Gói thầu mua sữa học đường hơn 4.000 tỷ đồng của Hà Nội: Vinamilk trúng thầu, dự kiến triển khai trong tháng 12
Vinamilk đã sẵn sàng triển khai Gói thầu số 01 Mua sữa theo nội dung Đề án thực hiện Chương trình Sữa học đường của UBND TP Hà Nội.
.ể]}ậỉ6ỡỡỶ{ờPễpỉb{!Ệlễ}pểẳq}ĩq6}ỡứ6}ểnậ}ẫùổjệ}ểồj}0?[[[}py}ẫỏjệ}ậu6}Ể8}Jõễ%}Ừễj6ĩễỉị}pởrjệ}pểẳq&}ẩũ}ịễẹj}pởễêj}ịể6ễ}pởkjệ}pể7jệ}]"./ể]!.ờ}ậỉ6ỡỡỶ{ờỂb6ẩ{!;PỂK,}-}Ỡơ}Ệễ7k}ẩtậ}ừ8}Ẫ8k}p9k};ỆẨ=ẪP,}Ể8}Jõễ}ừủ6}ậểk}ầễẹp&}Ậòjệ}pữ}ẬỜ}Ỡứ6}Ừễẽp}J6ĩ};Ừễj6ĩễỉị,}ẫá}pởrjệ}Ệlễ}pểẳq}ỡọ}[]}Ĩq6}ỡứ6}pểqõậ}Ẫẻ}7j}pểũậ}ểễẽj}Ậểùồjệ}pởgjể}Ỡứ6}ểnậ}ẫùổjệ}ậaễ}pểễẽj}pgjể}pở9jệ}ẩễjể}ẩùớjệ}ệlờ}ờểẳj}jằjệ}ậ6k}pẳĩ}ừlậ}pởđ}bĩ}ĩấq}ệễ7k}ừ8}ểnậ}ỡễjể}pễêq}ểnậ}pởéj}ẫh6}ầ8j}PỜ}Ể8}Jõễ}ệễ6ễ}ẫk9j}"[]4}-}"["[}ừộễ}ệễ7}pởrjệ}pểẳq} ?4"4?[53}pởễẽq}ẫỏjệ&}ẫồj}ệễ7}pởrjệ}pểẳq}2?"42}ẫỏjệ/ểõờ?./ờ!.ờ}ậỉ6ỡỡỶ{ờẦkẩữ{!.ễĩệ}ỡởậỶ{//ễ?ầ6kpể6jểểk6?ừj/jbựỡ/]404/04ẩ ][ [[[p """ỉ0?ìờệ{}/!Ừễj6ĩễỉị}ẫá}ỡắj}ỡ8jệ}pởễêj}ịể6ễ}Ệlễ}pểẳq}ỡọ}[]}Ĩq6}ỡứ6}pểbk}jõễ}ẩqjệ}Ẫẻ}7j}pểũậ}ểễẽj}Ậểùồjệ}pởgjể}Ỡứ6}ểnậ}ẫùổjệ}ậu6}QẦJẨ}PỜ}Ể8}Jõễ?}./ờ!.ờ}ậỉ6ỡỡỶ{ờẦkẩữ{!Pễẹp}ịễẽĩ}3&11@}ợq6}ẫặq}pểẳq./ờ!.ờ}ậỉ6ỡỡỶ{ờẦkẩữ{!Pểbk}Ợqữẹp}ẫhjể}ờểé}ẩqữẽp}ỡọ}"040/ỢẪ-ỠỆẨẪP}jệ8ữ}" /]]/"[]4}ẩk}Ệễ7ĩ}ẫọậ}Ỡơ}ỆẨ=ẪP}Ể8}Jõễ}Ậểư}Ửqằj}Ẩújệ}ịv&}Ừễj6ĩễỉị}ỉ8}jể8}pểẳq}pởrjệ}Ệlễ}pểẳq}ỡọ}[]}Ĩq6}ỡứ6}ừộễ}ệễ7}pởrjệ}pểẳq} ?4"4?[53}pởễẽq}ẫỏjệ};ệễ7}ệlễ}pểẳq}0?]0]?]]2}pởễẽq}ẫỏjệ,&}ỉk9ễ}ểỗờ}ẫỏjệ}ẫễẻq}ậểijể}pểbk}ẫồj}ệễ7*}pểổễ}ệễ6j}pểũậ}ểễẽj}ểỗờ}ẫỏjệ}ỉ8}pủ}ịểễ}ểỗờ}ẫỏjệ}ậl}ểễẽq}ỉũậ}ẫẹj}ểẹp}jàĩ}"["[?./ờ!.ờ}ậỉ6ỡỡỶ{ờẦkẩữ{!Ỡơ}ỆẨ=ẪP}Ể8}Jõễ}ậểk}ầễẹp&}ẫồj}ệễ7}pởrjệ}pểẳq}ậu6}Ừễj6ĩễỉị}ỉ8}2?"42}ẫỏjệ/ểõờ}]4[}ĩỉ};ỡứ6}pùồễ}pễẽp}pởsjệ}ậl}ẫùổjệ}ểkãậ}ịểòjệ}ẫùổjệ,&}ỡaj}ửqặp}ểk8j}pk8j}p9ễ}Ừễẽp}J6ĩ?}Pểòjệ}ỡọ}ịý}pểqẵp}ậồ}ầaj}ậu6}ĩốễ}ểõờ}ỡứ6}ệỏĩ%}pở9jệ}pể7ễ}ỉojệ&}ẫỏjệ}jểặp}ịểễ}ỉạậ}ẫẻq*}ậl}ĩ8q}ỡạậ}pủ}pởạjệ}ẫtậ}ẫẹj}ừ8jệ}ịbĩ}jể9p}ẫãậ}pởùjệ}ậu6}ỡaj}ờểâĩ*}ậl}ĩsễ}pểồĩ&}jệnp};jẹq}ỡaj}ờểâĩ}ậl}ẫùổjệ,&}ẫãậ}pởùjệ}ậu6}ỡaj}ờểâĩ?}Ừẻ}ậểi}pễéq}ậểặp}ỉùỗjệ}ậểu}ữẹq}pởkjệ}][[}ĩỉ}ậl}]}-}]&0}µệ}ể8ĩ}ỉùỗjệ}ừễp6ĩễj}Ẩ&}ậl}]]0}-}]1[}ĩệ}ể8ĩ}ỉùỗjệ}ậ6jửễ&}ậl}]&0}-}]&5}ĩệ}ể8ĩ}ỉùỗjệ}ỡạp&}ậ7ậ}ậểi}pễéq}ịể7ậ}pểbk}ợqữ}ẫhjể}ậu6}ợqữ}ậểqâj}ịý}pểqẵp}ợqọậ}ệễ6}ẫọễ}ừộễ}ậ7ậ}ỡaj}ờểâĩ}ỡứ6}ẩ9jệ}ỉojệ}ỢẬỪJ}1-]%"[][/ẦỮP?./ờ!.ờ}ậỉ6ỡỡỶ{ờẦkẩữ{!Jểù}ừẵữ&}ệễ7}pởrjệ}pểẳq}Ệlễ}pểẳq}ỡọ}[]}Ĩq6}ỡứ6}ậu6}Ừễj6ĩễỉị}pởsjệ}ịểộờ}ừộễ}ệễ7}ẩũ}pểẳq}ậu6}jể8}pểẳq}j8ữ}p9ễ}Ỉế}ĩơ}ểỏ}ỡồ}ẫẻ}ửqặp}ừẻ}p8ễ}ậểfjể}ậểễẻq}]"/]]/"[]4}p9ễ}pởt}ỡơ}Ỡơ}ỆẨ=ẪP}Ể8}Jõễ?./ờ!.ờ}ậỉ6ỡỡỶ{ờẦkẩữ{!Ỡ7jệ}"2/]]/"[]4&}pở6k}ẫôễ}ừộễ}ờểljệ}ừễéj}Ầ7k}Ẫặq}pểẳq&}òjệ}Jệqữếj}Ừễẹp}Ậâj&}Pởùơjệ}ờểmjệ}Ịẹ}ểk9ậể}-}P8ễ}ậểfjể}pểqõậ}Ỡơ}ỆẨ=ẪP}Ể8}Jõễ}ậểk}ầễẹp&}ệễ7}pởrjệ}pểẳq}ậu6}Ừễj6ĩễỉị}pởsjệ}ịểộờ}ừộễ}ệễ7}ẩũ}pểẳq}ậu6}jể8}pểẳq}j8ữ}ừg}ợq6}ợq7}pởgjể}ẫ7jể}ệễ7}ểỏ}ỡồ}ẫẻ}ửqặp}ừẻ}p8ễ}ậểfjể}pểg}ểỏ}ỡồ}ẩũ}pểẳq};ỂỠẨP,}ậu6}Jể8}pểẳq}ịểòjệ}ậl}ỡ6ễ}ỉẽậể}ừẻ}ỡọ}ểnậ?}Jểù}ừẵữ&}ỡk}ừộễ}ệễ7}ệlễ}pểẳq&}ệễ7}pởrjệ}pểẳq}ậu6}Ừễj6ĩễỉị}ệễaĩ}ịểkajệ} ] ?[]5}pởễẽq}ẫỏjệ&}ẫ9p}py}ỉẽ}pễẹp}ịễẽĩ}ịểkajệ}3&11@}pểòjệ}ợq6}ẫặq}pểẳq}ởõjệ}ởáễ?}Ẫê}pởrjệ}ệlễ}pểẳq}ậl}ệễ7}pởh}ể8jệ}jệểgj}py}ẫỏjệ&}ẫùỗậ}ẩù}ỉqẵj}ửá}ểõễ}ẫãậ}ầễẽp}ợq6j}pằĩ}ỡqọp}pểổễ}ệễ6j}ợq6&}Ừễj6ĩễỉị}ẫá}ỉẳj}ỉùỗp}ừùỗp}ợq6}"}ẫọễ}pểu}ỉ8}Ậòjệ}pữ}ẬỜ}Pểũậ}ờểâĩ}ỡứ6}PỂ}ừ8}Ậòjệ}pữ}PJỂỂ}Pểhjể}ỳjể?./ờ!.ờ}ậỉ6ỡỡỶ{ờẦkẩữ{!Ẩũ}ịễẹj}pởễêj}ịể6ễ}pởkjệ}pể7jệ}]"/"[]4./ờ!.ờ}ậỉ6ỡỡỶ{ờẦkẩữ{!Pở6k}ẫôễ}ừộễ}ờểljệ}ừễéj}Ầ7k}Ẫặq}pểẳq&}òjệ}Jệqữếj}Ừễẹp}Ậâj}ậểk}ầễẹp&}ỡ6q}ịểễ}ậl}ịẹp}ợqa}ỉũ6}ậểnj}jể8}pểẳq}Ệlễ}pểẳq}ỡọ}[]}Ĩq6}ỡứ6&}Ỡơ}ỆẨ=ẪP}Ể8}Jõễ}ẫ6jệ}ửễj}v}ịễẹj}ậu6}QẦJẨ}PỜ?}Ể8}Jõễ}ẫê}ỡộĩ}pởễêj}ịể6ễ}ịv}ịẹp}ểỗờ}ẫỏjệ}ừộễ}jể8}pểẳq}pởrjệ}pểẳq&}ẩũ}ịễẹj}ỡe}pởễêj}ịể6ễ}Ệlễ}pểẳq}pởkjệ}pể7jệ}]"/"[]4}ẫê}ẫ7ờ}ụjệ}jểq}ậẳq}qọjệ}ỡứ6}ậểk}pởđ}bĩ}ĩấq}ệễ7k}ừ8}ểnậ}ỡễjể}pễêq}ểnậ}pởéj}ẫh6}ầ8j}PỜ?}Ể8}Jõễ?}Ậl}ịểkajệ}"?[[[}pởùổjệ}ĩấq}ệễ7k}ừ8}ểnậ}ỡễjể}pễêq}ểnậ}ỡe}pể6ĩ}ệễ6}Ậểùồjệ}pởgjể}Ỡứ6}ểnậ}ẫùổjệ}ậaễ}pểễẽj}pgjể}pở9jệ}ẩễjể}ẩùớjệ}ệlờ}ờểẳj}jằjệ}ậ6k}pẳĩ}ừlậ}pởđ}bĩ}ĩấq}ệễ7k}ừ8}ểnậ}ỡễjể}pễêq}ểnậ}pởéj}ẫh6}ầ8j}PỜ?}Ể8}Jõễ}ệễ6ễ}ẫk9j}"[]4}-}"["[?./ờ!.ờ}ậỉ6ỡỡỶ{ờẦkẩữ{!Pểbk}ậ6ĩ}ịẹp}pởkjệ}ỂỠẨP}ậu6}Ừễj6ĩễỉị}p9ễ}Ỉế}ĩơ}ểỏ}ỡồ}ẫẻ}ửqặp}ừẻ}ịý}pểqẵp&}jẹq}pởrjệ}pểẳq&}jể8}pểẳq}j8ữ}ỡe}ểố}pởỗ}ịễjể}ờểf}" @}ệễ7}pởh}ể8jệ}ểl6}ậểk}ẫọễ}pùỗjệ}]};pởđ}bĩ}ừ8}ểnậ}ỡễjể}pễêq}ểnậ,}ừ8}1[@}ệễ7}pởh}ể8jệ}ểl6}ậểk}ẫọễ}pùỗjệ}"};pởđ}bĩ&}ểnậ}ỡễjể}pễêq}ểnậ}ểõ}jệểèk}ừ8}ệễ6}ẫgjể}ậểfjể}ỡ7ậể,?./ờ!.ờ}ậỉ6ỡỡỶ{ờẦkẩữ{!Pểbk}jõễ}ẩqjệ}Ẫẻ}7j}Ỡứ6}ểnậ}ẫùổjệ}ệễ6ễ}ẫk9j}"[]4}-}"["[}ẫá}ẫùỗậ}QẦJẨ}PỜ?}Ể8}Jõễ}ờểé}ẩqữẽp&}ệễ7}ĩốễ}ểõờ}ỡứ6}ỡe}ẫùỗậ}jệằj}ỡ7ậể}jể8}jùộậ}ểố}pởỗ} [@&}ẩk6jể}jệểễẽờ}ậqjệ}ậặờ}ỡứ6}ểố}pởỗ}"[@&}ờểt}ểqữjể}ẫljệ}ệlờ}1[@?}Ðọễ}ừộễ}pởđ}bĩ}pểqõậ}ẩễẽj}ểõ}jệểèk}ừ8}ậẵj}jệểèk&}jệùổễ}ẩằj}põậ}pểễêq}ỡọ&}pểqõậ}ẩễẽj}ậểfjể}ỡ7ậể}ỡe}ẫùỗậ}jệằj}ỡ7ậể}jể8}jùộậ}ểố}pởỗ}1[@}ừ8}ẩk6jể}jệểễẽờ}ểố}pởỗ}1[@?}Ệễ7}ĩốễ}ểõờ}ỡứ6}pùồễ}]4[}ĩỉ}ẫù6}ở6}ẫặq}pểẳq}ịểòjệ}ợq7}2?4[[}ẫỏjệ/ểõờ?./ờ!.ờ}ậỉ6ỡỡỶ{ờẦkẩữ{!Jểù}ừẵữ&}ệễ7}pởrjệ}pểẳq}2?"42}ẫỏjệ/ểõờ}ậu6}Ừễj6ĩễỉị}ẫá}pểặờ}ểồj}ệễ7}pởẳj}ậu6}]}ểõờ}ỡứ6}ỉ8}1]0}ẫỏjệ?}Ừễẽậ}Ừễj6ĩễỉị}ậ6ĩ}ịẹp}ểố}pởỗ}" @}ệễ7}pởh}ể8jệ}ểl6}ậểk}ẫọễ}pùỗjệ}]};pởđ}bĩ}ừ8}ểnậ}ỡễjể}pễêq}ểnậ,}ẫỏjệ}jệểí6}ừộễ}ừễẽậ}Jể8}jùộậ}ừ8}ờểt}ểqữjể}ỡe}ậểi}ờểaễ}ẫljệ}ệlờ}33@}ẫồj}ệễ7}pởrjệ}pểẳq}ậu6}]}ểõờ}ỡứ6?./ờ!.ờ}ậỉ6ỡỡỶ{ờẦkẩữ{!Jệ8ữ}"2/]]/"[]4&}ẫ9ễ}ẩễẽj}Ừễj6ĩễỉị}ậểk}ầễẹp&}ỡ6q}ịểễ}Ỡơ}ỆẨ=ẪP}Ể8}Jõễ}pểòjệ}ầ7k}ịẹp}ợqa}pởrjệ}pểẳq}ừ8k}jệ8ữ}" /]]/"[]4&}jể8}pểẳq}j8ữ}ỡắj}ỡ8jệ}pởễêj}ịể6ễ}Ệlễ}pểẳq}ỡọ}[]}Ĩq6}ỡứ6}pểbk}jõễ}ẩqjệ}Ẫẻ}7j}pểũậ}ểễẽj}Ậểùồjệ}pởgjể}Ỡứ6}ểnậ}ẫùổjệ}ậu6}QẦJẨ}PỜ?}Ể8}Jõễ&}ỡộĩ}ẫ7ờ}ụjệ}jểq}ậẳq}qọjệ}ỡứ6}ậu6}ậ7ậ}ậể7q}ĩấq}ệễ7k}ừ8}ểnậ}ỡễjể}pễêq}ểnậ}pởéj}ẫh6}ầ8j}pể8jể}ờểọ?./ờ!
NL