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k8p7k1HqRCU1d3OthEWHpZ8L1BTLUglJW7QFPWMpi1/GopDOBb0bDlvuSI/TUxoaCUGrRKu5d3O0G6q5fWnMLNAN9+pZ1crvApstBgzmpLGQ9YZmo6EuJNsb6l9DhJ1kcUR3H7lG0WgJPipSK+vgAcFVyhzS+CwtpFgNlranktjqeljXmvRiojem/J4arC1vQykOwAnuyGYU+yBd7/ehq++hqm+JKTuVTF+RDjF6eI+F/zUHJ5orGDGf25rXmxs64ivn+7fFxox2jPoa7Q5eRlbXmB9wxhax816n5j4EmLTuY8WNJIkW2d0G0PLnOjhq04ukO5FkdbgskjbzOxMmnTTcco+WhCFV5GSWxnUm/IbLqHjISejiNWOXV92KOLSWJW9qP52574Zuzq9uzxcRYjvFUYGuljQQ4tPEZ39zHfMlELyCJjby41uP7JstHhU7YTekMVy6q38AAAD//wMAUEsDBBQABgAIAAAAIQDpbE6NtAYAAKsbAAAVAAAAd29yZC90aGVtZS90aGVtZTEueG1s7FlPbxNHFL9X6ncY7R1iJ3aIIxwUOzZpIRDFhorjeD3eHTK7s5oZJ/iG4IhUqSqtOBSp6qWHqi0SSK1U+mUaSkWpxFfom5nd9U68bhKIKGqJEIlnf/P+v9+8WZ+/cCtiaI8ISXnc9KpnKx4isc+HNA6a3rV+98yKh6TC8RAzHpOmNyHSu7D24Qfn8aoKSUQQ7I/lKm56oVLJ6sKC9GEZy7M8ITE8G3ERYQUfRbAwFHgf5EZsYbFSWV6IMI09FOMIxF4djahP0LOff3nxzYPfbt+Df95apqPDQFGspF7wmehpDcTZaLDD3apGyIlsM4H2MGt6oG7I9/vklvIQw1LBg6ZXMT/ewtr5BbyabmJqzt7Cvq75SfelG4a7i0anCAa50mq31ji3kcs3AKZmcZ1Op92p5vIMAPs+eGptKcqsdVeqrUxmAWT/nJXdrtQrNRdfkL80Y3Oj1WrVG6ktVqgB2T9rM/iVynJtfdHBG5DF12fwtdZ6u73s4A3I4pdn8N1zjeWaizegkNF4dwatE9rtptJzyIizzVL4CsBXKil8ioJqyKtLqxjxWM2rtQjf5KILAA1kWNEYqUlCRtiHYm7jaCAo1grwKsGFJ3bJlzNLWheSvqCJanofJxgaYyrv1dPvXz19jA7uPDm489PB3bsHd360gpxdmzgOirtefvvZXw9voz8ff/3y/hfleFnE//7DvWe/fl4OhPaZmvP8y0d/PHn0/MGnL767XwJfF3hQhPdpRCS6QvbRDo/AMRMV13IyECfb0Q8xLe5YjwOJY6y1lMjvqNBBX5lglmbHsaNF3AheF0AfZcCL45uOwb1QjBUt0XwpjBzgFuesxUVpFC5pXYUw98dxUK5cjIu4HYz3ynS3cezktzNOgDezsnQcb4fEMXOb4VjhgMREIf2M7xJS4t0NSp24blFfcMlHCt2gqIVpaUj6dOBU03TTJo0gL5MynyHfTmy2rqMWZ2Veb5A9FwldgVmJ8X3CnDBexGOFozKRfRyxYsAvYxWWGdmbCL+I60gFmQ4I46gzJFKW7bkqwN9C0i9hYKzStG+xSeQihaK7ZTIvY86LyA2+2w5xlJRhezQOi9iP5C6UKEbbXJXBt7jbIfoz5AHHc9N9nRIn3UezwTUaOCZNC0Q/GYuSXF4k3Knf3oSNMDFUA6TucHVE438ibkaBua2G0yNuoMrnXz0ssftdpex1OL3KembzEFHPwx2m5zYXQ/rus/MGHsfbBBpi9oh6T87vydn7z5PzvH4+fUqesjAQtJ5F7KBtxu5o7tQ9ooz11ISRy9IM3hLOnmEXFvU+c/Ek+S0sCeFP3cmgwMEFAps9SHD1CVVhL8QJDO1VTwsJZCo6kCjhEi6LZrlUtsbD4K/sVbOuLyGWOSRWW3xol5f0cnbXyMUYqwJzoc0ULWkBx1W2dC4VCr69jrKqNurY2qrGNEOKjrbcZR1icymHkOeuwWIeTRhqEIxCEOVluPpr1XDZwYwMddxtjrK0mCycZopkiIckzZH2ezZHVZOkrFZmHNF+2GLQF8cjolbQ1tBi30DbcZJUVFeboy7L3ptkKavgaZZA2uF2ZHGxOVmM9pteo75Y95CPk6Y3gnsy/BklkHWp50jMAnjn5Cthy/7IZjZdPs1mI3PMbYIqvPqwcZ9x2OGBREi1gWVoS8M8SkuAxVqTtX+xDmE9LQdK2Oh4ViytQDH8a1ZAHN3UktGI+KqY7MKKjp39mFIpHysieuFwHw3YWOxgSL8uVfBnSCW87jCMoD/AuzkdbfPIJee06YpvxAzOrmOWhDilW92iWSdbuCGk3AbzqWAe+FZqu3Hu5K6Ylj8lV4pl/D9zRZ8n8PZhaagz4MMbYoGR7pSmx4UKObBQElK/K2BwMNwB1QLvd+ExFBW8pza/BdnTv23PWRmmreESqXZogASF80iFgpBtoCVTfUcIq6ZnlxXJUkGmogrmysSaPSB7hPU1By7rs91DIZS6YZOUBgzucP25n9MOGgR6yCn2m8Nk+dlre+BtTz62mcEpl4fNQJPFPzcxHw+mp6rdb7ZnZ2/REf1gOmbVsq4AZYWjoJG2/WuacMKj1jLWjMeL9cw4yOKsx7CYD0QJvENC+j84/6jwGTFlrA/UPt8BbkXw5YUWBmUDVX3GDh5IE6RdHMDgZBdtMWlRNrTp6KSjlh3Wpzzp5noPBVtbdpx8nzDY+XDmqnN68TSDnUbYibVdmxtqyOzhFoWlUXaRMYkx35YVv8nig5uQ6A34zmDMlDTFBN9TCQwzdM/0ATS/1Wi2rv0NAAD//wMAUEsDBBQABgAIAAAAIQCaa7jHjAQAAHYLAAARAAAAd29yZC9zZXR0aW5ncy54bWy0Vklv4zYUvhfofzB0rmPJS9wKcQaJl0kG9sxglLRnSqQtNlwEkrLi/Pp5JMVonA1Bip5EveV7C9/Cs0/3nPX2RGkqxSxKTuKoR0QhMRW7WXR7s+r/GfW0QQIjJgWZRQeio0/nv/921qSaGANiugcQQqe8mEWlMVU6GOiiJBzpE1kRAcytVBwZ+FW7AUfqrq76heQVMjSnjJrDYBjHp1ELI2dRrUTaQvQ5LZTUcmusSiq3W1qQ9hM01Hvses2FLGpOhHEWB4ow8EEKXdJKBzT+UTQIsQwg+7eC2HMW5JokfkuyDbeRCj9qvMc9q1ApWRCt4YI48+FyRMUjTDJ+BvSY6hNI9cDbHlgoUE9id+o81+yZ/gu37W9xTXOFlL9mKADrBS/S652QCuUMiqpJxtE5VNSDlLzXpBVRBVwSlOMwjgaWkYMXUKML+VWarFZK1gJfEQS0V9krKU3LhlTIbWaQIQC+U4hDEc6ighEkPDwmW1Qzc4PyzMgKhPYIwhsH61ihBvL4WVH8N1GGFohlFSqAFESTyWmLRHXF0OFKKvoghUFs0ekuoc0OQaMNDHv5APua9NCjFyVSqICwWvNzMKEkC5i2qRTc+fdaFKZ2pe31SqyyElVk4ePU52cy1ZbQBq57+5TcQ8IJpgb6vaKYo/tZNIzHf1mEQZM+h2jSLaRYQJa/K3tH4Q+8oXgW9RNv+wnZxQ14gex1icAdUPvzBOeYGmCOFP1Qsb5ouB6ykup27esDMSQKksGNMXJ5MGQhayg8e/qHYlM6IWyLa03Qnlyi4k4zpMsLO/Mcs2Y3ClF37Z7gpJf3FUzGrKRb84MYGFtOFuF/a23WVJArQneluRZQWKzF0WS1XKODrI2T9S5nfpJCxAJx6AdPbafjRmISAatW9FnLvdqyVsEVMXTWG4YklCRUNXEOZubAIGnCZPSBXAj8BaKgMG99IX3cg7ccIMKm5hvsiZtDRVYEQRZhw/w/xtydrRitNhRGiLoWGKbMfzUGtdzVHaxRDN3VpPbwA9ojXEMcj8bT0XTkc2G57+GMl8OLuO39Y53JIlmsJi+hnS7ieDJ9iXMxH82n85c489F0NWon2LGd+XI6WToPIE7Lguh4aledbVx/siXT477c5ojniqLexi5DKDye5urukorAzwk8BsivnKzOA7Pf9wzNEWMrmHSB4bqdp3ZYwghzsGyD1K7DbSXUi1SYcl8esexmIeozrJDKW2sUqnwpBHPJeNziUQF9zANd13kWtAQstF9YtcDf9soCDrr0NKmBd5BrqTXqlgUR/dvMljhB2lxoimbRQ9mff7XaUExMZfb5RDaoqvyKyXfJLGJ2lCRWzcAfhmeU+8l3w5Y3dDz4szz3gwobLEi3ByvgjyDVHjraKNBGHQ0eCV5u3NEmgTbpaKeBBs842BXQyopRcQfzKhwtfSsZkw3BV4E4i56RfBLccvrotmp3G6xhmLJHm83uPbvaqiNqDyMDd+D21eBI2W2+J740KSYFhQrNDjzvdu+Jd5xRbTJSwZo2UkHIbgb/4eqiezCf/wQAAP//AwBQSwMEFAAGAAgAAAAhABegFk4CAQAArAEAABQAAAB3b3JkL3dlYlNldHRpbmdzLnhtbIzQwUoDMRAG4LvgOyy5t9mVIrJ0tyBS8SKC+gBpdnYbzGTCTGqsT2/aqiBeesskmY+Zf7n6QF+9A4uj0KlmXqsKgqXBhalTry/r2Y2qJJkwGE8BOrUHUav+8mKZ2wybZ0ip/JSqKEFatJ3aphRbrcVuAY3MKUIojyMxmlRKnjQaftvFmSWMJrmN8y7t9VVdX6tvhs9RaBydhTuyO4SQjv2awReRgmxdlB8tn6Nl4iEyWRAp+6A/eWhc+GWaxT8InWUSGtO8LKNPE+kDVdqb+nhCryq07cMUiM3GlwRzs1B9iY9icug+YU18y5QFWB+ujfeUnx7vS6H/ZNx/AQAA//8DAFBLAwQUAAYACAAAACEAfw4V/e0IAACRQgAAGgAAAHdvcmQvc3R5bGVzV2l0aEVmZmVjdHMueG1svFvNcts2EL53pu/A4d2RZDl24qnSSZSk8UySppUzPUMkZLEmCZakrDjnXvoKnV76EH2mtm/RxYKE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<CBPSMX HGFS="0" IsMustPass="1" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="信誉符合第2章投标人须知前附表第1.4.1款规定" PSYS="信誉" PingFenMethod="1" Xh="6"/>
<CBPSMX HGFS="0" IsMustPass="1" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="项目经理资格符合第2章投标人须知前附表第1.4.1款规定" PSYS="项目经理" PingFenMethod="1" Xh="7"/>
<CBPSMX HGFS="0" IsMustPass="1" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="技术负责人资格符合第2章投标人须知前附表第1.4.1款规定" PSYS="技术负责人" PingFenMethod="1" Xh="8"/>
<CBPSMX HGFS="0" IsMustPass="1" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="其它要求符合第2章投标人须知前附表第1.4.1款规定" PSYS="其它要求" PingFenMethod="1" Xh="9"/>
</CBPS>
<CBPS PSType="6">
<CBPSMX HGFS="0" IsMustPass="0" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="投标范围符合第2章投标人须知前附表第1.3.1款规定" PSYS="投标范围" PingFenMethod="1" Xh="1"/>
<CBPSMX HGFS="0" IsMustPass="0" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="计划工期符合第2章投标人须知前附表第1.3.2款规定" PSYS="计划工期" PingFenMethod="1" Xh="2"/>
<CBPSMX HGFS="0" IsMustPass="0" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="工程质量符合第2章投标人须知前附表第1.3.3款规定" PSYS="工程质量" PingFenMethod="1" Xh="3"/>
<CBPSMX HGFS="0" IsMustPass="0" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="投标有效期符合第2章投标人须知前附表第3.3.1款规定" PSYS="投标有效期" PingFenMethod="1" Xh="4"/>
<CBPSMX HGFS="0" IsMustPass="0" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="投标保证金符合第2章投标人须知前附表第3.4.1款规定" PSYS="投标保证金" PingFenMethod="1" Xh="5"/>
<CBPSMX HGFS="0" IsMustPass="0" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="已标价工程量清单符合第5章工程量清单填写的有关要求" PSYS="工程量清单" PingFenMethod="1" Xh="6"/>
</CBPS>
<XXPS>
<ZFSet>
<ZFMX Fz="0.0" Xh="1" ZfLx="1" ZfName="经济标总分"/>
<ZFMX Fz="0.0" Xh="2" ZfLx="2" ZfName="技术标总分"/>
<ZFMX Fz="0.0" Xh="3" ZfLx="3" ZfName="综合标总分"/>
<ZFMX Fz="0.0" Xh="4" ZfLx="4" ZfName="其他标总分"/>
</ZFSet>
<EconomicPS>
<EconomicCS AutoCalc="0" DFFS="2" EconomicPWS="1" GS="" GSParams="" IsMustPass="0" IsZJF="0" JZZGS="" JZZGSParams="" MaxDF="30.0" MinDF="0.0" PFDDangCi="优(0~0);良(0~0);中(0~0);差(0~0)" PFDMapDesp="0" PFDMapUrl="" PingFenMethod="2" Psbz="投标单位报价与评标基准价相同者得 30 分，每比 基准价高 1%者扣 1 分，每低 1％扣 0.5 分。（本项得分由评标委员会计算取得） &#10;评标基准价 A，投标单位报价 B， &#10;若 B&gt;A,得分 C＝30-（B-A）*100/A； &#10;若 B=A, 得分 C=30；&#10;若 B&lt;A, 得分 C=30-（A-B）*100*0.5/A；&#10;评标基准价计算：&#10;（1）招标人设置招标限价，凡投标报价高于招标人招标限价的为废标；&#10;（2）不高于招标人最高限价为有效报价；&#10;（3）投标报价平均值的计算；&#10;当投标人数少于5个（不包含）时，基准价为所有投标报价（或评标价）算术平均值；当投标人数大于5个（包含）时，基准价为去掉最高和最低投标报价（或评标价）后的算术平均值&#10;（4）已废标的投标报价不参与评标基准价的计算。&#10;评标基准价=有效投标报价算数平均值。" Psys="投标报价" Xh="1" ZHDJGS="" ZHDJParams=""/>
</EconomicPS>
<TechPS>
<TechCS IsMustPass="0" MaxDF="14.0" MinDF="0.0" PFDDangCi="优(0~0);良(0~0);中(0~0);差(0~0)" PFDMapDesp="0" PFDMapUrl="" PingFenMethod="2" Psbz="根据投标人针对本项目制定的施工组织及进度计划进行打分：&#10;依据投标人提供的施工进度方案打分，科学、合理，有保障工程进度的具体可行措施，且采用先进的计划理论和方法，合理确定施工顺序和各工序的作业时间，使工期符合招标文件要求、成本低和资源的均衡利用达到最佳结合状态得14-11分；施工进度方案科学、合理，有保障工程进度的具体可行措施，且采用先进的计划理论和方法，合理确定施工顺序和各工序的作业时间得10-7分；施工进度方案基本合理，保障工程进度的具体措施基本可行，基本能合理确定施工顺序和各工序的作业时间得6-4分；施工进度方案有缺失，有保障工程进度的措施，得3-0分" Psys="施工组织及进度计划" TechPWS="0" Xh="1"/>
<TechCS IsMustPass="0" MaxDF="13.0" MinDF="0.0" PFDDangCi="优(0~0);良(0~0);中(0~0);差(0~0)" PFDMapDesp="0" PFDMapUrl="" PingFenMethod="2" Psbz="根据投标人针对本项目制定的施工方案进行打分：&#10;施工方案内容完整、严密、科学、能针对工程特点，资源配置合理得13-9分；施工方案内容完整得7-4分；提供方案内容不完整得3-0分；投标人未提供方案的不得分。" Psys="施工方案" TechPWS="0" Xh="2"/>
<TechCS IsMustPass="0" MaxDF="5.0" MinDF="0.0" PFDDangCi="优(0~0);良(0~0);中(0~0);差(0~0)" PFDMapDesp="0" PFDMapUrl="" PingFenMethod="2" Psbz="根据投标人针对本项目制定的质量控制管理体系方案进行打分： &#10;依据投标人提供的质量控制管理体系方案打分，健全，具有完整、可行的质量保证体系和质量控制措施，且主体工程和关键部位的技术措施和施工方法明确，具有详细的思想保障、组织保障、制度保障、措施保障、经济保障得5分；质量控制管理体系健全，较完整、质量保证体系和质量控制措施可行的，且主体工程和关键部位的技术措施和施工方法基本明确得4分；质量控制管理体基本完整、质量保证体系和质量控制措施基本可行的，主体工程和关键部位的技术措施和施工方法有缺失的，得2分；质量控制管理体系有缺失、质量保证体系和质量控制措施基本可行的得1分，不提供不得分。" Psys="质量管理体系与措施" TechPWS="0" Xh="3"/>
<TechCS IsMustPass="0" MaxDF="6.0" MinDF="0.0" PFDDangCi="优(0~0);良(0~0);中(0~0);差(0~0)" PFDMapDesp="0" PFDMapUrl="" PingFenMethod="2" Psbz="根据投标人针对本项目提供的安全文明施工方案进行打分： &#10;文明施工保证措施得当、环境保护管理体系健全，污染物处理和排放符合国家和地方环境保护标准，技术及管理措施可行的得6分；文明施工保证措施得当、环境保护管理体系健全，污染物处理和排放符合标准，技术及管理措施不够全面的得4分；文明施工保证措施基本得当、环境保护管理体系基本全面，污染物处理和排放符合标准，得2分；文明施工保证措施得当、环境保护管理体系健全，污染物处理和排放符合标准，技术及管理措施有缺失的得1分，不提供不得分。" Psys="安全管理体系与措施" TechPWS="0" Xh="4"/>
<TechCS IsMustPass="0" MaxDF="6.0" MinDF="0.0" PFDDangCi="优(0~0);良(0~0);中(0~0);差(0~0)" PFDMapDesp="0" PFDMapUrl="" PingFenMethod="2" Psbz="环境保护保证措施：环境保护管理体系健全，污染物处理和排放符合国家和地方环境保护标准，技术及管理措施科学完善、符合项目需求的得6-4分，技术及管理措施基本合理得3-1分，未提供措施方案的不得分。" Psys="环境保护管理体系与措施" TechPWS="0" Xh="5"/>
<TechCS IsMustPass="0" MaxDF="5.0" MinDF="0.0" PFDDangCi="优(0~0);良(0~0);中(0~0);差(0~0)" PFDMapDesp="0" PFDMapUrl="" PingFenMethod="2" Psbz="文明施工管理体系与措施:施工措施及方案措施文明、科学完善得5-3分，施工措施及方案措施基本合理得2-1分，未提供措施方案的不得分。" Psys="文明施工管理体系与措施" TechPWS="0" Xh="6"/>
<TechCS IsMustPass="0" MaxDF="3.0" MinDF="0.0" PFDDangCi="优(0~0);良(0~0);中(0~0);差(0~0)" PFDMapDesp="0" PFDMapUrl="" PingFenMethod="2" Psbz="成品保护及现场管理措施制度健全、措施完善，提供相应的方案，横向对比所有有效投标人提供的方案，最优的得3分，其余依次递减1分，最低为0分" Psys="成品保护及现场管理措施" TechPWS="0" Xh="7"/>
</TechPS>
<Zhps>
<ZhCS AutoCalc="0" GS="" GSParams="" IsMustPass="0" JZZGS="" JZZGSParams="" MaxDF="6.0" MinDF="0.0" PFDDangCi="优(0~0);良(0~0);中(0~0);差(0~0)" PFDMapDesp="0" PFDMapUrl="" PingFenMethod="2" Psbz="投标人近三年承担过类似项目业绩的，每提供1项业绩得2分，最高得6分。&#10;注：以中标通知书或合同为准，不提供不得分。" Psys="投标人业绩" Xh="1" ZhPWS="0"/>
<ZhCS AutoCalc="0" GS="" GSParams="" IsMustPass="0" JZZGS="" JZZGSParams="" MaxDF="6.0" MinDF="0.0" PFDDangCi="优(0~0);良(0~0);中(0~0);差(0~0)" PFDMapDesp="0" PFDMapUrl="" PingFenMethod="2" Psbz="1.提供项目部成立文件的得3分，不提供不得分。&#10;2.提供组建的项目部项目负责人、技术负责人、安全生产负责人近半年任意三个月缴纳社会保障资金的证明材料，每提供一人得1分，满分3分。" Psys="项目部成立" Xh="2" ZhPWS="0"/>
<ZhCS AutoCalc="0" GS="" GSParams="" IsMustPass="0" JZZGS="" JZZGSParams="" MaxDF="6.0" MinDF="0.0" PFDDangCi="优(0~0);良(0~0);中(0~0);差(0~0)" PFDMapDesp="0" PFDMapUrl="" PingFenMethod="2" Psbz="投标人针对本项目所组建的项目部成员中施工员、安全员、质量员、资料员、材料员、机械员等，每提供一人得1分，满分6分。&#10;注：须提供证件原件扫描件并加盖公章为准，不提供不得分。" Psys="人员配备" Xh="3" ZhPWS="0"/>
</Zhps>
<Qtps/>
</XXPS>
<FBTK/>
</PFMethod>
<ZBFileCAD/>
<NetFile/>
<ZBFileTender>
<ZBFile FileLx="1" FileName="招标文件正文" SignatureType="17" TenderLx="1" TenderName="招标文件正文.pdf" Xh="1"/>
<ZBFile FileLx="3" FileName="清单" SignatureType="" TenderLx="9" TenderName="清单.PDF" Xh="2"/>
</ZBFileTender>
</BiaoShu>
</XiangMuInfo>
