电力施工

保标招标 > 电力施工 > 招标信息 > 长治市规划五路(滨湖大道一长北干线)道路建设工程电力迁改施工项目澄清答疑

长治市规划五路(滨湖大道一长北干线)道路建设工程电力迁改施工项目澄清答疑

· 2024-02-05
文件编号
投标资格
投标文件递交截止时间
投标有效期 10天
投标文件递交方法
投标保证金缴纳方式 资金现金
投标保证金金额 2万元 人民币
控制价(最高限价) 200万元 人民币
评标办法 综合评估法
开标时间
开标地点
开标方式
资格审查方式
答疑澄清时间
是否延期
延期后开标时间
延期后开标地点
对文件澄清与修改的主要内容
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长治市规划五 ( 滨湖大道一长北干 线 )
道路建设工程电力迁改施工 项目
澄清答疑
投标单位:
对长治市规划 ( 湖大道一长北干线 ) 路建设工程电力迁改施工项
投标人提出问题进 澄清答疑:
、问题内容:
1 1 10k V 果欧线杆塔迁改工程和 1 0K V 庄线等线路杆塔改造工程图纸中
有拆除工程量,招标工程量清单没有此项拆除相关量,应以哪个为准 ?
2 1 10k V 欧线杆塔迁改工程招标工程量清单与图纸中提供的铁塔钢材量、
凝土基础量不一致,应以哪个为准 ?
3 1 10k V 欧线杆塔迁改工程招标工程量清单与依据图纸计算出的量相差
大,应以哪个为准 ?
4 1 10k V 果欧线杆塔迁改工程和 1 0K V 庄线线路杆塔改迁工程,这两条
线 路的区域地下水位距地面是多少 ?
、问题回复:
1 以最新上传版清单为准;
2 以最新上传版清单为准;
3 以最新上传版清单为准;
4 、根据规划五路地勘报告,初见水位埋深为 2 .5—13.5 0 ,稳定水位埋
深为 1 .60—12.1 0 米,稳定水位标高 9 01.70—903.9 0
、联系方式 :
招 标 人:长治市政府工程建设事务中心
址:山西省长治市潞州区英雄中路 8 1
联 系 人:韩先生
0 355-2031500
标代理机构:中鼎万联建设项目管理有限公司
址:太原市小店区龙城大街 1 0 2 号盛锦国际 A 1 0 1 00 1
系 人:马女士
0 355-2180308 1 5003557775
督单位:长治市住房和城乡建设局
0 355-2022588 2 111484
递交时间

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