<?xml version="1.0" encoding="utf-8"?>
<XiangMuInfo AreaName="DQZhangYe" BiaoDuanBM="LJYGC2026052202029001001" BiaoDuanMC="2026临泽马拉松" BiaoDuanType="2" JianSheDW="临泽县体育运动中心" ProjectType="1" UseZBTempCode="ZYNLTDSGFB" UseZBTempName="张掖农林、土地生态治理及其他工程通用范本（无范本）" Version="2.1" XiangMuBM="LJYGC2026052202029" XiangMuMC="2026临泽马拉松" ZhaoBiaoDL="甘肃天地衡工程造价咨询有限责任公司">
<JingJiBiao>
<QdCS/>
<KBInfo>
<KBInfoMX AttributeBeiZhu="Tbzj" DW="元" ID="1" MC="投标报价" Type="0"/>
<KBInfoMX AttributeBeiZhu="ZL" DW="" ID="2" MC="质量" Type="1"/>
<KBInfoMX AttributeBeiZhu="Gq" DW="日历天" ID="3" MC="工期" Type="0"/>
<KBInfoMX AttributeBeiZhu="Tbzjdx" DW="" ID="4" MC="投标报价大写" Type="1"/>
</KBInfo>
</JingJiBiao>
<BiaoShu>
<ZBInfo/>
<TBFileTender>
<TBFileMx DisplayType="-1" FileBase64=" " FileCatalog="1" FileLx="-1" FileName="投标文件格式" IsNeedQianZhang="0" Xh="1"/>
<TBFileMx DisplayType="25" FileBase64="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" FileCatalog="1.01" FileLx="12" FileName="封面" IsNeedQianZhang="1" Xh="2"/>
<TBFileMx DisplayType="25" FileBase64="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" FileCatalog="1.02" FileLx="12" FileName="投标函及投标函附录" IsNeedQianZhang="1" Xh="3"/>
<TBFileMx DisplayType="25" FileBase64="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" FileCatalog="1.03" FileLx="12" FileName="法定代表人身份证明和授权委托书" IsNeedQianZhang="1" Xh="4"/>
<TBFileMx DisplayType="25" FileBase64=" " FileCatalog="1.11" FileLx="12" FileName="营业执照及开户许可证" IsNeedQianZhang="1" Xh="5"/>
<TBFileMx DisplayType="25" FileBase64=" " FileCatalog="1.12" FileLx="12" FileName="财务状况报告" IsNeedQianZhang="1" Xh="6"/>
<TBFileMx DisplayType="25" FileBase64=" " FileCatalog="1.13" FileLx="12" FileName="依法缴纳税收和社会保障资金证明材料" IsNeedQianZhang="1" Xh="7"/>
<TBFileMx DisplayType="25" FileBase64=" " FileCatalog="1.14" FileLx="12" FileName="具备履行合同所必需设备和专业技术能力的声明函" IsNeedQianZhang="1" Xh="8"/>
<TBFileMx DisplayType="25" FileBase64=" " FileCatalog="1.15" FileLx="12" FileName="参加采购活动中没有重大违法记录书面声明" IsNeedQianZhang="1" Xh="9"/>
<TBFileMx DisplayType="25" FileBase64=" " FileCatalog="1.16" FileLx="12" FileName="信用记录查询结果" IsNeedQianZhang="1" Xh="10"/>
<TBFileMx DisplayType="25" FileBase64=" " FileCatalog="1.17" FileLx="12" FileName="招标文件规定的其他资格证明文件" IsNeedQianZhang="1" Xh="11"/>
<TBFileMx DisplayType="25" FileBase64=" " FileCatalog="1.18" FileLx="12" FileName="投标人诚信承诺书" IsNeedQianZhang="1" Xh="12"/>
<TBFileMx DisplayType="25" FileBase64=" " FileCatalog="1.19" FileLx="12" FileName="企业基本情况" IsNeedQianZhang="1" Xh="13"/>
<TBFileMx DisplayType="25" FileBase64=" " FileCatalog="1.20" FileLx="12" FileName="商务条件响应表偏离表" IsNeedQianZhang="1" Xh="14"/>
<TBFileMx DisplayType="25" FileBase64=" " FileCatalog="1.21" FileLx="12" FileName="企业业绩" IsNeedQianZhang="1" Xh="15"/>
<TBFileMx DisplayType="25" FileBase64=" " FileCatalog="1.22" FileLx="12" FileName="招标文件规定的其他资料" IsNeedQianZhang="1" Xh="16"/>
<TBFileMx DisplayType="25" FileBase64=" " FileCatalog="1.23" FileLx="12" FileName="技术投标文件" IsNeedQianZhang="1" Xh="17"/>
<TBFileMx DisplayType="25" FileBase64=" " FileCatalog="1.24" FileLx="12" FileName="技术要求响应表偏离表" IsNeedQianZhang="1" Xh="18"/>
<TBFileMx DisplayType="25" FileBase64=" " FileCatalog="1.25" FileLx="12" FileName="开标一览表" IsNeedQianZhang="1" Xh="19"/>
<TBFileMx DisplayType="25" FileBase64=" " FileCatalog="1.26" FileLx="12" FileName="投标分项报价表" IsNeedQianZhang="1" Xh="20"/>
<TBFileMx DisplayType="25" FileBase64=" " FileCatalog="1.27" FileLx="12" FileName="招标文件规定的其他价格证明材料" IsNeedQianZhang="1" Xh="21"/>
</TBFileTender>
<PFMethod>
<PBBFSet EconAllPassRate="100.0" EconPFLX="1" EconPassRate="100.0" EconomicDFType="1" EconomicPWS="-1" IsAllowZGYS="" PBBFCode="NLTDSTHJZLF" PBBFName="农林土地及其他工程综合评分法" PBJCalcType="" QTAllPassRate="100.0" QTDFType="1" QTPFLX="1" QTPWS="-99" QTPassRate="100.0" Remark="1:价格评审;2:技术评审;3:商务评审;" TBRCalcJZZType="0" TechAB="0" TechAllPassRate="100.0" TechDFType="1" TechPFLX="1" TechPWS="-99" TechPassRate="100.0" ZHPFLX="1" Zgj="0.0" ZhAllPassRate="100.0" ZhDFType="1" ZhPWS="-99" ZhPassRate="100.0" Zlje="0.0" bIsNeedShuangXinFeng="0" chubuPws="-99"/>
<CBPS PSType="4">
<CBPSMX HGFS="0" IsMustPass="1" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="1.是否提供合法有效的含社会统一信用代码和二维码标识的法人营业执照副本复印件并加盖公章确保二维码清晰可查；银行开户证明（复印件加盖公章）；&#10;2.是否提供法人授权书（原件，若法定代表人参加开标会议则不需提供）、法人代表身份证（正反面复印件）和被授权人身份证（正反面复印件）" PSYS="具有独立承担民事责任的能力" PingFenMethod="1" Xh="1"/>
<CBPSMX HGFS="0" IsMustPass="1" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="投标人须提供2024年或2025年度财务报表或经第三方审计的财务审计报告及健全的财务会计制度(成立不足一年的投标人提供成立以来的财务会计报表或银行资信证明)。" PSYS="具有良好的商业信誉和健全的财务会计制度" PingFenMethod="1" Xh="2"/>
<CBPSMX HGFS="0" IsMustPass="1" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="1.投标人需提供投标截止日前缴纳的6个月内任意一个月的增值税或企业所得税的凭据，依法免税的投标人，应提供相应的证明文件。（原件彩色扫描件）。&#10;2.投标人需提供投标截止日前缴纳的6个月内任意一个月的社会保障资金缴纳凭据，应提供相应的证明文件。（原件彩色扫描件）。" PSYS="有依法纳税和社会保障资金的良好记录" PingFenMethod="1" Xh="3"/>
<CBPSMX HGFS="0" IsMustPass="1" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="是否提供参加政府采购活动前3年内在经营活动中没有重大违法记录的书面声明" PSYS="参加政府采购活动前3年内，在经营活动中没有重大违法记录" PingFenMethod="1" Xh="4"/>
<CBPSMX HGFS="0" IsMustPass="1" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="是否提供未被列入“信用中国”及“中国政府采购网”网站查询截图" PSYS="信用查询记录" PingFenMethod="1" Xh="5"/>
<CBPSMX HGFS="0" IsMustPass="1" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="是否提供具备履行合同所必需设备和专业技术能力的声明函及具有履行合同所必需的设备、人员和专业技术能力的相关证明材料" PSYS="具有履行合同所必需的设备、人员和专业技术能力" PingFenMethod="1" Xh="6"/>
<CBPSMX HGFS="0" IsMustPass="1" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="1）本项目的特定资格要求：无&#10;2）是否提供投标承诺书：是" PSYS="投标人其他资格证明文件" PingFenMethod="1" Xh="7"/>
</CBPS>
<CBPS PSType="5">
<CBPSMX HGFS="0" IsMustPass="1" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="投标文件是否按招标文件要求签署、盖章。" PSYS="签字、盖章" PingFenMethod="1" Xh="1"/>
<CBPSMX HGFS="0" IsMustPass="1" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="投标报价是否超过招标文件中规定的采购预算金额或者最高限价。" PSYS="采购预算、最高限价" PingFenMethod="1" Xh="2"/>
<CBPSMX HGFS="0" IsMustPass="1" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="1.投标文件是否完整，无漏项。&#10;2.投标文件重要内容是否字字迹潦草，无法辨认。" PSYS="投标文件完整性" PingFenMethod="1" Xh="3"/>
<CBPSMX HGFS="0" IsMustPass="1" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="投标人递交两份或者多份内容不同的投标文件，或者在一份投标文件中对同一招标项目报有两个或者多个报价，且未声明哪一个有效的。" PSYS="唯一性" PingFenMethod="1" Xh="4"/>
<CBPSMX HGFS="0" IsMustPass="1" MaxDF="0.0" MinDF="0.0" PFDMapDesp="0" PFDMapUrl="" PSBZ="1.不同投标人的投标文件由同一单位或者个人编制。&#10;2.不同投标人委托同一单位或者个人办理投标事宜。&#10;3.不同投标人的投标文件相互混装。&#10;4.不同投标人的投标文件载明的项目管理成员或者联系人员为同一人。&#10;5.不同投标人的投标文件异常一致或者投标报价呈规律性差异。&#10;6.招标文件规定的可拒绝投标的其他未实质性响应文件要求的，而被判定为投标无效的情况的。" PSYS="其他要求" PingFenMethod="1" Xh="5"/>
</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="1" DFFS="0" EconomicPWS="1" GS="SLKF([A1],[A2],[A3])" GSParams="[A1]:1,[A2]:30,[A3]:0.5" IsMustPass="0" IsZJF="0" JZZGS="SLAVG" JZZGSParams="" MaxDF="30.0" MinDF="0.0" PFDDangCi="优(0~0);良(0~0);中(0~0);差(0~0)" PFDMapDesp="0" PFDMapUrl="" PingFenMethod="0" Psbz="报价分采用通过符合性评审的投标单位(大于5家时)所有有效报价去除1个最高报价和1个最低报价后的算术平均投标值(小于等于五家时直接取算术平均值)，有效投标报价平均值作为评标基准价。评标基准价=有效投标报价平均值。 &#10;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。 &#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。" Psys="投标报价" Xh="1" ZHDJGS="" ZHDJParams=""/>
</EconomicPS>
<TechPS>
<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="赛赛事总体工作方案：符合当地实际，并对赛事作出合理规划，满足采购项目需求程度以及创意性、合理性可操作性。包括但不限于： &#10;①整体策划方案； ②工作方案（工作机构设置）。 &#10;以上内容每提供1项且满足采购需求并符合实际的得3分，满分6分。否则酌情扣分。" Psys="赛事总体思路策划方案" TechPWS="0" Xh="1"/>
<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="媒体宣传及商务开发方案：提供满足采购项目需求并具有创意性、合理性、可操作性的媒体宣传及商务开发方案。包括但不限于： &#10;①媒体排期方案； &#10;②传播、推广、矩阵内容； &#10;③商务开发方案； &#10;以上内容每提供1项且满足采购需求并符合实际的得2 分，满分6分。否则酌情扣分。" Psys="媒体宣传及商务开发方案" TechPWS="0" Xh="2"/>
<TechCS IsMustPass="0" MaxDF="12.0" MinDF="0.0" PFDDangCi="优(0~0);良(0~0);中(0~0);差(0~0)" PFDMapDesp="0" PFDMapUrl="" PingFenMethod="2" Psbz="赛事竞赛组织和器材保障方案：提供满足采购项目需求并具有合理性、可操作性的赛事竞赛组织方案。包括但不限于： &#10;①竞赛规程； &#10;②报名工作方案； &#10;③芯片计时、成绩统计及排名方案； &#10;④赛前、赛后物品发放工作方案、运动员存取衣工作方案； &#10;⑤线路及点位描述； &#10;⑥裁判员岗位管理方案； &#10;⑦志愿者管理方案； &#10;⑧赛事收容工作方案； &#10;⑨证件、车辆管理方案； &#10;⑩起终点及沿途工作方案； &#10;⑪赛事气象信息监控方案； &#10;⑫后勤保障方案； &#10;以上内容每提供1项且满足采购需求并符合实际的得1分，满分12分。否则酌情扣分。" Psys="赛事竞赛组织和器材保障方案" 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="安全保障方案：提供符合地方实际，满足安全办赛、减少人员伤亡、财产损失和社会负面影响的安保保障方案。包含但不限于： &#10;①赛事熔断措施； &#10;②重大风险点及应对措施； &#10;③安保方案及措施； &#10;以上内容每提供1项且满足采购需求并符合实际的得2分，满分6分。否则酌情扣分。" Psys="安全保障方案" 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="医疗保障方案：提供符合地方实际可操作性强，分工明确，流程完备的医疗保障方案。包含但不限于： &#10;①医疗人员配置方案； &#10;②医疗物资配置方案；&#10;③完备的急救措施及流程； &#10;以上内容每提供1项且满足采购需求并符合实际的得2 分，满分6分。否则酌情扣分。" Psys="医疗保障救援方案" TechPWS="0" Xh="5"/>
<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="赛事整体视觉设计方案：提供针对本赛事整体视觉效果设计图及方案（每项设计图须配备相对应的设计方案）。包含但不限于： &#10;①拱门；②主背景；③奖牌；④旗帜、隔离板；⑤参赛号码布；⑥参赛包等。以上内容全部提供者得6分，缺少一项扣1，扣完为止。" Psys="赛事视觉设计方案" TechPWS="0" Xh="6"/>
<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="应急预案：制定安全可靠、周密程度满足本项目需求的应急预案。包括但不限于： &#10;①竞赛过程中突发事件预案； &#10;②极端天气预案； &#10;以上内容每提供1项且满足采购需求并符合实际的得3 分，满分6分。否则酌情扣分。" Psys="应急预案" TechPWS="0" Xh="7"/>
</TechPS>
<Zhps>
<ZhCS AutoCalc="0" GS="" GSParams="" IsMustPass="0" JZZGS="" JZZGSParams="" 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="2022年至今，成功举办过中大型马拉松或综合类体育赛事项目，每提供一项得1分，满分5分；（以中标通知书或合同原件为依据）提供相关原件彩色扫描件并加盖公章，未提供不得分。" Psys="业绩" Xh="1" ZhPWS="0"/>
<ZhCS AutoCalc="0" GS="" GSParams="" IsMustPass="0" JZZGS="" JZZGSParams="" MaxDF="2.0" MinDF="0.0" PFDDangCi="优(0~0);良(0~0);中(0~0);差(0~0)" PFDMapDesp="0" PFDMapUrl="" PingFenMethod="2" Psbz="拟派项目负责人： &#10;本项目拟派的项目负责人具有中国田径协会颁发的“路跑赛事比赛监督培训”结业证书，得2分。(须提供拟派人员证书及投标人为其缴纳的近三个月社保证明材料的原件彩色扫描件)；未提供不得分" Psys="项目负责人" Xh="2" ZhPWS="0"/>
<ZhCS AutoCalc="0" GS="" GSParams="" IsMustPass="0" JZZGS="" JZZGSParams="" MaxDF="2.0" MinDF="0.0" PFDDangCi="优(0~0);良(0~0);中(0~0);差(0~0)" PFDMapDesp="0" PFDMapUrl="" PingFenMethod="2" Psbz="投标人为“中国马拉松认证赛事运营公司”（提供中国马拉松官方网站查询结果）的得2分，未提供不得分。" Psys="项目团队成员及实力1" Xh="3" ZhPWS="0"/>
<ZhCS AutoCalc="0" GS="" GSParams="" IsMustPass="0" JZZGS="" JZZGSParams="" MaxDF="2.0" MinDF="0.0" PFDDangCi="优(0~0);良(0~0);中(0~0);差(0~0)" PFDMapDesp="0" PFDMapUrl="" PingFenMethod="2" Psbz="投标人为“中国田径协会会员单位”的得2分（提供会员单位证书原件彩色扫描件）未提供不得分。" Psys="项目团队成员及实力2" Xh="4" ZhPWS="0"/>
<ZhCS AutoCalc="0" GS="" GSParams="" IsMustPass="0" JZZGS="" JZZGSParams="" 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="投标人项目实施团队人员具备中国田径协会颁发的“马拉松竞赛组织管理”结业证书，提供5人及以下的得1分，提供12人及以下的得3分，提供13人及以上的得5分，满分5分（提供结业证书、以及近三个月社保证明材料的原件彩色扫描件，未提供不得分。）" Psys="项目团队成员及实力3" Xh="5" ZhPWS="0"/>
<ZhCS AutoCalc="0" GS="" GSParams="" IsMustPass="0" JZZGS="" JZZGSParams="" 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="投标人项目实施团队人员具备中国田径协会颁发的“路跑赛事医疗体系构建与急救管理”结业证书，每提供一个证书得0.5分，满分3分。（提供结业证书、以及近三个月社保证明材料的原件彩色扫描件，未提供不得分。）" Psys="项目团队成员及实力4" Xh="6" ZhPWS="0"/>
<ZhCS AutoCalc="0" GS="" GSParams="" IsMustPass="0" JZZGS="" JZZGSParams="" 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="投标人项目实施团队人员具备中国田径协会颁发的“路跑赛事媒体传播”结业证书，每提供一个证书得0.5分，满分3分。（提供结业证书、以及近三个月社保证明材料的原件彩色扫描件，未提供不得分。）" Psys="项目团队成员及实力5" Xh="7" 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"/>
</ZBFileTender>
</BiaoShu>
</XiangMuInfo>
