe anpassen,</span></p><p style="text-align:left; "><span>Höhenänderung bis  +/- 10 cm.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Bestehende Schachtabdeckung anpassen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APQYBIENOSTDFHZX" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>2.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Bestehende Hausanschluss-Schieberkappe an die neue Geländehöhe anpassen,</span></p><p style="text-align:left; "><span>Höhenänderung +/-10 cm</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Bestehende Hydrant-/Schieberkappe höhenmäßig anpassen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APJJGKDDBPDFGVKU" RNoPart="3"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Sicherungsarbeiten</span></p></LblTx><BoQBody><Itemlist><Item ID="APKGMDYLLHUIVBSC" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Baum während der Bauzeit durch Erstellung einer geeigneten Unterkonstruktion mit einer senkrechten Bretterverkleidung, einschl.  einer Polsterung zwischen Stamm und Schalung aus geeignetem Material, gegen mechanische Beschädigung schützen, einschl. Vorhaltung und Beseitigung.</span></p><p style="text-align:left; "><span>Stammdurchmesser: 10 cm bis 30 cm</span></p><p style="text-align:left; "><span>Brettdicke: ca. 24 mm</span></p><p style="text-align:left; "><span>Höhe: mind. 2,00 m</span></p><p style="text-align:left; "><span>Polsterungsdicke: mind. 10 cm</span></p><p style="text-align:left; "><span>Polstermaterial: Stroh, Styropor, o.ä.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Bäume schützen &gt;10-30 cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APWNJUUUXPSCVNKO" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Baum  umsetzen,</span></p><p style="text-align:left; "><span>bestehenden Baum ausgraben, aufnehmen und bis zur Wiedereinpflanzung lagern, einschl. Schutz vor Beschädigung, Wurzelschutz und Schutz vor Austrocknung.</span></p><p style="text-align:left; "><span>Baum in neu herzustellenden Pflanzgrube versetzen. Lage  nach Angabe der AG. </span></p><p style="text-align:left; "><span>Pflanzgrube herstellen,</span></p><p style="text-align:left; "><span>Maße 80 cm x 80 cm,</span></p><p style="text-align:left; "><span>Tiefe 80 cm ,</span></p><p style="text-align:left; "><span>Pflanzgrube mit Oberboden verfüllen, Gießring herstellen und angießen.</span></p><p style="text-align:left; "><span>Einschl. Pflanzverankerung für Hochstamm mit Pfahl - Dreibock</span></p><p style="text-align:left; "><span>herstellen,</span></p><p style="text-align:left; "><span>mit Rahmen aus Halbrundhölzern,</span></p><p style="text-align:left; "><span>Pfahllänge 250 cm,</span></p><p style="text-align:left; "><span>Zopfdicke 8 /10 cm,</span></p><p style="text-align:left; "><span>Bindegut aus Kokosstrick</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><image Encoding="base64" Type="image/jpeg" 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</image></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Baum umsetzen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APVKIDRVLLUGGJZE" RNoPart="30"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Straßen- und Verkehrsschilder nach StVO während der Baumaßnahme vor Beschädigung nach Wahl des AN schützen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Straßen- und Verkehrsschilder sichern</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APFKATQXKYJWFFYK" RNoPart="40"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Straßen- und Verkehrsschilder nach StVO einschließlich</span><br/><span>Fundamentierung und den erforderlichen Erdarbeiten,</span><br/><span>abbauen, laden und nach Angaben des AG zur Lagerung  transportieren.</span></p><p style="text-align:left; "><span>Betonfundamente abbrechen und entsorgen,</span><br/><span>Anfallende Stoffe gehen in das Eigentum des AN über und</span><br/><span>sind zu beseitigen.</span><br/><br/><span>Transportweg bis ca. 2 km,</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Straßen- und Verkehrsschilder abbauen, transportieren</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APIXLPCHWHPNJQQZ" RNoPart="50"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Straßen- und Verkehrsschilder nach StVO einschließlich</span><br/><span>Fundamentierung und den erforderlichen Erdarbeiten,</span><br/><span>abbauen, laden, nach Angaben des AG transportieren und</span><br/><span>lagern und wiedereinbauen,</span><br/><span>Betonfundamente abbrechen und entsorgen,</span><br/><span>Anfallende Stoffe gehen in das Eigentum des AN über und</span><br/><span>sind zu beseitigen.</span><br/><br/><span>Transportweg bis ca. 2 km,</span><br/><span>Straßen- und Verkehrsschilder sind vor Beschädigungen</span><br/><span>zu schützen,</span><br/><span>einschl. Erdarbeiten und Betonarbeiten (Fundament),</span><br/><span>einschl. Liefern und Einbauen einer entsprechenden</span><br/><span>Bodenhülse,</span><br/><span>inkl. aller erforderlichen Materialien und</span><br/><span>Nebenleistungen,</span><br/><br/><span>Abrechnung erfolgt pro Stück Fundament</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Straßen- und Verkehrsschilder abbauen, lagern und wiedereinbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQCtgy><BoQCtgy ID="APQUOHMHBOQGZFNB" RNoPart="3"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Tief- und Straßenbauarbeiten</span></p></LblTx><BoQBody><BoQCtgy ID="APXJFLZJSWPCCYOH" RNoPart="1"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Oberbodenarbeiten</span></p></LblTx><BoQBody><Itemlist><Item ID="APDBASTNBAETWVJR" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>10.000</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Abschieben des vorhandenen Oberbodens, DIN 18 300, laden und auf dem Zwischenlagerplatz auf Mieten lagern,</span><br/><span>gegen Nässe schützen,</span><br/><span>Abtragsdicke: i. M. ca. 20 cm.</span><br/></p><p style="text-align:left; "><span>Separierten und seitlich gelagerten Oberboden wieder auftragen</span></p><p style="text-align:left; "><span>Einbaustärke i.M. 40 cm - 50 cm</span></p><p style="text-align:left; "><span>Vor Wiedereinbau ist der Einbaubereich nochmals mit</span><br/><span>Gerät aufzulockern.</span></p><p style="text-align:left; "><span>Andeckung in Grünflächen, einschl. Profilierung der Grünflächen und Feinplanum</span></p><p style="text-align:left; "><br/><span>Das Separieren und die Entsorgung von Unrat und größeren Steinen wird nicht gesondert vergütet.</span><br/><br/><span>Mengenermittlung nach einem gemeinsamen örtlichen Aufmaß an der Auftragsstelle.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Oberboden abtragen, separieren, lagern und wiedereinbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APJFZBUOVHBMIKHJ" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>55.000</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Liefern und Einbauen von Oberboden für Pflanzbeete / Gehölzflächen</span></p><p style="text-align:left; "><span>Oberboden gesiebt liefern, fachgerecht in Pflanzbeete für Bäume und Sträucher einbauen und planieren.</span></p><p style="text-align:left; "><span>Bodengruppe 3a / 3b DIN 18915 schwach bindig, sandig / schwach bindig, kiesig</span><br/><span>Der Boden muss strukturstabil, tragfähig und gut durchwurzelbar sein.</span></p><p style="text-align:left; "><span>Humusgehalt: 2,0 bis 5,0 Massenprozent (M.-%) gemäß DIN 18915 für Gehölzflächen.</span></p><p style="text-align:left; "><span>Reinheit: Der Oberboden muss frei von störenden Fremdstoffen wie Bauschutt, Steinen &gt; 30 mm, Wurzelunkräutern (z. B. Giersch, Quecke), Plastikresten und groben Holzstücken sein.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Einbaustärke i.M. 40 cm - 50 cm</span></p><p style="text-align:left; "><span>Vor Einbau ist der Einbaubereich nochmals mit</span><br/><span>Gerät aufzulockern.</span></p><p style="text-align:left; "><span>Andeckung in Grünflächen, einschl. Profilierung der Grünflächen und Feinplanum</span></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Oberboden  liefern und einbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APNAEVQAOXQEXUOH" RNoPart="2"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Erdarbeiten</span></p></LblTx><BoQBody><Itemlist><Remark ID="APZTVMDCNKURDSQC"><Description><StLNo Type="StLB">9300200011101101</StLNo><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Für die Ausführung gelten</span><br/><span>die Zusätzlichen Technischen Vertragsbedingungen und</span><br/><span>Richtlinien für Erdarbeiten im Straßenbau (ZTVE-StB),</span><br/><span>die Zusätzlichen Technischen Vertragsbedingungen und</span><br/><span>Richtlinien für die Ausführung von Tragschichten im</span><br/><span>Straßenbau (ZTVT-StB),</span><br/><span>die Technischen Lieferbedingungen für Mineralstoffe</span><br/><span>im Straßenbau (TL Min-StB).</span><br/><span>Die Zusätzlichen Technischen Vertragsbedingungen und</span><br/><span>Richtlinien für Aufgrabungen in Verkehrsflächen</span><br/><span>(ZTVA-StB).</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Für die Ausführung gelten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Remark ID="APCTUNBTLJDXXIII"><Description><StLNo Type="StLB">930020004002</StLNo><CompleteText><ComplTSA>Yes</ComplTSA><DetailTxt><Text><p style="text-align:left; "><span>Die Leistungen werden abgerechnet</span><br/></p></Text><TextComplement Kind="Owner" MarkLbl="31"><ComplCaption><span>nach </span></ComplCaption><ComplBody><span>&apos;DIN 18300 Erdarbeiten </span><br/><span>bzw. DIN EN 1610 bzw. den</span><br/><span>strengeren Anforderungen</span><br/><span>nach ATV-DVWK-A 139&apos;</span></ComplBody><ComplTail><span>.</span></ComplTail></TextComplement></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Die Leistungen werden abgerechnet</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Remark ID="APIFNAPMMHCTFSWA"><Description><StLNo Type="StLB">9300200041010211</StLNo><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Die Mengenermittlung für die Abrechnung</span><br/><span>der Leistungen erfolgt</span><br/><span>nach Aufmaß.</span><br/><span>Mengen, die nach dem Längen- und/oder Flächenmaß</span><br/><span>abzurechnen sind, werden durch horizontale Messung</span><br/><span>ermittelt.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Die Mengenermittlung für die Abrechnung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Remark ID="APJKQCPAIWFPQTZC"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Angegebene Umrechnungsfaktoren gelten</span><br/><span>für den eingebauten Zustand.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Angegebene Umrechnungsfaktoren gelten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Remark ID="APWGUEMCTLKZGYOP"><Description><StLNo Type="StLB">93002000310101</StLNo><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Beim Lösen</span><br/><span>von Fels und vergleichbaren Bodenarten</span><br/><span>ist Sprengen verboten.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Beim Lösen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Remark ID="APHRBFSRUPBSPOUJ"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Der AN hat sich über die Lage</span><br/><span>von Kabel und Leitungen bei den</span><br/><span>zuständigen Versorgungsträgern</span><br/><span>anhand von Bestandsplänen zu</span><br/><span>unterrichten.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Der AN hat sich über die Lage</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Remark ID="APKQVAGGYSFHOSSF"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Die Aushubsohle ist gegen Witterungs-</span><br/><span>einflüsse zu schützen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Die Aushubsohle ist gegen Witterungs-</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="APKPBUGWOHHRRUJY" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>10.000</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Boden (v.a. ungebundene Tragschichten) für Suchgraben ausheben,</span><br/><span>in reiner Handschachtung,</span><br/><span>zur Freilegung von Kabeln und Leitungen,</span><br/><span>nach Abtrag der Oberflächenbefestigung</span><br/><span>Boden lösen, laden, fördern und</span><br/><span>nach Wahl des AN fachgerecht verwerten bzw. wiedereinbauen (Suchgraben schließen)</span><br/><span>Alle Nachweise für Entsorgung bzw. Verwertung</span><br/><span>sind dem AG vorzulegen.</span><br/><span>Sämtliche Kosten sind einzurechnen.</span><br/><span>Boden BM-0, BM-0*, BM-F0* gem. EBV</span></p><p style="text-align:left; "><span>AVV 170504,</span><br/><span>Aushubtiefe bis 1,00 m,</span><br/><span>Sohlenbreite über 0,6 bis 1,0 m,</span><br/><span>Sohlenlänge über 2,0 bis 2,5 m,</span><br/><span>Die Lage sowie Abmessungen der</span><br/><span>Suchgräben ist vorher mit der</span><br/><span>Bauüberwachung festzulegen.</span><br/><span>Suchgräben ohne vorherige</span><br/><span>Abstimmung werden nicht vergütet.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Suchgraben ausheben</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APAUEASCMZAIRSGW" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>110.000</Qty><QU>m3</QU><Description><CompleteText><ComplTSA>Yes</ComplTSA><DetailTxt><Text><p style="text-align:left; "><span>Boden (v.a. ungebundene Tragschichten) für Platzgestaltung</span><br/><span>nach Abtrag der Oberflächenbefestigung bzw.</span><br/><span>des Oberbodenabtrages profilgerecht ausheben.</span><br/><span>Mit Behinderung durch best. Ver- und</span><br/><span>Entsorgungsleitungen.</span><br/><span>Boden (mit o. g. Anteilen) lösen, laden, zum Zwischenlagerplatz transportieren, zwischenlagern einschl. Haufwerksbeprobung, laden, fördern und fachgerecht entsorgen bzw. verwerten </span></p><p style="text-align:left; "><span>nach Wahl des AN.</span><br/><span>Alle Nachweise für Entsorgung bzw. Verwertung</span><br/><span>sind dem AG vorzulegen.</span><br/><span>Sämtliche Kosten sind einzurechnen.</span><br/><span>Boden BM-0, BM-0*, BM-F0* gem. EBV</span></p><p style="text-align:left; "><span>AVV 170107,</span></p><p style="text-align:left; "><span>Bodenverdrängung 100 %.</span><br/><span>Aushubtiefe bis ca. 0,80 m ab OK Gelände</span><br/></p></Text><TextComplement Kind="Owner" MarkLbl="61"><ComplCaption><span>Anfallende Stoffe </span></ComplCaption><ComplBody><span>&apos;sind zu verwerten bzw. zu entsorgen,</span><br/><span>bei einer Entsorgung auf einer Deponie nach Wahl des AN ist ein Nachweis der Deponie erforderlich,</span><br/><span>Deponiekosten sind mit einzukalkulieren,&apos;</span></ComplBody><ComplTail/></TextComplement><Text><p style="text-align:left; "><br/></p><p style="text-align:left; "><span>ein  baubedingtes  Zwischenlagern zwecks Beprobung (Haufwerksdeklaration) ist einzukalkulieren, einschl. Transprotkosten zum Zwischenlager, erneutes laden und Transport zur Wiederverwertung,</span><br/><span>erhöhter Koordinationaufwand sowie evtl.</span><br/><span>Stillstandskosten aufgrund von Wartezeiten hinsichtlich</span><br/><span>durchzuführender Deklarationsanalysen sind mit</span><br/><span>einzukalkulieren und werden nicht gesondert vergütet,</span></p><p style="text-align:left; "><span>einschl. Durchführung der notwendigen Deklarationsanalysen (2 St für das Gesamtaushubvolumen) unter Beachtung der neuen Bundesbodenschutzverordnung und der Ersatzbaustoffverordnung (Probenahme nach PN 98)</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Boden für Platzbereich, ausheben, verwerten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APZJJXVQLBTANTHJ" RNoPart="30"><UPBkdn>No</UPBkdn><Qty>10.000</Qty><QU>m3</QU><Description><CompleteText><ComplTSA>Yes</ComplTSA><DetailTxt><Text><p style="text-align:left; "><span>Boden für Fundamente</span></p><p style="text-align:left; "><span>nach Abtrag der Oberflächenbefestigung bzw.</span><br/><span>des Oberbodenabtrages und teils des Voraushubes &quot;Platzbereich&quot;profilgerecht ausheben.</span><br/><span>Mit Behinderung durch Ver- und</span><br/><span>Entsorgungsleitungen.</span><br/><span>Boden lösen, laden, zum Zwischenlagerplatz transportieren, zwischenlagern einschl. Haufwerksbeprobung, laden, fördern und fachgerecht entsorgen bzw. verwerten </span></p><p style="text-align:left; "><span>nach Wahl des AN.</span><br/><span>Alle Nachweise für Entsorgung bzw. Verwertung</span><br/><span>sind dem AG vorzulegen.</span><br/><span>Sämtliche Kosten sind einzurechnen.</span><br/><span>Boden BM-0, BM-0*, BM-F0* gem. EBV</span></p><p style="text-align:left; "><span>AVV 170107,</span></p><p style="text-align:left; "><span>Bodenverdrängung 100 %.</span><br/><span>Aushubtiefe bis ca. 0,80 m ab OK Gelände</span><br/></p></Text><TextComplement Kind="Owner" MarkLbl="61"><ComplCaption><span>Anfallende Stoffe </span></ComplCaption><ComplBody><span>&apos;sind zu verwerten bzw. zu entsorgen,</span><br/><span>bei einer Entsorgung auf einer Deponie nach Wahl des AN ist ein Nachweis der Deponie erforderlich,</span><br/><span>Deponiekosten sind mit einzukalkulieren,&apos;</span></ComplBody><ComplTail/></TextComplement><Text><p style="text-align:left; "><br/></p><p style="text-align:left; "><span>ein  baubedingtes  Zwischenlagern zwecks Beprobung (Haufwerksdeklaration) ist einzukalkulieren, einschl. Transprotkosten zum Zwischenlager, erneutes laden und Transport zur Wiederverwertung,</span><br/><span>erhöhter Koordinationaufwand sowie evtl.</span><br/><span>Stillstandskosten aufgrund von Wartezeiten hinsichtlich</span><br/><span>durchzuführender Deklarationsanalysen sind mit</span><br/><span>einzukalkulieren und werden nicht gesondert vergütet,</span></p><p style="text-align:left; "><span>einschl. Durchführung der notwendigen Deklarationsanalysen (2 St für das Gesamtaushubvolumen) unter Beachtung der neuen Bundesbodenschutzverordnung und der Ersatzbaustoffverordnung (Probenahme nach PN 98)</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Grube für Fundamente ausheben, verwerten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APRAGIMLCXWBXNEX" RNoPart="40"><UPBkdn>No</UPBkdn><Qty>110.000</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Zulage zur Entsorgung (Pos. 3.2.10-3.2.30)</span></p><p style="text-align:left; "><span>jedoch Boden bzw. Boden-Bauschutt-Gemisch </span></p><p style="text-align:left; "><span>BM-F0*-BM-F1 gem. EBV</span></p><p style="text-align:left; "><span>AVV 170107,</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Zulage zur Entsorgung BM-F0* bis BM-F1</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APVSDYUOXTTTXVPV" RNoPart="50"><UPBkdn>No</UPBkdn><Qty>20.000</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Zulage zur Entsorgung (Pos. 3.2.10-3.2.30)</span></p><p style="text-align:left; "><span>jedoch Boden bzw. Boden-Bauschutt-Gemisch </span></p><p style="text-align:left; "><span>BM-F2 gem. EBV</span></p><p style="text-align:left; "><span>AVV 170107,</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Zulage zur Entsorgung BM-F2</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APHLRIAVAANKWNLY" RNoPart="60"><UPBkdn>No</UPBkdn><Qty>20.000</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Zulage zur Entsorgung (Pos. 3.2.10-3.2.30)</span></p><p style="text-align:left; "><span>jedoch Boden bzw. Boden-Bauschutt-Gemisch</span></p><p style="text-align:left; "><span>BM-F3 gem. EBV</span></p><p style="text-align:left; "><span>AVV 170107,</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Zulage zur Entsorgung BM-F3</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APIAUTDBIWLXIIXV" RNoPart="70"><UPBkdn>No</UPBkdn><Qty>40.000</Qty><QU>m3</QU><Description><CompleteText><ComplTSA>Yes</ComplTSA><DetailTxt><Text/><TextComplement Kind="Owner" MarkLbl="11"><ComplCaption><span>Leistung wie Position </span></ComplCaption><ComplBody><span>&apos;zuletzt in</span><br/><span>vollem Wortlaut beschrieben&apos;</span></ComplBody><ComplTail><span>,</span></ComplTail></TextComplement><Text><p style="text-align:left; "><span/></p></Text><TextComplement Kind="Owner" MarkLbl="21"><ComplCaption><span>jedoch </span></ComplCaption><ComplBody><span>&apos;Bodenklasse 2 als Zulage</span><br/><span>zu allen vorgenannten Aushubpositionen&apos;</span></ComplBody><ComplTail><span>.</span></ComplTail></TextComplement><Text><p style="text-align:left; "><span/></p></Text><Text><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">WiePos &apos;zuletzt&apos; &apos;Zul. Bodenkl. 2&apos;.</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APADWYFNNBTUTQDM" RNoPart="80"><UPBkdn>No</UPBkdn><Qty>10.000</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Ausheben von Hand</span><br/><span>als Zulage zu allen Positionen der</span><br/><span>Bodenbewegungen.</span><br/><span>Mit Ausnahme der Positionen</span><br/><span>Suchgraben und Schürfschlitze.</span><br/><span>Ausführung nach besonderer Anordnung des AG.</span><br/><span>Mit Behinderung durch bestehende</span><br/><span>Leitungen und Kabel.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Ausheben Hand Zulage</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APCRLVFYABKTZCBP" RNoPart="90"><UPBkdn>No</UPBkdn><Qty>450.000</Qty><QU>m2</QU><Description><CompleteText><ComplTSA>Yes</ComplTSA><DetailTxt><Text><p style="text-align:left; "><span>Erdplanum herstellen,</span><br/></p></Text><TextComplement Kind="Owner" MarkLbl="21"><ComplCaption><span>für </span></ComplCaption><ComplBody><span>&apos;Verkehrs- und Wegflächen &apos;</span></ComplBody><ComplTail><span>,</span></ComplTail></TextComplement><Text><p style="text-align:left; "><br/><span>zulässige Abweichung von der Sollhöhe +/- 3 cm.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Erdplanum herstellen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APFCKDPQWCSRUTTS" RNoPart="100"><UPBkdn>No</UPBkdn><Qty>450.000</Qty><QU>m2</QU><Description><CompleteText><ComplTSA>Yes</ComplTSA><DetailTxt><Text><p style="text-align:left; "><span>Bodenklassen 3 bis 5, ZTV E-StB 09,</span><br/><span>geforderter Verdichtungsgrad DPr 97 %.</span><br/><span>Verformungsmodul auf Erdplanum mindestens Ev2 = 45</span><br/><span>MN/m²,</span><br/></p></Text><TextComplement Kind="Owner" MarkLbl="51"><ComplCaption><span>Ausführung </span></ComplCaption><ComplBody><span>&apos; mit geeignetem Gerät &apos;</span></ComplBody><ComplTail><span>.</span></ComplTail></TextComplement></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Erdplanum verdichten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APDHAHYMCNDUDIIR" RNoPart="110"><UPBkdn>No</UPBkdn><Qty>450.000</Qty><QU>m2</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Zulage, Stat. Verdichtung,</span></p><p style="text-align:left; "><span>im Bereich angrenzender Bebauung ist mit statisch wirkenden Verdichtungsgeräten zu arbeiten.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Zulage, statische Verdichtung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APEGNGVKXBXQBAJW" RNoPart="3"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Baugrundverbesserung</span></p></LblTx><BoQBody><Itemlist><Item ID="APKITNSTKKAGBKXA" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>40.000</Qty><QU>m3</QU><Description><CompleteText><ComplTSA>Yes</ComplTSA><DetailTxt><Text><p style="text-align:left; "><span>Bodenaustauschmaterial liefern und einbauen</span><br/></p></Text><TextComplement Kind="Owner" MarkLbl="21"><ComplCaption/><ComplBody><span>&apos;Bodenaustausch als Baugrund-</span><br/><span>verbesserung für Verkehrs- und Wegflächen&apos;</span></ComplBody><ComplTail><span>,</span></ComplTail></TextComplement><Text><p style="text-align:left; "><br/><span>profilgerecht,</span><br/></p></Text><TextComplement Kind="Owner" MarkLbl="31"><ComplCaption><span>mit </span></ComplCaption><ComplBody><span>&apos;vom AN zu liefernden Stoffen</span><br/><span>lageweise einbauen.</span><br/><br/><span>Material: gebrochenes Hartgestein der Körnung 0/56,</span><br/><span>Herstellung nach Angabe der Bauleitung</span><br/><span>Bodenaustausch ohne vorherige</span><br/><span>Abstimmungen werden nicht vergütet..</span><br/><span>Umrechnungsfaktor To/m3 = 2.0&apos;</span></ComplBody><ComplTail><span>,</span></ComplTail></TextComplement><Text><p style="text-align:left; "><br/></p></Text><TextComplement Kind="Owner" MarkLbl="51"><ComplCaption><span>Einbauhöhe in m </span></ComplCaption><ComplBody><span>&apos;bis 0,20 und 0,30 m</span><br/><span>lageweise&apos;</span></ComplBody><ComplTail><span>.</span></ComplTail></TextComplement><Text><p style="text-align:left; "><br/><span>Weitere geforderte Eigenschaften:</span><br/><span>Anteil abschlämmbarer Körner &lt; 0,063 mm max 15 M%</span><br/><span>Ungleichförmigkeitsgrad U&gt;6</span><br/><br/><span>Bodenaushub wird über die Erdarbeitenpositionen</span><br/><span>abgerechnet.</span><br/><br/><span>Die Filterstabilität zw. Austauschmaterial und</span><br/><span>Frostschutzmaterial ist nachzuweisen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Untergrundverbesserung für Verkehrsflächen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APJOMLTZKAWMMJJD" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>125.000</Qty><QU>m2</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Stempeldurchdrückkraft (x*-s) ³  ca. 2,5 kN</span><br/><span>Flächengewicht ³  &gt;150 g/m²</span><br/><span>Geotextilrobustheitsklasse: 3</span><br/><br/><span>Dicke bei 2 kPa: ca. 1,2 mm</span><br/><span>Höchstzugkraft: ca. 18 kN/m</span><br/><span>Höchstzugkraftdehnung: ca. 30 %</span><br/><br/><span>Durchflussmenge bei 50 mm WS: ca. 55 l/(m²x s)</span><br/><span>wirksame Öffnungsweite: ca. 0,10 mm</span><br/><br/><span>Die Überlappung, die in Schüttrichtung auszuführen ist,</span><br/><span>beträgt 50 cm.</span><br/><span>Abgerechnet wird die mit Vlies abgedeckte Fläche.</span><br/><span>Einbau in Straßenbaufläche</span><br/><br/><br/><span>Die Abrechnung erfolgt über ein gemeinsames örtliches</span><br/><span>Aufmaß.</span><br/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Vliesstoff liefern und einbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APCLSNEPGGQCDGJQ" RNoPart="4"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Sicherungsarbeiten</span></p></LblTx><BoQBody><Itemlist><Item ID="APELPDFCNILHYRTL" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>45.000</Qty><QU>m</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Sicherung der Bordanlage und der Rinnenplatten zur Achtstraße und Salzgasse im Zuge des Gehwegausbaus (Aushub, Herstellung Unterbau und Pflasterung).</span></p><p style="text-align:left; "><span>Die Bordanlage zur Straße wird entlang des Salzplatzes belassen und nicht neu ausgebaut.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Sicherung Bordanlage</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APQBXSXDNKZZQCSD" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>1.500</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Ortbeton liefern zur Ausbesserung der Rückenstütze / Hinterfüllung und abschnittsweisen Unterfangungen des bestehenden Bordanlage</span><br/><span>aus unbewehrtem Beton</span><br/><span>als Normalbeton DIN EN 206</span><br/><span>C 25/30</span><br/><span>Dicke bis 25 cm.</span><br/><span>Unterfangungshöhe bis 0,20 m.</span></p><p style="text-align:left; "><span>einschließlich Aushub und Schalung</span><br/><span>Ausführung in Einzelabschnitten.</span></p><p style="text-align:left; "><span>Zulage Handschachtung über gesonderte Position &quot;Erdarbeiten - Handaushub&quot;</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Beton liefern für Hinterfüllung / Unterfangung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APODMMUKKRBRYOTC" RNoPart="30"><UPBkdn>No</UPBkdn><Qty>45.000</Qty><QU>m</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:justify; "><span>Erschwernisse bei dem Bodenaushub über Leitungen von Straßenbeleuchtung, Telekom, Stromversorgung und Leerrohren etc. gem. Kabelschutzanweisungen.</span></p><p style="text-align:left; "><span>Es ist damit zu rechnen, dass die Leitungen in oder über Planumshöhe liegen / verlaufen und freigelegt bzw. abgestützt werden müssen.</span></p><p style="text-align:left; "><span>Laufen mehrere Leitungen (Kabel bzw. Kabelrohre) in einem Abstand von kleiner 50 cm, so gilt dies als eine Leitung und wird nur einfach vergütet.</span></p><p style="text-align:left; "><span/></p><p style="text-align:justify; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Erschwernisse beim Bodenaushub über  Leitungen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APDKJIJKQQMXMSPU" RNoPart="5"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Randeinfassungen</span></p></LblTx><BoQBody><Itemlist><Remark ID="APCLOARHIYLNTDNK"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Alle Positionen &quot;Betonfertigteile&quot; (Bordsteine, Betonsteinpflaster,</span></p><p style="text-align:left; "><span>usw.) bei denen keine Farbangabe gemacht wurde, beziehen sich auf die Grundfarbe Grau.</span></p><p style="text-align:left; "><span> </span></p><p style="text-align:left; "><span>Sofern nicht anders vorgegeben, sind alle Betontragschichten/Fundamente auf einer Sauberkeitsschicht,</span></p><p style="text-align:left; "><span>sowie tragfähigem Untergrund aufzubauen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Hinweis</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="APIABPPXGBCWCSEN" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>45.000</Qty><QU>m</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Tiefborde aus Beton auf einem 20cm starken Unterbeton</span><br/><span>mit beidseitig geschalter Rückenstütze 15/15cm aus</span><br/><span>Beton C 20/25 (Flusskies MV 1:3) .</span><br/><span>direkt auf den noch ungebundenen Unterbeton flucht- und</span><br/><span>höhengerecht versetzen.</span><br/><br/><span>Ohne Verfugung mit 5mm Stoßfugen.</span><br/><span>Im Preis enthalten sind außerdem Versetzen der</span><br/><span>Tiefborde noch folgende Leistungen:</span><br/><span>Liefern der Tiefborde, Liefern und Einbauen des</span><br/><span>Rückenbetons sowie des Unterbetons.</span><br/><span>Der Unterbeton und Rückenbeton ist zwischen flucht-und</span><br/><span>höhengerechter Schalung einzubringen und sorgfältig und</span><br/><span>intensiv mit geeignetem Gerät zu verdichten. Betongüte</span><br/><span>wie vor beschrieben.</span><br/><br/><span>Tiefborde 10/30/100</span><br/><span>Farbe: grau</span><br/><br/><span>einschl. Liefern und Einbauen von Bewegungsfugen</span><br/><span>Dehnscheiben aus Neukautschuk, vulkanisiert, Dichte 1,2</span><br/><span>kg/dm³, kein Gummigranulat,</span><br/><span>fest eingepresst im Abstand von ca. 6-8 m im Bordsteinbereich</span><br/><span>die Bewegungsfugen sind im betroffenen Bereich durchgängig über Bordstein und Unterbeton zu führen</span><br/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Tiefborde T 10/30/100</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APMATBRSKMZVHLBU" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>16.000</Qty><QU>m</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Hochborde aus Beton auf einem 20cm starken Unterbeton</span><br/><span>mit beidseitig geschalter Rückenstütze 15/15cm aus</span><br/><span>Beton C 20/25 (Flusskies MV 1:3) .</span><br/><span>direkt auf den noch ungebundenen Unterbeton flucht- und</span><br/><span>höhengerecht versetzen.</span></p><p style="text-align:left; "><span>Ohne Verfugung mit 5mm Stoßfugen.</span><br/></p><p style="text-align:left; "><span>Hochbordsteine werden bauseits gestellt und sind auf dem Bauhof gelagert.</span></p><p style="text-align:left; "><span>Einschl. Hochbordsteine auf dem Bauhof laden, zur Baustelle transportieren und entladen.</span></p><p style="text-align:left; "><span>Transportweg 2 km</span></p><p style="text-align:left; "><br/><span>Im Preis enthalten sind außer dem Versetzen der</span><br/><span>Hochborde noch folgende Leistungen:</span><br/><span>Transport vom Bauhof einschl. laden / entladen, Liefern und Einbauen des Rückenbetons sowie des Unterbetons.</span><br/><br/><span>Der Unterbeton ist zwischen flucht-und höhengerechter</span><br/><span>Schalung einzubringen und sorgfältig und intensiv mit</span><br/><span>geeignetem Gerät zu verdichten. Betongüte wie vor</span><br/><span>beschrieben.</span><br/><br/><span>einschl. Liefern und Einbauen von Bewegungsfugen</span><br/><span>Dehnscheiben aus Neukautschuk, vulkanisiert, Dichte 1,2</span><br/><span>kg/dm³, kein Gummigranulat,</span><br/><span>fest eingepresst im Abstand von ca. 8 m im Bordsteinbereich</span><br/><span>die Bewegungsfugen sind im betroffenen Bereich durchgängig über  Bordstein und Unterbeton zu führen</span><br/><br/><br/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Hochbordstein</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APHDEVCHNBTLMKRI" RNoPart="30"><UPBkdn>No</UPBkdn><Qty>3.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Zulage für Lieferung und Einbau Hochbord 12 cm Stich Absenker auf niveaugleich, Länge Absenkung 2 m</span></p><p style="text-align:left; "><span>HB-Absenker passend zu bauseits gestelltem Material </span></p><p style="text-align:left; "><span>gestrahlt, Passand grau</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Zulage, HB Absenker auf niveaugleich, l=2m</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APCOLUKHDNFOHURS" RNoPart="40"><UPBkdn>No</UPBkdn><Qty>85.000</Qty><QU>m</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Randeinfassung aus Betonsteinpflaster herstellen.</span></p><p style="text-align:left; "><span>Betonsteinpflaster als Läufer in Beton versetzen,</span></p><p style="text-align:left; "><br/><span>Unterbeton, C20/25, 20 cm dick </span></p><p style="text-align:left; "><span>mit einseitiger Rückenstütze mind. 10-15 cm breit, keilförmig aus Beton C 20/25 (Flusskies MV 1:3), Rückenstütze bis 3-4 cm unter Steinoberkante hochziehen.</span></p><p style="text-align:left; "><span>in Schalung herstellen und durch stampfen verdichten, Pflasterbett aus geeignetem frost- und tausalzwiderstandsfähigem Pflasterbettungsmörtel, Dicke im verdichteten Zustand  3 bis 5 cm, &quot;frisch in frisch&quot; aufbringen und Pflastersteine in geplanter endgültiger Höhe hammerfest versetzen. Auf das Betonfundament ist </span><br/><span>vor dem Aufbringen der Mörtelbettung vollflächig Haftvermittler aufzubringen. </span><br/><br/><span>Pflastersteine werden bauseits gestellt und sind auf dem Bauhof gelagert.</span></p><p style="text-align:left; "><span>Einschl. Pflastersteine auf dem Bauhof laden, zur Baustelle transportieren und entladen.</span></p><p style="text-align:left; "><span>Transportweg 2 km</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Pflastersteine wechselweise aus mehreren Paketen</span><br/><span>entnehmen und höhen- und fluchtgerecht in vorgeschriebenem </span><br/><span>Verband unter Einhaltung der Mindestfugenbreite verlegen.</span></p><p style="text-align:left; "><span>Farbmischung beachten. </span></p><p style="text-align:left; "><br/><span>Frost- und tausalzwiderstandsfähigen Pflasterfugenmörtel als </span><br/><span>Werktrockenmörtel, Druckfestigkeit im eingebauten Zustand min. 30 N/mm² max. 40 N/mm², nach Herstellervorschrift mischen und vollfugig einschlämmen. </span><br/><span>Pflasterläufer vor Abbinden des Mörtels von Rückständen reinigen.</span><br/><span>Bewegungsfugen im Abstand von 6m - 7 m  </span><br/><span>durch Einlegen einer Trennscheibe aus Neukautschuk-RC-</span><br/><span>Material n der gesamten Aufbauhöhe Beton/Mörtel/Stein herstellen. Fugenspalt 3 cm tief freilegen und nach ZTV Fug-StB füllen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Pflastermaße                                                                                   : lxbxh in cm: 16 x  12 x 10,8</span></p><p style="text-align:left; "><span>Farbmischung:</span></p><p style="text-align:left; "><span>Passand grau ST9670</span></p><p style="text-align:left; "><span>Passand grau ST9680</span></p><p style="text-align:left; "><span>Passand grau ST6670</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Randeinfassung aus Pflasterläufer in Beton</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Remark ID="APGPXTXETVQXEZRT"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Schneiden von Borden</span><br/><span>Alle Arten von Borden sind mit geeignetem Nass- oder Trockenschneidegerät zu trennen.</span><br/><span>Gebrochene Borde werden seitens des Auftraggebers nicht angenommen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Schneiden von Borden</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="APRCMTVHAOGWIVIS" RNoPart="50"><UPBkdn>No</UPBkdn><Qty>15.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Tiefbordsteine auf Passmaß quer trennen.</span></p><p style="text-align:left; "><span>senkrechter oder schräger Schnitt,</span></p><p style="text-align:left; "><span>Schutt in Eigentum des AN übernehmen und beseitigen</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Tiefbordsteine T 8-10/30/100 quer trennen,</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APWSKVNLNSNWBRIZ" RNoPart="60"><UPBkdn>No</UPBkdn><Qty>12.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Hochbordsteine H 12-15/30/100 quer trennen,</span></p><p style="text-align:left; "><span>senkrechter oder schräger Schnitt,</span></p><p style="text-align:left; "><span>Schutt in Eigentum des AN übernehmen und beseitigen</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Hochbordsteine H 12-15/30/100 quer trennen,</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APVYDDDRHNSSSPCN" RNoPart="70"><UPBkdn>No</UPBkdn><Qty>40.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Schneiden der o. g. Pflastersteine für Pflasterläufer in Beton ausschließlich als Nassschnitt </span></p><p style="text-align:left; "><span>Pflasterstärke : 10,8 cm </span></p><p style="text-align:left; "><span> </span></p><p style="text-align:left; "><span>Gebrochene Pflastersteine werden seitens des Auftraggebers nicht aktzeptiert.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Schneiden der Pflastersteine für Pflasterläufer in Beton</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APAFPDMNLAVBVNNU" RNoPart="6"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Trag- und Deckschichten</span></p></LblTx><BoQBody><Itemlist><Item ID="APXDMNEPPJRQJFQH" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>50.000</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Frostschutzschicht liefern und einbauen.</span><br/><span>Frostschutzschicht aus gebrochenem, kornabgestuftem</span><br/><span>Material, gem. ZTV SoB-StB  und ZTV E-StB der aktuellsten</span><br/><span>Fassung,</span><br/><span>liefern, einbauen und verdichten,</span><br/><span>im Bereich von Verkehrsflächen und Gehwegen,</span><br/></p><p style="text-align:left; "><span>Verlangt wird ein Tragwert von </span></p><p style="text-align:left; "><span>Parkplatzfläche und Geweg: EV2 mind. 100 MN/m²</span><br/><span>Platzfläche: EV2 mind. 45 MN/m² </span><br/></p><p style="text-align:left; "><span>Einbaustärke in verdichtetem Zustand:</span><br/><span>Parkplatzfläche und Geweg: 21 cm</span><br/><span>Platzfläche: 11 cm</span><br/></p><p style="text-align:left; "><span>Material:Gebrochenes Naturgestein. Körnung 0/32 bis</span><br/><span>0/45, Kornanteil unter 0,063 mm im eingebauten Zustand max.</span><br/><span>5,0 v.H.</span><br/></p><p style="text-align:left; "><span>Toleranz für Sollhöhe +2,0/-2,0 cm.</span><br/><span>Verdichtungsgrad Dpr mind. 103 %</span><br/><span>Verhältniswert Ev2/Ev1 max 2,2</span><br/><span>einschl. Liefern eines Eignungsnachweises (gem. den</span><br/><span>Anforderungen der TL SoB-StB ) vor Einbau,</span><br/><br/><span>Die Abrechnung erfolgt über ein gemeinsames örtliches</span><br/><span>Aufmaß</span><br/><span>(verdichteter Zustand).</span><br/><span>Die Lieferscheine sind dem AG vorzulegen.</span><br/><span>(keine Abrechnung über Umrechnungsfaktor)</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Frostschutzmaterial Nat. einbauen und verdichten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APSVCIRWIUGASXLB" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>45.000</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Schottertragschicht liefern und einbauen.</span><br/><span>Frostschutzschicht aus gebrochenem, kornabgestuftem</span><br/><span>Material, gem. ZTV SoB-StB  und ZTV E-StB der aktuellsten</span><br/><span>Fassung,</span><br/><span>liefern, einbauen und verdichten,</span><br/><span>im Bereich von Verkehrsflächen und Gehwegen,</span><br/></p><p style="text-align:left; "><span>Verlangt wird ein Tragwert von </span></p><p style="text-align:left; "><span>Parkplatzfläche und Geweg: EV2 mind. 120 MN/m²</span><br/><span>Platzfläche: EV2 mind. 80 MN/m² </span><br/></p><p style="text-align:left; "><span>Einbaustärke in verdichtetem Zustand:</span><br/><span>Parkplatzfläche und Geweg: 15 cm</span><br/><span>Platzfläche: 15 cm</span><br/><br/><span>Material: Naturschotter 0/32-0/45.</span><br/></p><p style="text-align:left; "><span>Toleranz für Sollhöhe +1,0/-1,0 cm.</span><br/><span>Verdichtungsgrad Dpr mind. 103 %</span><br/><span>Verhältniswert Ev2/Ev1 max 2,2</span><br/><span>einschl. Liefern eines Eignungsnachweises (gem. den</span><br/><span>Anforderungen der TL SoB-StB ) vor Einbau,</span><br/><br/><span>Die Abrechnung erfolgt über ein gemeinsames örtliches</span><br/><span>Aufmaß</span><br/><span>(verdichteter Zustand).</span><br/><span>Die Lieferscheine sind dem AG vorzulegen.</span><br/><span>(keine Abrechnung über Umrechnungsfaktor)</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Schottertragschicht liefern und einbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APAQFPHGKFTWHTRJ" RNoPart="30"><UPBkdn>No</UPBkdn><Qty>450.000</Qty><QU>m2</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Zulage,</span></p><p style="text-align:left; "><span>im Bereich angrenzender Bebauung ist mit statisch wirkenden Verdichtungsgeräten zu arbeiten.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Zulage, statische Verdichtung Frostschutz- und Schottertragschicht</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APJRRBGDNWUORYYN" RNoPart="40"><UPBkdn>No</UPBkdn><Qty>200.000</Qty><QU>m2</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Angrenzende private Flächen und Zufahrtsbereiche regulieren.</span></p><p style="text-align:left; "><span>Vorhandene Schotterbefestigung begradigen, nachverdichten und höhenmäßig mit gebrochenem Natursteinmaterial 0/32 angleichen und verdichten.</span></p><p style="text-align:left; "><span>Einschl. Schottermaterial liefern.</span></p><p style="text-align:left; "><span>Auftrag ca. 10 - 15 cm</span></p><p style="text-align:left; "><span>Angleichungsbreite bis 5 m,</span></p><p style="text-align:left; "><span>Schotterbefestigung</span></p><p style="text-align:left; "><span>Abrechnung nach m2</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Flächenregulierung angrenzender Privatflächen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APOBABSHJWELHPUS" RNoPart="50"><UPBkdn>No</UPBkdn><Qty>25.000</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Zulage zur Flächenregulierung für Aufbauhöhen größer 15 cm.</span></p><p style="text-align:left; "><span>Lieferung zusätzliches Naturstein-Schottermaterial 0/32 - 0/56 zum Einbau als untere Lage sowie Verdichtung der zusätzlichen Einbaulage.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Zulage zur Flächenregulierung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APACBBLAJUWJPAWY" RNoPart="7"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Pflasterbauarbeiten</span></p></LblTx><BoQBody><Itemlist><Remark ID="APRVBWCXSCTFUHSQ"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Alle Arten von Pflaster sind mit geeignetem Naßschneidegerät zu trennen. Gebrochene Steine werden seitens des Auftraggebers nicht abgenommen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Pflaster schneiden</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="APHWNIMUMYFQLVGK" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>80.000</Qty><QU>m2</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>aufgenommene und zur Wiederverlegung gelagerte Pflastersteine am Zwischenlager laden, zur Baustelle transportieren und entladen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Pflasterarten:</span></p><p style="text-align:left; "><span>&quot;Pfälzer Pflaster&quot; verschiedene Größenformate </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Herstellen einer Pflasterfläche nach DIN 18 318, sowie dem Merkblatt für Flächenbefestigungen mit Pflaster- und Plattenbelägen. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Verband: versetzter Reihenverband mit unterschiedlichen Steinformaten entsprechend der angrenzenden Bestandsflächen</span></p><p style="text-align:left; "><span>verschiedene Steinformate mischen </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Einbaubereich &quot;Pfälzer Pflaster&quot;: Gehweg entlang Salzplatz</span></p><p style="text-align:left; "><span> </span><br/><span>Das Bettungsmaterial ist zu liefern und gleichmäßig gemischt, mit optimalen Wassergehalt einzubauen. Die Oberfläche der Bettung muss in der Querneigung und Ebenheit den Anforderungen an Pflasterdecken der DIN 18318 entsprechen.</span><br/><br/><span>Verlegung der Steine aus wechselweise aus 3-4 Paketen gleichzeitig, Färbende Gesteinskörnungen dürfen nicht eingesetzt werden.</span><br/><span>Pflasterbett im verdichteten Zustand 4 cm (+/- 1 cm)</span><br/><span>Bettungsmaterial der Korngruppe 1/5 (kf &gt; 8 x 10-3 m/s, Herstellernachweis) </span><br/><span>Gemisch aus Splitt 1/3 und 2/5 zu je 50 %, gebrochen, Ecs35, SZ 22, UF1, Kornanteil &lt; 0,063 mm max. 1,0 M.-% </span><br/></p><p style="text-align:left; "><span>Fugenmaterial der Korngruppe 1/5 (kf &gt; 8 x 10-3 m/s, Herstellernachweis)</span><br/><span>Gemisch aus Splitt 1/3 und 2/5 zu je 50 %, gebrochen, Ecs35, SZ 22, UF1, Kornanteil &lt; 0,063 mm max. 1,0 M.-% </span><br/><span>Fugenbreite von 4 mm (+/-1 mm) </span><br/><br/><span>Bei Verwendung unterschiedlicher Materialkombinationen für Fuge und Bettung muss auf deren Filterstabilität geachtet werden. Auch die Filterstabilität zur Schottertragschicht muss vorhanden sein.Die verschiedenen Filterstabilitäten sind auf Verlangen nachzuweisen.</span><br/><br/><span>Zur Fleckenvermeidung ist die Pflasterfläche vor dem Abrütteln sauber abzukehren. Abrütteln nur bei trockener Fläche mit einem entsprechenden Flächenrüttler vom Rand aus beginnend.</span><br/><span>Farbige oder oberflächenveredelte Pflastersteine sind mit einem Flächenrüttler mit Plattengleitvorrichtung abzurütteln.Nach dem Abrütteln sind die Fugen erneut zu füllen, und einzuschlämmen, ggf. mehrfach bis zur völligen Fugenfüllung.</span><br/></p><p style="text-align:left; "><span>Einschl. Zuarbeiten von Pflastersteinen einschließlich Passstücken, z.B. an Kanten, Anschlüssen und Aussparungen.</span><br/><br/><span>Der Mehraufwand (Abschnüren in Bogenform) hinsichtlich Kurvenverlegung ist mit einzukalkulieren. </span><br/><span> </span><br/><span>Steine dürfen nur mit einem Nasschneidegerät</span><br/><span>geschnitten und nicht geknackt werden.</span><br/><span>Kleinste Steinkantenlänge: 4 cm</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Verschnittmaterial und nicht wiederverwendbare Steine gehen in das Eigntum des AN über und einer Wiederverwertung nach Wahl des AN zuzuführen. </span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Betonsteinpflaster in Gehwegbereich und Zufahrten - Pfälzer Pflaster</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APTCGKBZVJVUAMIX" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>30.000</Qty><QU>m2</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>aufgenommene und zur Wiederverlegung gelagerte Pflastersteine am Zwischenlager laden, zur Baustelle transportieren und entladen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Pflasterarten:</span></p><p style="text-align:left; "><span>Rechteckpflaster verschiedene Größenformate</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Herstellen einer Pflasterfläche nach DIN 18 318, sowie dem Merkblatt für Flächenbefestigungen mit Pflaster- und Plattenbelägen. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Verband: versetzter Reihenverband mit unterschiedlichen Steinformaten entsprechend der angrenzenden Bestandsflächen</span></p><p style="text-align:left; "><span>verschiedene Steinformate mischen </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Einbaubereich Rechteckpflaster: Gehweg im Bereich Am Kirchplatz Hausnummer 9 bzw. seitliche Einfahrt</span><br/><span> </span><br/><span>Das Bettungsmaterial ist zu liefern und gleichmäßig gemischt, mit optimalen Wassergehalt einzubauen. Die Oberfläche der Bettung muss in der Querneigung und Ebenheit den Anforderungen an Pflasterdecken der DIN 18318 entsprechen.</span><br/><br/><span>Verlegung der Steine aus wechselweise aus 3-4 Paketen gleichzeitig, Färbende Gesteinskörnungen dürfen nicht eingesetzt werden.</span><br/><span>Pflasterbett im verdichteten Zustand 4 cm (+/- 1 cm)</span><br/><span>Bettungsmaterial der Korngruppe 1/5 (kf &gt; 8 x 10-3 m/s, Herstellernachweis) </span><br/><span>Gemisch aus Splitt 1/3 und 2/5 zu je 50 %, gebrochen, Ecs35, SZ 22, UF1, Kornanteil &lt; 0,063 mm max. 1,0 M.-% </span><br/></p><p style="text-align:left; "><span>Fugenmaterial der Korngruppe 1/5 (kf &gt; 8 x 10-3 m/s, Herstellernachweis)</span><br/><span>Gemisch aus Splitt 1/3 und 2/5 zu je 50 %, gebrochen, Ecs35, SZ 22, UF1, Kornanteil &lt; 0,063 mm max. 1,0 M.-% </span><br/><span>Fugenbreite von 4 mm (+/-1 mm) </span><br/><br/><span>Bei Verwendung unterschiedlicher Materialkombinationen für Fuge und Bettung muss auf deren Filterstabilität geachtet werden. Auch die Filterstabilität zur Schottertragschicht muss vorhanden sein.Die verschiedenen Filterstabilitäten sind auf Verlangen nachzuweisen.</span><br/><br/><span>Zur Fleckenvermeidung ist die Pflasterfläche vor dem Abrütteln sauber abzukehren. Abrütteln nur bei trockener Fläche mit einem entsprechenden Flächenrüttler vom Rand aus beginnend.</span><br/><span>Farbige oder oberflächenveredelte Pflastersteine sind mit einem Flächenrüttler mit Plattengleitvorrichtung abzurütteln.Nach dem Abrütteln sind die Fugen erneut zu füllen, und einzuschlämmen, ggf. mehrfach bis zur völligen Fugenfüllung.</span><br/></p><p style="text-align:left; "><span>Einschl. Zuarbeiten von Pflastersteinen einschließlich Passstücken, z.B. an Kanten, Anschlüssen und Aussparungen.</span><br/><br/><span>Der Mehraufwand (Abschnüren in Bogenform) hinsichtlich Kurvenverlegung ist mit einzukalkulieren. </span><br/><span> </span><br/><span>Steine dürfen nur mit einem Nasschneidegerät</span><br/><span>geschnitten und nicht geknackt werden.</span><br/><span>Kleinste Steinkantenlänge: 4 cm</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Verschnittmaterial und nicht wiederverwendbare Steine gehen in das Eigntum des AN über und einer Wiederverwertung nach Wahl des AN zuzuführen. </span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Betonsteinpflaster in Gehwegbereich und Zufahrten - Rechteckpflaster</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APNMACOCYYXPAZTE" RNoPart="30"><UPBkdn>No</UPBkdn><Qty>130.000</Qty><QU>m2</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>bauseits gestellte Pflastersteine am Bauhof laden, zur Baustelle transportieren und entladen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Pflasterarten:</span></p><p style="text-align:left; "><span>Rechteckpflaster 16 cm x 12 cm x 10,8 cm</span></p><p style="text-align:left; "><span>Farbmix aus drei Grautönen: Passand grau ST9670, ST9680, ST6670</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Herstellen einer Pflasterfläche nach DIN 18 318, sowie dem Merkblatt für Flächenbefestigungen mit Pflaster- und Plattenbelägen. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Verband: versetzter Reihenverband, Farbmix gemischt verlegen</span></p><p style="text-align:left; "><span> </span><br/><span>Das Bettungsmaterial ist zu liefern und gleichmäßig gemischt, mit optimalen Wassergehalt einzubauen. Die Oberfläche der Bettung muss in der Querneigung und Ebenheit den Anforderungen an Pflasterdecken der DIN 18318 entsprechen.</span><br/><br/><span>Verlegung der Steine aus wechselweise aus 3-4 Paketen gleichzeitig, Färbende Gesteinskörnungen dürfen nicht eingesetzt werden.</span><br/><span>Pflasterbett im verdichteten Zustand 4 cm (+/- 1 cm)</span><br/><span>Bettungsmaterial der Korngruppe 1/5 (kf &gt; 8 x 10-3 m/s, Herstellernachweis) </span><br/><span>Gemisch aus Splitt 1/3 und 2/5 zu je 50 %, gebrochen, Ecs35, SZ 22, UF1, Kornanteil &lt; 0,063 mm max. 1,0 M.-% </span><br/></p><p style="text-align:left; "><span>Fugenmaterial der Korngruppe 1/5 (kf &gt; 8 x 10-3 m/s, Herstellernachweis)</span><br/><span>Gemisch aus Splitt 1/3 und 2/5 zu je 50 %, gebrochen, Ecs35, SZ 22, UF1, Kornanteil &lt; 0,063 mm max. 1,0 M.-% </span><br/><span>Fugenbreite von 4 mm (+/-1 mm) </span><br/><br/><span>Bei Verwendung unterschiedlicher Materialkombinationen für Fuge und Bettung muss auf deren Filterstabilität geachtet werden. Auch die Filterstabilität zur Schottertragschicht muss vorhanden sein.Die verschiedenen Filterstabilitäten sind auf Verlangen nachzuweisen.</span><br/><br/><span>Zur Fleckenvermeidung ist die Pflasterfläche vor dem Abrütteln sauber abzukehren. Abrütteln nur bei trockener Fläche mit einem entsprechenden Flächenrüttler vom Rand aus beginnend.</span><br/><span>Farbige oder oberflächenveredelte Pflastersteine sind mit einem Flächenrüttler mit Plattengleitvorrichtung abzurütteln.Nach dem Abrütteln sind die Fugen erneut zu füllen, und einzuschlämmen, ggf. mehrfach bis zur völligen Fugenfüllung.</span><br/></p><p style="text-align:left; "><span>Einschl. Zuarbeiten von Pflastersteinen einschließlich Passstücken, z.B. an Kanten, Anschlüssen und Aussparungen.</span><br/><br/><span>Der Mehraufwand (Abschnüren in Bogenform) hinsichtlich Kurvenverlegung ist mit einzukalkulieren. </span><br/><span> </span><br/><span>Steine dürfen nur mit einem Nasschneidegerät</span><br/><span>geschnitten und nicht geknackt werden.</span><br/><span>Kleinste Steinkantenlänge: 4 cm</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Verschnittmaterial und nicht wiederverwendbare Steine gehen in das Eigntum des AN über und einer Wiederverwertung nach Wahl des AN zuzuführen. </span></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Betonsteinpflaster Platzbereich</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APBFHFMUJCOZCXZZ" RNoPart="40"><UPBkdn>No</UPBkdn><Qty>100.000</Qty><QU>m</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Zulage, Pflasterläufer</span></p><p style="text-align:left; "><span>Verlegung eines Pflaster Läuferbandes entlang der Bordanlagen</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Zulage, Pflasterläufer</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APBSAKVDKJFBUAIZ" RNoPart="50"><UPBkdn>No</UPBkdn><Qty>15.000</Qty><QU>m2</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>bauseits gestellte Pflastersteine am Bauhof laden, zur Baustelle transportieren und entladen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Pflasterarten:</span></p><p style="text-align:left; "><span>Rasenfugenpflaster 30 cm x 20 cm x 12 cm</span></p><p style="text-align:left; "><span>Verlegeverband:</span></p><p style="text-align:left; "><span>halbversetzter Reihenverband</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Herstellen einer Rasenfugen-Pflastersteinfläche nach DIN 18 318, sowie dem Merkblatt für Flächenbefestigungen mit Pflaster- und Plattenbelägen. </span><br/><span> </span><br/><span>Das Bettungsmaterial (im verdichteten Zustand 4 cm +- 1cm) ist zu liefern und gleichmäßig gemischt, mit optimalen Wassergehalt einzubauen. Färbende Gesteinskörnungen dürfen nicht eingesetzt werden. Die Oberfläche der Bettung muss in der Querneigung und Ebenheit den Anforderungen an Pflasterdecken der DIN 18318 entsprechen.</span><br/></p><p style="text-align:left; "><span>Pflasterbett aus geeignetem Baustoffgemisch (0/5 mm filterstabiles Brechsand-Splitt-Gemisch, Naturgestein) für Bettungen herstellen, </span><br/><span>Bettungsmaterial Korngruppe 0/5 </span></p><p style="text-align:left; "><span>(gebrochen, Sandanteil ca. 30 %, Ecs35, SZ 18),</span></p><p style="text-align:left; "><span>Kornanteil &lt; 0,063 mm max 5,0 M%,</span></p><p style="text-align:left; "><br/><span>Steine höhen- und fluchtgerecht in vorgeschriebenem Verband unter Einhaltung der Mindestfugenbreite verlegen, Ausrichten der Steine muss möglich sein,</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Fugenmaterial - Korngruppe 0/5 </span></p><p style="text-align:left; "><span>(gebrochen, Sandanteil ca. 30 %, Ecs35, SZ 18), </span></p><p style="text-align:left; "><span>Kornanteil &lt; 0,063 mm &gt; 5 &lt; 15 M.-%, </span><br/><span>Anteil organische Substanz &gt; 1 &lt; 3 M.-% (Substrat),</span><br/><span>Wasserdurchlässigkeit kf &gt; 1 x 10-5 m/s,</span><br/><span>Wasserspeicherfähigkeit &gt; 20 &lt; 40 Vol.-%,</span><br/><span>Salzgehalt &lt; 150 mg/100g,</span><br/><span>Füllhöhe ca. 90 % </span><br/></p><p style="text-align:left; "><span>Die abgekehrte Steinfläche ist mit einem Flächenrüttler mit Gleitplattenvorrichtung abzurütteln,</span><br/><span>Gewicht der Rüttelplatte ca. 150 kg (&lt;200 kg),</span><br/><span>Nachfüllen der Fuge, wenn mehr Füllstoff tiefer als 2 cm unter Oberkante (bis 0,5 cm unter Oberkante Stein/Pflaster)</span><br/><br/><span>Ansaat Parkplatzrasen RSM 5.1 (ca. 8 g/m²)</span><br/><br/><span>Bei Verwendung unterschiedlicher Materialkombinationen für Fuge und Bettung muss auf deren Filterstabilität geachtet werden. Auch die Filterstabilität zur Schottertragschicht muss vorhanden sein. Die verschiedenen Filterstabilitäten sind auf Verlangen nachzuweisen.</span><br/><br/><span>Die Pflastersteine sind gemäß den Angaben der Bauleitung nach festgelegtem Verlegemustern einzubauen. Beim Verlegen ist die Fläche in erforderlichen Abständen auszurichten und auf Einhaltung der Rastermaße und Fugenverläufe zu überprüfen. </span><br/><span> </span><br/><span>Die Verlegehinweise des Herstellers sind ebenso Vertragsgrundlage, wie die DIN 18 318 und die ZTV Pflaster - StB 06. </span></p><p style="text-align:left; "><br/><span>Einschl. Zuarbeiten der Steine einschließlich Passstücken, z.B. an Kanten, Anschlüssen und Aussparungen.</span><br/><br/><span> Steine dürfen nur mit einem Nasschneidegerät</span><br/><span>geschnitten und nicht geknackt werden.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Rasenfugenpflaster Stellplatz</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APKDOOSODSGGLZOO" RNoPart="60"><UPBkdn>No</UPBkdn><Qty>255.000</Qty><QU>m2</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Pflasterflächen wie vor, ca. 6 Wochen nach Abnahme einmaliges Nachsanden der Pflasterfugen mit Natursand 0/3 mm.</span></p><p style="text-align:left; "><span>Einschl. Liefern des Sandes.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Nachsanden</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APLVHPGORLFZEPGH" RNoPart="70"><UPBkdn>No</UPBkdn><Qty>100.000</Qty><QU>m</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Schneiden der o. g. Pflastersteine ausschließlich als Nassschnitt </span></p><p style="text-align:left; "><span>Pflasterstärke : 8 - 11 cm </span></p><p style="text-align:left; "><span> </span></p><p style="text-align:left; "><span>Gebrochene Pflastersteine werden seitens des Auftraggebers nicht aktzeptiert.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Abrechnung nach jweiligen Pflasterrand   </span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Schneiden der Pflastersteine</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APSCKTWFOYCDCVTW" RNoPart="8"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Fundamentarbeiten</span></p></LblTx><BoQBody><Itemlist><Item ID="APVRLPGCCPODNJHR" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>2.500</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Schotterpolster unter Fundamente liefern,  einbauen und verdichten,</span></p><p style="text-align:left; "><span>aus Baustoffgemisch für Frostschutzschicht, </span></p><p style="text-align:left; "><span>Körnung 0/32, </span></p><p style="text-align:left; "><span>Schichtdicke 10-15 cm, </span></p><p style="text-align:left; "><span>abgerechnet wird nach Auftragprofilen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Schotterpolster unter Fundamente  D 10-15 cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APTCQCFXOIJXFVKX" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>3.000</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Herstellung der Fundamente, </span></p><p style="text-align:left; "><span>für Natursteinmauern,</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Fundamente:C 20/25 (erdfeucht)</span></p><p style="text-align:left; "><span>Expositionsklasse XC4 /XF1</span></p><p style="text-align:left; "><span>Abmessungen:Fundament 0,55 m x 0,30 m </span><br/><span>Länge:                 jeweilige Mauerlänge +5 cm </span></p><p style="text-align:left; "><span>                                                               </span></p><p style="text-align:left; "><span>Fundamentgründung auf Schotterpolster</span></p><p style="text-align:left; "><span>Ink. Lieferung aller Materialien und </span></p><p style="text-align:left; "><span>Ausführung aller Nebenleistungen.</span></p><p style="text-align:left; "><span>Bewehrung wird separat abgerechnet, </span></p><p style="text-align:left; "><span>Oberfläche eben abziehen. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>einschl. Erstellung des Fundamentplanums</span></p><p style="text-align:left; "><span>einschl. Verdichten des Fundamentplanums </span></p><p style="text-align:left; "><span>abgerechnet wird nach m3 Beton</span></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Fundament für Natursteinmauern</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APRORNQRIEMAHYKT" RNoPart="30"><UPBkdn>No</UPBkdn><Qty>14.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Herstellung der Punkt-Fundamente für die Pergola-Pfosten, </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>OK Fundament ca. 14 cm unter fertiger Belagoberkante,</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Fundamente:C 25/30 </span></p><p style="text-align:left; "><span>Expositionsklasse XC4 /XF1</span></p><p style="text-align:left; "><span>Abmessungen:Punktfundamente 0,60 x 0,60 x 0,80</span></p><p style="text-align:left; "><span>                           (b x l x h)</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>einschl. Schalung herstellen,</span></p><p style="text-align:left; "><span>Schalung vorhalten und beseitigen,</span></p><p style="text-align:left; "><span>Fundamentgründung auf Schotterpolster,</span></p><p style="text-align:left; "><span>Inkl. Lieferung aller Materialien und </span></p><p style="text-align:left; "><span>Ausführung aller Nebenleistungen.</span></p><p style="text-align:left; "><span>Bewehrung wird separat abgerechnet, </span></p><p style="text-align:left; "><span>Oberfläche eben abziehen. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>einschl. Erstellung des Fundamentplanums</span></p><p style="text-align:left; "><span>einschl. Verdichten des Fundamentplanums </span></p><p style="text-align:left; "><span> </span></p><p style="text-align:left; "><span>Notwendige Schalung wird nicht gesondert vergütet und ist in den Einheitspreis einzurechnen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Punkt-Fundament für Pergola-Pfosten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APAEYYPUJPPHYQGW" RNoPart="40"><UPBkdn>No</UPBkdn><Qty>0.200</Qty><QU>t</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Betonstahl  oder Betonstahlmatten IV S (500/550) ,</span><br/><span>in verschiedenen Durchmessern und Längen bzw.  als Lager- und Listenmatten liefern, schneiden, biegen und verlegen. </span></p><p style="text-align:left; "><span>Einschl. Montagebedarf, Verschnitt, Kofferbügel und Abstandhalter.</span></p><p style="text-align:left; "><span>Liefernachweis ist durch Lieferscheine zu erbringen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Betonstahl  oder Betonstahlmatten IV S (500/550)</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APIWALPWTNDEDKVP" RNoPart="9"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Naturstein-Mauerarbeiten</span></p></LblTx><BoQBody><Itemlist><Item ID="APIKOACNHOHUHQYF" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>4.000</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Natursteinmauerwerk DIN EN 1996 als regelmäßiges Schichtenmauerwerk, einschalig, allseitig sichtbar, Mauerwerksdicke 50 cm, Gesteinsart Sandstein, Sichtflächen gespitzt, Kanten auf Maß zugerichtet.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Abmessungen Sandsteinquader: </span></p><p style="text-align:left; "><span>h ca.  0,10-0,15 m </span></p><p style="text-align:left; "><span>l / b ca. 0,15 - 0,40</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Mauerbreite 0,50m, Höhe </span><span style="text-decoration:underline; ">über Gelände</span><span> 0,40 m (Abstufung 0,30 m). </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Einzelabmessungen der Mauern lxbxh:</span></p><p style="text-align:left; "><span>2St:  2,70 m x 0,50m x 0,40m</span></p><p style="text-align:left; "><span>2St:  2,55 m x 0,50m x 0,40m</span></p><p style="text-align:left; "><span>2St:  1,80 m x 0,50m x 0,40m</span></p><p style="text-align:left; "><span>1St:  abgestuft 2,70 m x 0,50m x 0,40m Abstufung 1,10m x 0,50m x 0,30 m</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Mörtel:</span></p><p style="text-align:left; "><span>Werktrockenmörtel nach DIN 18557 hergestellt unter</span><br/><span>Verwendung von natürlichen hydraulischen Kalken</span></p><p style="text-align:left; "><span>Trass-Kalk Mörtel Mörtelgruppe M 2,5 gem. DIN EN 998-2, </span></p><p style="text-align:left; "><span>bzw. NM II gem. DIN V 18580</span><br/><br/><span>Die Saugfähigkeit der Materialien ist unter Beobachtung</span><br/><span>der Wasseraufnahme zu beachten und die Vorbehandlung</span><br/><span>den Gegebenheiten anzupassen. </span><br/><span>Herstellerhinweise sind bei der Ausführung zu beachten!</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Abgerechnet wir die sichtbare Mauerkubatur.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Natursteinmauer h 40 cm</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APHCQNHCTYUTWMJE" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>4.000</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Zulage, Sichtflächen gekrönelt</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Zulage, Sandstein Sichtflächen gekrönelt</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APRPTFIRKUXRNGMT" RNoPart="30"><UPBkdn>No</UPBkdn><Qty>1.500</Qty><QU>m3</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Zulage, Sandstein geschnittene Oberseite </span></p><p style="text-align:left; "><span>Lieferung von Sandsteinen mit geschnittener Oberseite zur Herstellung der obersten Sandsteinlage um eine planebene Auflagefläche für die Sitzauflagen zu erhalten.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Zulage, Sandstein geschnittene Oberseite</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APHVGVEQBHVSQGKF" RNoPart="40"><UPBkdn>No</UPBkdn><Qty>3.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Sitzauflage aus Holz liefern und auf Sandsteinmauer montieren</span></p><p style="text-align:left; "><span>Massivholz der Dauerhaftigkeitsklasse 1-2 nach DIN EN 350, FSC-zertifiziert aus Kambalaholz</span></p><p style="text-align:left; "><span>Holzauflage quer (ohne Rückenlehne)</span><br/><span>Länge 2,70 cm, Breite 50 cm </span></p><p style="text-align:left; "><span>passend zum jeweiligen Natursteinmauerunterteil;</span><br/><span>Unterkonstruktion aus Edelstahlprofilen 8/40 mm</span><br/><br/><span>Maße Holzdielen: 80/45 mm, Kanten gefast 2mm</span></p><p style="text-align:left; "><span>Zwischen den parallel laufenden Dielen ist eine exakte Längsfuge von 20 mm als Quell- und Entwässerungsfuge / Montagefuge einzuhalten.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Durchgehende Sitzauflage über die gesamte Länge von 2,70 m. Breite passgenau auf die Mauer abgeglichen (ca. 50 cm). Oberfläche gehobelt, alle Kanten gefast und splitterfrei geschliffen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Zur Vermeidung von Staunässe ist die Holzauflage zwingend auf witterungsbeständigen Abstandshaltern aus Edelstahl zu lagern.</span></p><p style="text-align:left; "><span>Material: Nichtrostender Edelstahl (Werkstoff-Nr. 1.4301 / V2A oder 1.4401 / V4A).</span></p><p style="text-align:left; "><span>Abmessungen: Massive, runde Distanzscheiben oder Hülsen mit einem Außendurchmesser von 40 mm und einer Bauhöhe (Dicke) von 15 mm. Innenbohrung passend für den Befestigungsbolzen (M10).</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Befestigung erfolgt über Edelstahl-Unterkonstruktionsprofile (Querriegel unter den Dielen) Es sind mindestens 4 Befestigungsachsen über die Länge von 2,70 m anzuordnen (maximaler Achsabstand 1,00 m). Pro Achse sind 2 Abstandshalter zu setzen, um Kippstabilität zu garantieren.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Befestigungsdübel &amp; Verankerung:</span></p><p style="text-align:left; "><span>System: Zugelassenes Injektionssystem (chemischer Dübel) für Mauerwerk / Naturstein</span></p><p style="text-align:left; "><span>Ankerstangen: Gewindestangen aus Edelstahl (V2A/V4A) der Größe M10, Festigkeitsklasse mind. A2-70.</span></p><p style="text-align:left; "><span>Ausführung: Die Bohrlöcher im Sandsteinmauerwerk sind fachgerecht und staubfrei (ausblasen/ausbürsten) herzustellen. Einbringen der 2-Komponenten-Injektionsmörtelkartusche und Setzen der M10-Ankerstangen. Die Verankerungstiefe muss mindestens 90 mm im tragenden Stein betragen (Fugenbereiche sind für die Verankerung zu meiden). </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Befestigung der Holzkonstruktion erfolgt verdeckt.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Holzauflage Sitzmauern, L=2,70 m</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APZLMLOGIVWHQEXO" RNoPart="50"><UPBkdn>No</UPBkdn><Qty>2.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Sitzauflage aus Holz liefern und auf Sandsteinmauer montieren</span></p><p style="text-align:left; "><span>Massivholz der Dauerhaftigkeitsklasse 1-2 nach DIN EN 350, FSC-zertifiziert aus Kambalaholz</span></p><p style="text-align:left; "><span>Holzauflage quer (ohne Rückenlehne)</span><br/><span>Länge 2,55 cm, Breite 50 cm </span></p><p style="text-align:left; "><span>passend zum jeweiligen Natursteinmauerunterteil;</span><br/><span>Unterkonstruktion aus Edelstahlprofilen 8/40 mm</span><br/><br/><span>Maße Holzdielen: 80/45 mm, Kanten gefast 2 mm</span></p><p style="text-align:left; "><span>Zwischen den parallel laufenden Dielen ist eine exakte Längsfuge von 20 mm als Quell- und Entwässerungsfuge / Montagefuge einzuhalten.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Durchgehende Sitzauflage über die gesamte Länge von 2,55 m. Breite passgenau auf die Mauer abgeglichen (ca. 50 cm). Oberfläche gehobelt, alle Kanten gefast und splitterfrei geschliffen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Zur Vermeidung von Staunässe ist die Holzauflage zwingend auf witterungsbeständigen Abstandshaltern aus Edelstahl zu lagern.</span></p><p style="text-align:left; "><span>Material: Nichtrostender Edelstahl (Werkstoff-Nr. 1.4301 / V2A oder 1.4401 / V4A).</span></p><p style="text-align:left; "><span>Abmessungen: Massive, runde Distanzscheiben oder Hülsen mit einem Außendurchmesser von 40 mm und einer Bauhöhe (Dicke) von 15 mm. Innenbohrung passend für den Befestigungsbolzen (M10).</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Befestigung erfolgt über Edelstahl-Unterkonstruktionsprofile (Querriegel unter den Dielen) Es sind mindestens 4 Befestigungsachsen über die Länge von 2,55 m anzuordnen (maximaler Achsabstand 1,00 m). Pro Achse sind 2 Abstandshalter zu setzen, um Kippstabilität zu garantieren.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Befestigungsdübel &amp; Verankerung:</span></p><p style="text-align:left; "><span>System: Zugelassenes Injektionssystem (chemischer Dübel) für Mauerwerk / Naturstein</span></p><p style="text-align:left; "><span>Ankerstangen: Gewindestangen aus Edelstahl (V2A/V4A) der Größe M10, Festigkeitsklasse mind. A2-70.</span></p><p style="text-align:left; "><span>Ausführung: Die Bohrlöcher im Sandsteinmauerwerk sind fachgerecht und staubfrei (ausblasen/ausbürsten) herzustellen. Einbringen der 2-Komponenten-Injektionsmörtelkartusche und Setzen der M10-Ankerstangen. Die Verankerungstiefe muss mindestens 90 mm im tragenden Stein betragen (Fugenbereiche sind für die Verankerung zu meiden). </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Befestigung der Holzkonstruktion erfolgt verdeckt.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Holzauflage Sitzmauern, L=2,55 m</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APEUWQDOGKUTSLFF" RNoPart="60"><UPBkdn>No</UPBkdn><Qty>2.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Sitzauflage aus Holz liefern und auf Sandsteinmauer montieren</span></p><p style="text-align:left; "><span>Massivholz der Dauerhaftigkeitsklasse 1-2 nach DIN EN 350, FSC-zertifiziert aus Kambalaholz</span></p><p style="text-align:left; "><span>Holzauflage quer (ohne Rückenlehne)</span><br/><span>Länge 1,80 cm, Breite 50 cm </span></p><p style="text-align:left; "><span>passend zum jeweiligen Natursteinmauerunterteil;</span><br/><span>Unterkonstruktion aus Edelstahlprofilen 8/40 mm</span><br/><br/><span>Maße Holzdielen: 80/45 mm, Kanten gefast 2mm</span></p><p style="text-align:left; "><span>Zwischen den parallel laufenden Dielen ist eine exakte Längsfuge von 20 mm als Quell- und Entwässerungsfuge / Montagefuge einzuhalten.</span></p><p style="text-align:left; "><span>Durchgehende Sitzauflage über die gesamte Länge von1,80m. Breite passgenau auf die Mauer abgeglichen (ca. 50 cm). Oberfläche gehobelt, alle Kanten gefast und splitterfrei geschliffen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Zur Vermeidung von Staunässe ist die Holzauflage zwingend auf witterungsbeständigen Abstandshaltern aus Edelstahl zu lagern.</span></p><p style="text-align:left; "><span>Material: Nichtrostender Edelstahl (Werkstoff-Nr. 1.4301 / V2A oder 1.4401 / V4A).</span></p><p style="text-align:left; "><span>Abmessungen: Massive, runde Distanzscheiben oder Hülsen mit einem Außendurchmesser von 40 mm und einer Bauhöhe (Dicke) von 15 mm. Innenbohrung passend für den Befestigungsbolzen (M10).</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Befestigung erfolgt über Edelstahl-Unterkonstruktionsprofile (Querriegel unter den Dielen) Es sind mindestens 3 Befestigungsachsen über die Länge von 1,80 m anzuordnen (maximaler Achsabstand 1,00 m). Pro Achse sind 2 Abstandshalter zu setzen, um Kippstabilität zu garantieren.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Befestigungsdübel &amp; Verankerung:</span></p><p style="text-align:left; "><span>System: Zugelassenes Injektionssystem (chemischer Dübel) für Mauerwerk / Naturstein</span></p><p style="text-align:left; "><span>Ankerstangen: Gewindestangen aus Edelstahl (V2A/V4A) der Größe M10, Festigkeitsklasse mind. A2-70.</span></p><p style="text-align:left; "><span>Ausführung: Die Bohrlöcher im Sandsteinmauerwerk sind fachgerecht und staubfrei (ausblasen/ausbürsten) herzustellen. Einbringen der 2-Komponenten-Injektionsmörtelkartusche und Setzen der M10-Ankerstangen. Die Verankerungstiefe muss mindestens 90 mm im tragenden Stein betragen (Fugenbereiche sind für die Verankerung zu meiden). </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Befestigung der Holzkonstruktion erfolgt verdeckt.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Holzauflage Sitzmauern, L=1,80 m</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APEXSHBWLLFWJZFT" RNoPart="70"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Sitzauflage aus Holz liefern und auf Sandsteinmauer montieren</span></p><p style="text-align:left; "><span>Massivholz der Dauerhaftigkeitsklasse 1-2 nach DIN EN 350, FSC-zertifiziert aus Kambalaholz</span></p><p style="text-align:left; "><span>Holzauflage quer (ohne Rückenlehne)</span><br/><span>Länge 1,10 cm, Breite 50 cm </span></p><p style="text-align:left; "><span>passend zum jeweiligen Natursteinmauerunterteil;</span><br/><span>Unterkonstruktion aus Edelstahlprofilen 8/40 mm</span><br/><br/><span>Maße Holzdielen: 80/45 mm, Kanten gefast 2mm</span></p><p style="text-align:left; "><span>Zwischen den parallel laufenden Dielen ist eine exakte Längsfuge von 20 mm als Quell- und Entwässerungsfuge / Montagefuge einzuhalten.</span></p><p style="text-align:left; "><span>Durchgehende Sitzauflage über die gesamte Länge von 1,10 m. Breite passgenau auf die Mauer abgeglichen (ca. 50 cm). Oberfläche gehobelt, alle Kanten gefast und splitterfrei geschliffen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Zur Vermeidung von Staunässe ist die Holzauflage zwingend auf witterungsbeständigen Abstandshaltern aus Edelstahl zu lagern.</span></p><p style="text-align:left; "><span>Material: Nichtrostender Edelstahl (Werkstoff-Nr. 1.4301 / V2A oder 1.4401 / V4A).</span></p><p style="text-align:left; "><span>Abmessungen: Massive, runde Distanzscheiben oder Hülsen mit einem Außendurchmesser von 40 mm und einer Bauhöhe (Dicke) von 15 mm. Innenbohrung passend für den Befestigungsbolzen (M10).</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Befestigung erfolgt über Edelstahl-Unterkonstruktionsprofile (Querriegel unter den Dielen) Es sind mindestens 3 Befestigungsachsen über die Länge von 1,10 m anzuordnen (maximaler Achsabstand 1,00 m). Pro Achse sind 2 Abstandshalter zu setzen, um Kippstabilität zu garantieren.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Befestigungsdübel &amp; Verankerung:</span></p><p style="text-align:left; "><span>System: Zugelassenes Injektionssystem (chemischer Dübel) für Mauerwerk / Naturstein</span></p><p style="text-align:left; "><span>Ankerstangen: Gewindestangen aus Edelstahl (V2A/V4A) der Größe M10, Festigkeitsklasse mind. A2-70.</span></p><p style="text-align:left; "><span>Ausführung: Die Bohrlöcher im Sandsteinmauerwerk sind fachgerecht und staubfrei (ausblasen/ausbürsten) herzustellen. Einbringen der 2-Komponenten-Injektionsmörtelkartusche und Setzen der M10-Ankerstangen. Die Verankerungstiefe muss mindestens 90 mm im tragenden Stein betragen (Fugenbereiche sind für die Verankerung zu meiden). </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Befestigung der Holzkonstruktion erfolgt verdeckt.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Holzauflage Sitzmauern, L=1,10 m</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APMOASYYHUPYOIBK" RNoPart="80"><UPBkdn>No</UPBkdn><Qty>18.000</Qty><QU>m2</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Verfugung der Natursteinmauer</span><br/><span>Regelmäßiges Schichtmauerwerk durch Einbringen eines</span><br/><span>Werktrockenmörtel nach DIN 18557 hergestellt unter</span><br/><span>Verwendung von natürlichen hydraulischen Kalken</span></p><p style="text-align:left; "><span>Mörtelgruppe M 2,5 gem. DIN EN 998-2, </span></p><p style="text-align:left; "><span>bzw. NM II gem. DIN V 18580</span><br/><span>Farbe beige-hellgrau in Abstimmung mit AG</span><br/><br/><span>Mörtel: Trass-Kalk Mörtel der Mörtelgruppe M2,5</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Saugfähigkeit der Materialien ist unter Beobachtung</span><br/><span>der Wasseraufnahme zu beachten und die Vorbehandlung</span><br/><span>den Gegebenheiten anzupassen. Entsprechend sind die</span><br/><span>Fugen ausreichend vorzunässen, einschl. Nachnässen der</span><br/><span>Neuverfugung entsprechend der Witterung, die</span><br/><span>Herstellerhinweise sind bei der Ausführung zu beachten!</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Verfugung Lagerfugen und Stoßfugen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Abrechnungseinheit ist die Ansichtsfläche der</span><br/><span>Sandsteinmauer</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Verfugung Mauerwerksfugen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APJCCLBYHAENGLYG" RNoPart="10"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Pergola</span></p></LblTx><BoQBody><Itemlist><Item ID="APKOELOQJKROQBKX" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><ComplTSB>Yes</ComplTSB><DetailTxt><Text><p style="text-align:left; "><span>Liefern einer </span><span style="font-weight:bold; ">Pergola aus Stahl,</span><span> </span></p><p style="text-align:left; "><span>Zulassung für öffentliche Plätze bzw. </span></p><p style="text-align:left; "><span>geprüft nach DIN 1176 (Plakette mit Herstellerangaben). </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Oberfläche:</span></p><p style="text-align:left; "><span>feuerverzinkt, zinkphosphatiert, elektrostatisch pulverbeschichte</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Farbe:                 </span></p><p style="text-align:left; "><span>RAL 7016 - Anthrazitgrau,</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Abmessungen: </span></p><p style="text-align:left; "><span>Schenkellänge 14,10m bzw. 8,10 m, </span><br/><span>Radius 4 m (siehe Skizze),</span></p><p style="text-align:left; "><span>h=3000 mm (ca. 2850 mm sichtbare Höhe) </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Fundamentgröße:</span></p><p style="text-align:left; "><span>je Pfosten 600 x 600 x 800mm (bauseits hergestellt)</span></p><p style="text-align:left; "><br/><span>Anlage bestehend aus (Außenmaße, Höhe und Radius fest; </span></p><p style="text-align:left; "><span>alle Trägermaße sind ca. Maße):</span></p><p style="text-align:left; "><span>14 Pfosten3000 mm lang</span></p><p style="text-align:left; "><span>4 Träger               2800 mm lang</span></p><p style="text-align:left; "><span>6 Träger               3806 mm lang</span></p><p style="text-align:left; "><span>2 Träger               3706 mm lang</span></p><p style="text-align:left; "><span>2 Träger gebogen1500 mm lang</span></p><p style="text-align:left; "><span>2 Träger gebogen1200 mm lang</span></p><p style="text-align:left; "><span>2 Träger               4100 mm lang</span></p><p style="text-align:left; "><span>1 Träger               4500 mm lang</span></p><p style="text-align:left; "><span>2 Träger               2506 mm lang</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">Rankpfosten</span><span>, quadratisch, Ausführung:</span></p><p style="text-align:left; "><span>Pfosten aus 4 zusammengeschweißten Rankgittern, </span></p><p style="text-align:left; "><span>Raster 66,2 x 101,6 mm, </span></p><p style="text-align:left; "><span>Flachstahl 30 x 4 mm, Rundstahl Durchm. 5 mm,</span></p><p style="text-align:left; "><span>Basisgröße 196,4 x 196,4 mm, mit Kopfplatte,</span></p><p style="text-align:left; "><span>Anschlußplatten zum Verschrauben mit den Trägern und </span></p><p style="text-align:left; "><span>Befestigungsschrauben aus V 2 A, </span></p><p style="text-align:left; "><span>einschl. Fußplatte 240 x 240 x 10mm mit Bohrungen und Ankerstangen aus V 4 A.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">Rankträger</span><span>, hochstegig, Ausführung:</span></p><p style="text-align:left; "><span>Träger aus Rankgitter, Raster 66,2 x 101,6 mm, </span></p><p style="text-align:left; "><span>Flachstahl 30 x 4 mm, Rundstahl Durchm. 5 mm, </span></p><p style="text-align:left; "><span>eingeschweißt zwischen zwei Pfosten aus U-Stahl 30 x 33 mm,</span></p><p style="text-align:left; "><span>mit Anschlußplatten aus Flachstahl 40 x 8 x 277 mm zum Verschrauben mit den Pfosten, einschließlich Befestigungsschrauben aus V 2 A.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span style="font-weight:bold; ">Dachfläche</span><span> alle ca. 1000 mm ausgefacht mit Rankseilen, </span></p><p style="text-align:left; "><span>bestehend aus:</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Rankseil aus Edelstahl mit Geotextil SRH 6/10:44 Meter</span></p><p style="text-align:left; "><span>Spannschlösser SRH-SP aus Edelstahl - V 4 A:10 Stück</span></p><p style="text-align:left; "><span>Kauschen SRH-KA aus Edelstahl V 4 A:    20 Stück</span></p><p style="text-align:left; "><span>Ringmuttern, angeschweißt:20 Stück</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Einschließlich Frachtkosten, Be- und Entladen.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Qualitätsmaßstab:</span></p><p style="text-align:left; "><span>Fa. hygro care, Typ Ranksystem Greenline</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Fabrikat:</span></p><p style="text-align:left; "><span/></p></Text><TextComplement Kind="Bidder" MarkLbl="61"><ComplCaption/><ComplBody><span>&apos;....................................................&apos;</span></ComplBody><ComplTail/></TextComplement><Text><p style="text-align:left; "><span/></p></Text><Text><p style="text-align:left; "><span/></p></Text><Text><p style="text-align:left; "><span>Typ:</span></p><p style="text-align:left; "><span/></p></Text><TextComplement Kind="Bidder" MarkLbl="62"><ComplCaption/><ComplBody><span>&apos;....................................................&apos;</span></ComplBody><ComplTail/></TextComplement><Text><p style="text-align:left; "><span/></p></Text><Text><p style="text-align:left; "><span/></p></Text><Text><p style="text-align:left; "><span/></p></Text><Text><p style="text-align:left; "><image Encoding="base64" Type="image/jpeg" 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style="text-align:left; "><span style="font-size:9pt; ">Liefern einer Pergola aus Stahl</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APQEPCJJPJJFWMOR" RNoPart="20"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Liefern einer statischen Berechnung </span></p><p style="text-align:left; "><span>für o.g. Pergola (Pos. 3.10.10)</span></p><p style="text-align:left; "><span>einschließlich der Bemessung der </span></p><p style="text-align:left; "><span>benötigten Fundamente. </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Hinweis: </span></p><p style="text-align:left; "><span>Diese werden bauseits im Zuge der Tiefbaumaßnahme </span></p><p style="text-align:left; "><span>BV Salzplatz hergestellt. </span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Liefern der statischen Berechnung</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APVOVGSCBOBILKMK" RNoPart="30"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Einmessen/Vorbereiten der bauseits gestellten Fundamente.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Einmessen und Vorbereiten der bauseits hergestellten Fundamente zur Montage der Pfosten der Pergola.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Das Freiräumen der Fundamente von bereits </span></p><p style="text-align:left; "><span>im Vorfeld verlegten Pflaster wird nicht gesondert vergütet.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Einmessen/Vorbereiten der bauseits gestellten Fundamente</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APUNEDSQTVODIJOC" RNoPart="40"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Vorschriftsmäßige Montage </span></p><p style="text-align:left; "><span>der vorgenannten Anlage - Pergola.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Montage erfolgt auf den bauseits </span></p><p style="text-align:left; "><span>hergestellten Fundamenten gemäß </span></p><p style="text-align:left; "><span>Montageanleitung bzw. statischer Berechnung.  </span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Montage der Pergola</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APJSLWDOUWDQXGLU" RNoPart="11"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Dokumentation und Kontrollprüfungen</span></p></LblTx><BoQBody><Itemlist><Item ID="APBFQJVTOBXMOCNH" RNoPart="10"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Gestellung eines beladenen Gegengewichtes für die Prüfung des Verformungsmoduls durch Plattendruckversuche entsprechend ZTVT-Stb für alle Prüfungen (Eigenüberwachung und Fremdüberwachung) während der gesamten Bauzeit</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Gegengewicht</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APHYIRYWCDXAPHJS" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>3.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Plattendruckversuche auf Erdplanum,</span><br/><span>zusätzliche Untersuchungen nach ZTV SoB-StB als Kontrollprüfung.</span><br/><span> </span><br/><span>Durch die Kontrollprüfung ist der Nachweis zu führen,</span><br/><span>daß die Mindestanforderungen der o. g. ZTV erfüllt sind.</span><br/><span> </span><br/><span>Mindestanforderung: Verformungsmodul auf  Erdplanum</span><br/><span>Ev2 = 45 MN/m2 </span><br/><span> </span><br/><span> </span><br/><span>Die Prüfungen sind durch eine amtliche bzw. privatrechtlich anerkannte Prüfstelle nach Wahl des AG durchzuführen.</span><br/><span>Eine Vergütung wird nur für Untersuchungen gewährt, die den genannten Bestimmungen entsprechen.</span><br/><span>Untersuchungen, deren Ergebnisse unter den geforderten Resultaten liegen, sind ohne Vergütung zu wiederholen.</span><br/><span>Die Protokolle der Untersuchungen sind der Bauleitung in doppelter Ausfertigung zu übergeben.</span><br/><span>Die Bauleitung ist vor Ausführung der Untersuchungen zu informieren.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Plattendruckversuche auf Erdplanum</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APEOUMKZRGWRCXCU" RNoPart="30"><UPBkdn>No</UPBkdn><Qty>2.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Plattendruckversuche auf Frostschutzschicht,</span><br/><span>zusätzliche Untersuchungen nach ZTV SoB-StB als Kontrollprüfung.</span><br/><span> </span><br/><span>Durch die Kontrollprüfung ist der Nachweis zu führen,</span><br/><span>daß die Mindestanforderungen der o. g. ZTV erfüllt sind.</span><br/><span> </span><br/><span>Mindestanforderung: Verformungsmodul auf  Frostschutzschicht</span><br/><span>Ev2 = 100 MN/m2 </span><br/><span> </span><br/><span> </span><br/><span>Die Prüfungen sind durch eine amtliche bzw. privatrechtlich anerkannte Prüfstelle nach Wahl des AG durchzuführen.</span><br/><span>Eine Vergütung wird nur für Untersuchungen gewährt, die den genannten Bestimmungen entsprechen.</span><br/><span>Untersuchungen, deren Ergebnisse unter den geforderten Resultaten liegen, sind ohne Vergütung zu wiederholen.</span><br/><span>Die Protokolle der Untersuchungen sind der Bauleitung in doppelter Ausfertigung zu übergeben.</span><br/><span>Die Bauleitung ist vor Ausführung der Untersuchungen zu informieren.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Plattendruckversuche auf Frostschutzschicht</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APSZHNAZTPZZZWZH" RNoPart="40"><UPBkdn>No</UPBkdn><Qty>3.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Plattendruckversuche auf Schottertragschicht,</span><br/><span>zusätzliche Untersuchungen nach ZTV SoB-StB als Kontrollprüfung.</span><br/><span> </span><br/><span>Durch die Kontrollprüfung ist der Nachweis zu führen,</span><br/><span>daß die Mindestanforderungen der o. g. ZTV erfüllt sind.</span><br/><span> </span><br/><span>Mindestanforderung: Verformungsmodul auf  Schottertragschicht</span><br/><span>Ev2 = 120 MN/m2 (Gehweg / Stellplatz) bzw. </span></p><p style="text-align:left; "><span>80MN/m2 Platzbereich</span><br/><span>  </span><br/><span>Die Prüfungen sind durch eine amtliche bzw. privatrechtlich anerkannte Prüfstelle nach Wahl des AG durchzuführen.</span><br/><span>Eine Vergütung wird nur für Untersuchungen gewährt, die den genannten Bestimmungen entsprechen.</span><br/><span>Untersuchungen, deren Ergebnisse unter den geforderten Resultaten liegen, sind ohne Vergütung zu wiederholen.</span><br/><span>Die Protokolle der Untersuchungen sind der Bauleitung in doppelter Ausfertigung zu übergeben.</span><br/><span>Die Bauleitung ist vor Ausführung der Untersuchungen zu informieren.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Plattendruckversuche auf Schottertragschicht</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APVTSIZJODXLFXCR" RNoPart="50"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>St</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Wasserdurchlässigkeit der Tragschichten im eingebauten Zustand nach Wahl des AN prüfen.</span></p><p style="text-align:left; "><span>Durchlässigkeitwert mind. kf größer gleich 5,4 x 10 hoch minus 5 m/s und Abschlämmbare Anteile unter UF5.</span></p><p style="text-align:left; "><span/></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Wasserdurchlässigkeit der Tragschicht</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APIQCORZMLMOFGYE" RNoPart="60"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Erstellung und Liefern der Abnahmeunterlagen der Straßenbauarbeiten:</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>-Bestandslageplan</span></p><p style="text-align:left; "><span>-Eigenkontrollüberwachungen</span></p><p style="text-align:left; "><span>-Materialnachweise und Eignungsprüfungen</span></p><p style="text-align:left; "><span>-Bautagebuch</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die zu liefernden Unterlagen sind in schriftlicher Form (2-fach) in einem Ordner und auf einer DVD zu liefern</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Abnahmeunterlagen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APNVDLWSFBBORTKB" RNoPart="70"><LumpSumItem>Yes</LumpSumItem><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>psch</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Vermessungsarbeiten,</span><br/><span>Durchführung einer Bestandsvermessung und Erstellung eines Bestandslageplans Salzplatz als Abrechnungsgrundlage</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>bezogen auf UTM-Koordinaten, </span></p><p style="text-align:left; "><span>Genauigkeit +-2-3 cm in Lage und Höhe,</span></p><p style="text-align:left; "><span>auf DVD im pdf-Format und dxf-Format </span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Alle Vermessungsdaten / Planunterlagen sind dem AG 2-fach im Papierformat M 1:250 zu übergeben</span><br/><span>Übergabe aller Daten nach Abschluss der Baumaßnahme an</span><br/><span>den AG (spätestens 20 Werktage nach Beendigung).</span><br/><span>Incl. aller erf. Nebenleistungen und Materialien.</span></p><p style="text-align:left; "><span/></p><p style="text-align:left; "><span>Die Bestandsvermessung hat an einen amtlichen Höhenfestpunkt und einen amtlichen Polygonpunkt anzubinden.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Vermessung / Planunterlagen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQCtgy><BoQCtgy ID="APFFUKSALDOGKOAB" RNoPart="4"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Baustofflieferungen und Stundenlohnarbeiten</span></p></LblTx><BoQBody><BoQCtgy ID="APKPRQIEALASQZPT" RNoPart="1"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Stundenlohnarbeiten</span></p></LblTx><BoQBody><Itemlist><Remark ID="APMPAUUDHARNNVGH"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Für die Stundenlohnarbeiten werden für die Angebotswertung und die Abrechnung mindestens nachfolgende Stundensätze bzw. Materialsätze in Ansatz gebracht. Falls diese Ansätze vom Bieter nicht aktzeptiert werden, so kann er sie nach oben korrigieren; diese erhöhten Ansätze bilden dann die Grundlage für die Wertung seines Angebotes und für die Abrechnung.</span><br/><span>Alle Positionen dieses Gewerkes sind Bedarfspositionen gemäß den zusätzlichen Vertragsbedingungen. Alle Geräte verstehen sich einschließlich Bedienung.</span><br/><span>An- und Abtransport von Personal, Gerät oder Material ist mit den Einheitspreisen abgegolten und wird nicht separat vergütet.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Hinweis zu Stundenlohnarbeiten</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="APTHMDLFCMALIVHO" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>10.000</Qty><QU>h</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Poliere, Schachtmeister oder dgl.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Poliere, Schachtmeister oder dgl.</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APKSNPWDFKFNAZQL" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>15.000</Qty><QU>h</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Facharbeiter</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Facharbeiter</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APPGGHZXFQRJIXIQ" RNoPart="30"><UPBkdn>No</UPBkdn><Qty>15.000</Qty><QU>h</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Bauhelfer</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Bauhelfer</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Remark ID="APQAPAQJFOBEUDAH"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Stundenlohnarbeiten durch Baugeräte auf Anordnung des AG ausführen.</span><br/><span>Angeboten wird für das jeweilige Gerät ein Verrechnungssatz, der sämtliche Aufwendungen fuer den Einsatz enthält, insbesondere Gerätevorhalte- und Betriebsstoffkosten sowie sämtliche Zuschläge einschl. der Kosten für das Bedienungspersonal.</span><br/><span>Der Verrechnungssatz gilt für das zum Zeitpunkt des Abrufes einsatzbereit auf der Baustelle befindliche Baugerät.</span><br/><span>Abgerechnet wird nach tatsächlich geleisteten Arbeitsstunden.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span/></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="APMGVUTAWUBOZTUA" RNoPart="40"><UPBkdn>No</UPBkdn><Qty>3.000</Qty><QU>h</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Bagger über 0,4 bis 1,0 m³</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Bagger über 0,4 bis 1,0 m³</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APTBZAMGRCFNRZVU" RNoPart="50"><UPBkdn>No</UPBkdn><Qty>3.000</Qty><QU>h</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Radlader</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Radlader, luftbereift bis 45 KW</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APWBXKGAQJUAZYLI" RNoPart="60"><UPBkdn>No</UPBkdn><Qty>3.000</Qty><QU>h</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Minibagger ca. 0,3 m³</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Minibagger ca. 0,3 m³</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APYYVQZEYKLKBZRJ" RNoPart="70"><UPBkdn>No</UPBkdn><Qty>2.000</Qty><QU>h</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Rüttelplatte AT 2000</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Rüttelplatte AT 2000</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APMDIGWSUWZAHUMC" RNoPart="80"><UPBkdn>No</UPBkdn><Qty>2.000</Qty><QU>h</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Kompressor einschl. erf. Schläuche</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Kompressor über 5 bis 10 m3/min</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APHKJFUWEKSLBVYF" RNoPart="90"><UPBkdn>No</UPBkdn><Qty>2.000</Qty><QU>h</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Kompressorhammer</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Kompressorhammer bis 30 kg</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Remark ID="APCWINUFFDPJUOLH"><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Stundenlohnarbeiten durch Lastkraftwagen auf Anordnung des AG ausführen.</span><br/><span>Angeboten wird für den jeweiligen LKW ein Verrechnungssatz, der sämtliche Aufwendungen für den Einsatz; des LKW enthält, insbesondere Gerätevorhalte- und Betriebsstoffkosten sowie sämtliche Zuschläge einschl. der Kosten für den Fahrer.</span><br/><span>Der Verrechnungssatz gilt für das zum Zeitpunkt des Abrufes einsatzbereit auf der Baustelle befindliche Fahrzeug.Abgerechnet wird nach tatsächlich geleisteten Arbeitsstunden und nach der tatsächlichen Nutzlast des jeweiligen LKW (ohne Erhöhung der Nutzlaststufe fuer Sonderfahrzeuge).</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span/></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Remark><Item ID="APXJKMDIKARMMEZC" RNoPart="100"><UPBkdn>No</UPBkdn><Qty>4.000</Qty><QU>h</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>LKW ca. 3,5 t Nutzlast</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">LKW ca. 3,5 t Nutzlast</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APLVLCCGBEJGPIDX" RNoPart="110"><UPBkdn>No</UPBkdn><Qty>4.000</Qty><QU>h</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>LKW &gt; 10 to</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">LKW &gt; 10 t Nutzlast</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy><BoQCtgy ID="APGNKHSEWHPKYNCB" RNoPart="2"><LblTx><p style="text-align:left; "><span style="font-size:9pt; ">Baustofflieferungen</span></p></LblTx><BoQBody><Itemlist><Item ID="APTKXKEIFHZQOALD" RNoPart="10"><UPBkdn>No</UPBkdn><Qty>5.000</Qty><QU>t</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Beton C20/25 in kleinen Mengen aus reinem Flusssand 0/30 und mind. 300 kg Zement für verschiedene Arbeiten liefern und einbauen.</span><br/><span>Mengenermittlung nach Lieferschein</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Beton C 20/25 in kleinen Mengen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APAYYWRTVWTCCZKV" RNoPart="20"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>t</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Liefern von Stoffen frei Verwendungsstelle.</span><br/><span>Natursand 0/3 mm,</span><br/><span>Mengenermittlung nach Lieferschein.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Natursand 0/3</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APTHDBKEXPKPSWST" RNoPart="30"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>t</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Liefern von Stoffen frei Verwendungsstelle.</span><br/><span>Splitt-Brechsand-Gemisch 0/8 mm,</span><br/><span>Mengenermittlung nach Lieferschein.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Splitt-Brechsand-Gemisch 0/8</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APFGZSLISKUGPHDT" RNoPart="40"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>t</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Liefern von Stoffen frei Verwendungsstelle.</span><br/><span>Splitt 2/5 mm,</span><br/><span>Mengenermittlung nach Lieferschein.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Splitt 2/5</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APDABIHXGHAFOZKI" RNoPart="50"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>t</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Liefern von Stoffen frei Verwendungsstelle.</span><br/><span>Schotter 0/32 mm,</span><br/><span>Mengenermittlung nach Lieferschein.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Schotter 0/32</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APCNXLBPLTJDQJOB" RNoPart="60"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>t</QU><Description><CompleteText><ComplTSA>Yes</ComplTSA><DetailTxt><Text><p style="text-align:left; "><span>Oberboden gesiebt,</span><br/></p></Text><TextComplement Kind="Owner" MarkLbl="22"><ComplCaption/><ComplBody><span>&apos;liefern .&apos;</span></ComplBody><ComplTail/></TextComplement></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Oberboden liefern und einbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APVDUOUCSCOTJRRY" RNoPart="70"><UPBkdn>No</UPBkdn><Qty>2.000</Qty><QU>Sack</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Liefern von Stoffen frei Verwendungsstelle.</span></p><p style="text-align:left; "><span>Fertigmörtel.</span></p><p style="text-align:left; "><span>Mengenermittlung nach Lieferschein.</span></p><p style="text-align:left; "><span>Sack à 25 kg</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Fertigmörtel</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APPUOORUDRXHVTRG" RNoPart="80"><UPBkdn>No</UPBkdn><Qty>2.000</Qty><QU>Sack</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Liefern von Stoffen frei Verwendungsstelle.</span></p><p style="text-align:left; "><span>Schnellmontagemörtel.</span></p><p style="text-align:left; "><span>Mengenermittlung nach Lieferschein.</span></p><p style="text-align:left; "><span>Eimer / Sack à 5 kg</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Schnellmontagemörtel</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APADBHQKSRVZGXDD" RNoPart="90"><UPBkdn>No</UPBkdn><Qty>2.000</Qty><QU>Sack</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Liefern von Stoffen frei Verwendungsstelle.</span></p><p style="text-align:left; "><span>Epoxidharz-Fugenmörtel.</span></p><p style="text-align:left; "><span>Mengenermittlung nach Lieferschein.</span></p><p style="text-align:left; "><span>Eimer / Sack à 5 kg</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Epoxidharz-Fugenmörtel</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item><Item ID="APWQRJBKGUPZTNEB" RNoPart="100"><UPBkdn>No</UPBkdn><Qty>1.000</Qty><QU>t</QU><Description><CompleteText><DetailTxt><Text><p style="text-align:left; "><span>Asphaltdeckschicht 0/8 liefern und als Profilausgleich oder für Niveauanpassungen / Ankeilungen und von Hand einbauen.</span></p></Text></DetailTxt><OutlineText><OutlTxt><TextOutlTxt><p style="text-align:left; "><span style="font-size:9pt; ">Ashaltdeckschicht 0/8 liefern und einbauen</span></p></TextOutlTxt></OutlTxt></OutlineText></CompleteText></Description></Item></Itemlist></BoQBody></BoQCtgy></BoQBody></BoQCtgy></BoQBody></BoQ></Award></GAEB>
