Thủ tướng chỉ thị quyết liệt xây dựng kết cấu hạ tầng đồng bộ
Thủ tướng Chính phủ vừa có Chỉ thị về việc tiếp tục thực hiện Nghị quyết số 13-NQ/TW ngày 16/01/2012 của Ban Chấp hành Trung ương khoá XI về xây dựng kết cấu hạ tầng...
ẴỠDBÓỤỀ&&ỷẪ$pP?ỤỎẪÂpỠ!B?)ỶŨỞBÓỠTB?ỠSB%:0Ổ?BỤPƠ?B Ĩ0BÒ{ŨỞBÙỔ?BÓJ:BỠỄB?KŨỞBỌXŨỞBOYẴ/ỠDÂẴ$BÓỤỀ&&ỷẪ$ểỎỀÒẪÂpỠ!B?)ỶŨỞBậỠQŨỠB$Ỡ!B]>ỀBÓỨBậỠTB?ỠSB]ỖB]PƠÓB?PỔ$B?.ÓB?Ỡ{ÓBỠPƠŨBjỞỠSB%:0Ổ?B&WBDE-jợ/pựBŨỞỂ0BDẺ/CD/ĐCDĐBÓ!ỀBầỀŨBậỠJ$BỠỂŨỠBp*:ŨỞB)ỴŨỞBÙỠƯỆBửễB]ỖB Ĩ0BÒ{ŨỞBÙỔ?BÓJ:BỠỄB?KŨỞBẶịậểpẲBỌXŨỞBOYBŨỠÍỦBỌ)ỀBŨ)ỶÓB?ỀBÓỴBOFŨB?*#B?ỠỂŨỠBŨ)ỶÓBÓVŨỞBŨỞỠPƠ$B?ỠỎƯBỠ)ỶŨỞBỠPƠŨBỌỄPB]ỂƯBŨHỦBĐCĐCẮẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂẴ?ỀOỤỎB&?0ỤỎỷẪỦỀ*ỞPŨẢĐ$ BỀ:?ƯẪÂẴ?*ÂẴ?ÒÂẴPỦỞB&*ÓỷẪ//PẮOỀƯ$Ỡ:?ỠƯẮ]Ũ/ŨỎ"&/DẸĐẼ/ÉÊÒÉCẾEẺCC?ẾẼẼDẸỤDẮÚ$ỞẪB/ÂẴ/?ÒÂẴ/?*ÂẴ?*ÂẴ?ÒÂaŨỠBỦPŨỠBỠỰỀẴ/?ÒÂẴ/?*ÂẴ/?ỀOỤỎÂẴ$ÂỡỀ:BEBŨHỦB?*PỚŨBÙỠỀPB?Ỡ{ÓBỠPƠŨBjỞỠSB%:0Ổ?B&WBDE-jợ/pựBŨỞỂ0BDẺ/CD/ĐCDĐBÓ!ỀBầỀŨBậỠJ$BỠỂŨỠBp*:ŨỞB)ỴŨỞBÙỠƯỆBửễB]ỖB“ửĨ0BÒ{ŨỞBịậểpBỌXŨỞBOYBŨỠÍỦBỌ)ỀBŨ)ỶÓB?ỀBÓỴBOFŨB?*#B?ỠỂŨỠBŨ)ỶÓBÓVŨỞBŨỞỠPƠ$B?ỠỎƯBỠ)ỶŨỞBỠPƠŨBỌỄPB]ỂƯBŨHỦBĐCĐC”BẶjỞỠSB%:0Ổ?B&WBDE-jợ/pựẲĂBỌỔŨBŨỀ0BỌGBỌỄ?BỌ)@ÓBŨỠ[ŨỞBÙỔ?B%:FB?QÓỠBÓ{ÓẮBjỞỠSB%:0Ổ?BỌGBỌ)@ÓBÓỆÓBÓJ$B!0BẫFŨỞĂBÓỠQŨỠB%:0ỖŨB%:ỆŨB?*PƠ?B]ỂB?Ỡ{ÓBỠPƠŨBŨỞỠPỘỦB?;ÓĂBỌỄ?BỌ)@ÓBŨỠPỖ:B?ỠỂŨỠB?{:B*ỮBŨÕ?B?*ƯŨỞB$ỠỆ?B?*PỚŨBịậểpBÙPŨỠB?ỔB-B GBỠYPẮẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂậỆÓBŨỠPƠỦB].B]ỖB Ĩ0BÒ{ŨỞB]ỂBỠƯỂŨB?ỠPƠŨB?ỠỚBÓỠỔB$ỠỆ?B?*PỚŨBịậểpĂBỠƠB?ỠWŨỞB]HŨBOFŨB%:0B$ỠỄỦB$ỠỆ$BỤ:L?BỌGB]ỂBỌỀŨỞBỌ)@ÓBÙỠMŨB?*)ỴŨỞB Ĩ0BÒ{ŨỞĂBỠƯỂŨB?ỠPƠŨB?ỠỎƯBậỠ)ỴŨỞB?*RŨỠBỠỂŨỠBỌYŨỞBÓ!ỀBậỠQŨỠB$Ỡ!B?ỄPBjỞỠSB%:0Ổ?B&WBDẺ/jợ-ậờBŨỞỂ0BCÊ/Ẻ/ĐCDĐBẶjỞỠSB%:0Ổ?B&WBDẺ/jợ-ậờẲẮẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂĩY?B&WBÓVŨỞB?*RŨỠBỞPỀƯB?ỠVŨỞB%:ỀŨB?*ỰŨỞĂB%:0BỦVBỤỶŨBỌ)@ÓBỌK:B?)ĂBŨĨŨỞBÓJ$ĂBỌFỦBOFƯBÙỔ?BŨWPBỞP[ỀBÓỆÓB],ŨỞBỦPỖŨB?*ƯŨỞBÓFBŨ)ỶÓB]ỂB%:WÓB?ỔÃBÓỆÓB?:0ỔŨBỌ)ỸŨỞBÓỀƯB?WÓĂBÓFŨỞBỠỂŨỞBÙỠVŨỞĂBÓFŨỞBOPỚŨ…BỌỀŨỞBỌ)@ÓBỌM0BŨỠỀŨỠB?PỔŨBỌYB?ỠPBÓVŨỞÃBỠỄB?KŨỞBỞPỀƯB?ỠVŨỞB#BÓỆÓB],ŨỞBÙPŨỠB?ỔB?*ỰŨỞBỌPỚỦBỌ)@ÓB):B?PỘŨBOWB?*QB]WŨBỌK:B?)BỌỚB&ỶỦBỠƯỂŨB?ỠỂŨỠĂBỌ)ỀB]ỂƯB&}BÒ.ŨỞẮẮẮẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂp:0BŨỠPỘŨĂB?*ƯŨỞB%:ỆB?*RŨỠB?*PỚŨBÙỠỀPB?Ỡ{ÓBỠPƠŨBjỞỠSB%:0Ổ?B&WBDE-jợ/pựB]ỂBjỞỠSB%:0Ổ?B&WBDẺ/jợ-ậờB]NŨBÓỪŨBỦY?B&WB?XŨB?ỄPĂBỠỄŨBÓỠỔBŨỠ)BÙỠFBŨHŨỞB?QÓỠBỤ(0B]ỂBỌK:B?)BÓ!ỀBŨỖŨBÙPŨỠB?ỔBÓỠ)ỀBỌỆ$B<ŨỞBỌ)@ÓB0Ộ:BÓK:BỌK:B?)BÓỠƯBÓỆÓBÒ{BỆŨBịậểpB?*ỰŨỞBỌPỚỦÃBÓVŨỞB?ỆÓBỞPFPB$ỠỨŨỞBỦÌ?BOÍŨỞB]NŨBỤỂBỌPỚỦBŨỞỠỒŨB?*ƯŨỞB?*PỚŨBÙỠỀPBÓỆÓBÒ{BỆŨBỌK:B?)B$ỠỆ?B?*PỚŨĂBŨỠJ?BỤỂB#BÓỆÓBÙỠ:B]{ÓBỌVB?ỠSẮẮẮẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂẫỚB?PỔ$B?.ÓB?Ỡ{ÓBỠPƠŨB?ỠỂŨỠBÓVŨỞBÓỆÓBỦ.ÓB?PỘ:BÓ!ỀBjỞỠSB%:0Ổ?B&WBDE-jợ/pựĂBpỠ!B?)ỶŨỞBậỠQŨỠB$Ỡ!B0Ộ:BÓK:BÓỆÓBầYĂBŨỞỂŨỠBÙỠMŨB?*)ỴŨỞBỠƯỂŨB?ỠỂŨỠB Ĩ0BÒ{ŨỞBÓỆÓB]HŨBOFŨBỉ:L?B?*ƯŨỞBậỠ)ỴŨỞB?*RŨỠBỠỂŨỠBỌYŨỞBÓ!ỀBậỠQŨỠB$Ỡ!BOỀŨBỠỂŨỠB?ỄPBjỞỠSB%:0Ổ?B&WBDẺ/jợ-ậờẮẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂậỆÓBầYĂBŨỞỂŨỠB]ỂBỌSỀB$Ỡ)ỴŨỞB?PỔ$B?.ÓB*ỂB&ƯỆ?B%:0BỠƯỄÓỠBÓỆÓBỤUŨỠB]{ÓBịậểpĂBỌFỦBOFƯBÓĨŨBỌWPBỞP[ỀBŨỠ:BÓK:B]ỂBŨỞ:XŨBỤ{ÓB?Ỡ{ÓBỠPƠŨĂBŨĨŨỞBÓỀƯB?QŨỠBÙỠFB?ỠPBÓ!ỀBÓỆÓB%:0BỠƯỄÓỠĂB?*RŨỠBÓJ$BÓỨB?ỠMỦB%:0ỖŨB$ỠỘBÒ:0Ơ?B?*ƯŨỞBŨHỦBĐCDẸB-BĐCDẺBỌỚB?*PỚŨBÙỠỀPB?Ỡ{ÓBỠPƠŨẮẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂpỠ!B?)ỶŨỞBậỠQŨỠB$Ỡ!BỞPỀƯBầYBịỔBỠƯỄÓỠB]ỂBẫK:B?)BÓỠ!B?*RĂB$ỠWPBỠ@$B]ỶPBÓỆÓBầYĂBŨỞỂŨỠB]ỂBỌSỀB$Ỡ)ỴŨỞBỠ)ỶŨỞBÒNŨB?Ỡ{ÓBỠPƠŨB%:0BỌSŨỠB]ỖB%:FŨBỤ1B]ỂB&}BÒ.ŨỞBŨỞ:XŨB]WŨBỠỲB?*@BÓỠ:MŨBOSBỌK:B?)ÃB?Ỡ!B?.ÓBÓỠ:0ỚŨBỌÝPBỠRŨỠB?Ỡ<ÓBỌK:B?)BÒ{BỆŨBỌỀŨỞBỌK:B?)BOÍŨỞB]WŨBỌK:B?)BÓVŨỞÃBỠXB&ỴĂB?Ỡ!B?.ÓB$ỠỘBÒ:0Ơ?BỌỖB :J?BÒ{BỆŨBÓ!ỀBŨỠỂBỌK:B?)ÃBỠXB&ỴĂB?Ỡ!B?.ÓBÓJ$ĂBỌPỖ:BÓỠTŨỠĂB?Ỡ:BỠXPBỞPJ0BÓỠ<ŨỞBŨỠLŨBỌHŨỞBÙ1BỌK:B?)ÃB&}BÒ.ŨỞB]WŨBỌK:B?)BÓ!ỀBjỠỂBŨ)ỶÓB?ỠỀỦBỞPỀB?Ỡ{ÓBỠPƠŨBÒ{BỆŨÃBÓỠ:0ỚŨBŨỠ)@ŨỞB%:0ỖŨB]ỂBŨỞỠUỀB].B?ỠỎƯBỠ@$BỌXŨỞBÒ{BỆŨB]ỂBÓỆÓB]JŨBỌỖBÙỠỆÓB?Ỡ:YÓB?ỠMỦB%:0ỖŨB%:0BỌSŨỠB?ỄPBjỞỠSBỌSŨỠB&WBDẸ/ĐCDẸ/jẫ-ậờBŨỞỂ0BDÉ/CĐ/ĐCDẸB]ỖBỌK:B?)B?ỠỎƯBỠRŨỠB?Ỡ<ÓBỌWPB?ỆÓBÓVŨỞB?)ĂBOỀŨBỠỂŨỠB?*ƯŨỞB%:1Bễừ/ĐCDẸẮẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂẫXŨỞB?ỠỸPBŨỞỠPỘŨBÓ<:B&}ỀBỌÝPB%:0BỌSŨỠB]ỖBÓỠ:MŨBOSB]ỂB?Ỡ{ÓBỠPƠŨBÒ{BỆŨBỌK:B?)B$ỠỆ?B?*PỚŨBịậểpĂB?*ƯŨỞBỌỨBÓỨBŨYPBÒ:ŨỞBỌFỦBOFƯB]PƠÓBÒ:0B?:ĂBOFƯB?*RBÓỆÓBÓVŨỞB?*RŨỠBịậểpB?*ƯŨỞB%:ỆB?*RŨỠB&}BÒ.ŨỞĂB]LŨBỠỂŨỠĂBÙỠỀPB?ỠỆÓẮẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂầỘŨBÓỄŨỠBỌỨB):B?PỘŨB]WŨBkẩ6BÓỠƯBÓỆÓBÒ{BỆŨBỌÌÓBOPƠ?B%:ỀŨB?*ỰŨỞBÓJ$BOỆÓỠĂBÙỠVŨỞBÓỨBÙỠFBŨHŨỞB?Ỡ:BỠ;?B]WŨB?)BŨỠĨŨẮBỡ}BÒ.ŨỞBkẩ6BỤỂBÓỠJ?B ;ÓB?ỆÓBỌỚBÙỠỴPB?ỠVŨỞBÓỆÓBŨỞ:XŨB]WŨB?)BŨỠĨŨB%:ỀBÓỆÓBỦVBỠRŨỠBờờờẮBjỞỠPỘŨBÓ<:BỌỆŨỠBỞPỆB?RŨỠBỠRŨỠBỠ:0BỌYŨỞĂB&}BÒ.ŨỞB]WŨB?>BÙỠ:B]{ÓB?)BŨỠĨŨBẶOỀƯBỞXỦBÓFBŨỞ:XŨB]WŨBỌK:B?)B?*{ÓB?PỔ$BŨ)ỶÓBŨỞƯỂPẲBÓỠƯBỌK:B?)BịậểpẮẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂẩ{BÙPỔŨBÙỠFBŨHŨỞBỠ:0BỌYŨỞB]WŨBỌỚB$ỠỆ?B?*PỚŨBịậểpẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂpỠ!B?)ỶŨỞBậỠQŨỠB$Ỡ!BỞPỀƯBầYBpỂPBÓỠQŨỠBŨỞỠPỘŨBÓ<:BỌỆŨỠBỞPỆB?RŨỠBỠRŨỠBỠ:0BỌYŨỞĂB&}BÒ.ŨỞB]WŨBÓỠƯBỌK:B?)BÙỔ?BÓJ:BỠỄB?KŨỞBẶ?ỠỎƯBÓỆÓBŨỞ:XŨB]WŨẢBjỞĨŨB&ỆÓỠBŨỠỂBŨ)ỶÓĂBŨỞ:XŨB]WŨBỠỲB?*@B$ỠỆ?B?*PỚŨBÓỠQŨỠB?Ỡ<ÓB]ỂB]WŨB]Ề0B):BỌGPĂBŨỞ:XŨB]WŨB?>BÙỠỀPB?ỠỆÓB?ỂPB&FŨBÙỔ?BÓJ:BỠỄB?KŨỞB]ỂBÙỠỀPB?ỠỆÓB%:5BỌJ?BỞIŨBỤPỖŨB]ỶPB?ỂPB&FŨBÙỔ?BÓJ:BỠỄB?KŨỞẲB]ỂBÒ{BÙPỔŨBÙỠFBŨHŨỞBỠ:0BỌYŨỞB]WŨB?>BÓỆÓBŨỞ:XŨB?*ỘŨBỌỚB?Ỡ{ÓBỠPƠŨBÓỆÓBŨỠPƠỦB].B$ỠỆ?B?*PỚŨBÙỔ?BÓJ:BỠỄB?KŨỞBÓỠƯBỞPỀPBỌƯỄŨBĐCDẺ-ĐCĐCĂBỌFỦBOFƯB?Ỡ{ÓBỠPƠŨB?ỠỂŨỠBÓVŨỞBỦ.ÓB?PỘ:BÓ!ỀBjỞỠSB%:0Ổ?B&WBDE-jợ/pựB]ỂBjỞỠSB%:0Ổ?B&WBDẺ/jợ-ậờĂBOỆƯBÓỆƯBpỠ!B?)ỶŨỞBậỠQŨỠB$Ỡ!B?*ƯŨỞB%:1Bễừ/ĐCDẸẮẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂầYBpỂPBÓỠQŨỠBỠ)ỶŨỞBÒNŨB&}BÒ.ŨỞBÙPŨỠB$ỠQBÓỠ:MŨBOSBỌK:B?)B]ỂB?Ỡ{ÓBỠPƠŨBÒ{BỆŨBÓ!ỀBầYĂBŨỞỂŨỠĂBqầjẩBÓJ$B?TŨỠÃBÓỴBÓỠỔB?ỂPBÓỠQŨỠB?Ỡ{ÓBỠPƠŨBÒ{BỆŨBỌK:B?)B?ỠỎƯBỠ@$BỌXŨỞBầpÃB$Ỡ)ỴŨỞBỆŨB?ỂPBÓỠQŨỠBÓ!ỀBÒ{BỆŨÃB%:0Ổ?B?ƯỆŨBÓVŨỞB?*RŨỠBÒ{BỆŨB]ỂBÓỆÓB]JŨBỌỖBÓỨBỤPỘŨB%:ỀŨBÙỠỆÓB?Ỡ:YÓB?ỠMỦB%:0ỖŨB%:0BỌSŨỠB?ỄPBjỞỠSBỌSŨỠB&WBDẸ/ĐCDẸ/jẫ-ậờBŨỞỂ0BDÉ/CĐ/ĐCDẸB]ỖBỌK:B?)B?ỠỎƯBỠRŨỠB?Ỡ<ÓBỌWPB?ỆÓBÓVŨỞB?)ĂBOỀŨBỠỂŨỠB?*ƯŨỞB%:1Bễừ/ĐCDẸẮẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂệPFPB%:0Ổ?B])ỶŨỞBỦIÓB]ỖBỞPFPB$ỠỨŨỞBỦÌ?BOÍŨỞẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂpỠ!B?)ỶŨỞBậỠQŨỠB$Ỡ!BỞPỀƯBầYBpỂPBŨỞ:0ỘŨB]ỂBĩVPB?*)ỸŨỞBÓỠ!B?*RĂB$ỠWPBỠ@$B]ỶPBÓỆÓBầYĂBŨỞỂŨỠĂBỌSỀB$Ỡ)ỴŨỞBŨỞỠPỘŨBÓ<:BỌỖBỆŨB]ỂBÓỆÓBOPƠŨB$ỠỆ$ĂBÓỴBÓỠỔĂBÓỠQŨỠB&ỆÓỠBỞPFPB$ỠỨŨỞBỦÌ?BOÍŨỞB?ỠỎƯBỉ:L?BẫJ?BỌỀPBŨHỦBĐCDEĂBỞPFPB%:0Ổ?BÓỆÓB])ỶŨỞBỦIÓB?Ỡ{ÓB?PỜŨĂBOỆƯBÓỆƯBpỠ!B?)ỶŨỞBậỠQŨỠB$Ỡ!B?*ƯŨỞB%:1Bễễễ/ĐCDẺẮẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂqầjẩBÓỆÓB?TŨỠĂB?ỠỂŨỠB$ỠWB?*{ÓB?Ỡ:YÓBp*:ŨỞB)ỴŨỞBÓỠ!BỌYŨỞĂB$ỠWPBỠ@$B]ỶPBÓỆÓBầYĂBŨỞỂŨỠBỤPỘŨB%:ỀŨB?QÓỠBÓ{ÓB?Ỡ{ÓBỠPƠŨBÓVŨỞB?ỆÓBỞPFPB$ỠỨŨỞB]ỂBOỂŨBỞPỀƯBỦÌ?BOÍŨỞBỌ;ŨỞB?PỔŨBỌYĂBỌFỦBOFƯB?PỔŨBỌYB]ỂBÓỠJ?BỤ)@ŨỞB Ĩ0BÒ{ŨỞBÓỆÓBÓVŨỞB?*RŨỠBịậểpẮẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂừỖBÓVŨỞB?ỆÓBỌFỦBOFƯBỀŨB?ƯỂŨB?*ƯŨỞBÓỆÓBỠƯỄ?BỌYŨỞB?ỠPBÓVŨỞB Ĩ0BÒ{ŨỞB]ỂB%:FŨBỤ1BÓVŨỞB?*RŨỠĂBpỠ!B?)ỶŨỞBậỠQŨỠB$Ỡ!B0Ộ:BÓK:BÓỆÓBầYĂBŨỞỂŨỠĂBỌSỀB$Ỡ)ỴŨỞB?HŨỞBÓ)ỸŨỞBÙPỚỦB?*ỀĂBỞPỆỦB&Ệ?B]ỂBÓỠTBỌỄƯBỌỚBÓỨBÓỆÓBOPƠŨB$ỠỆ$BỠ[:BỠPƠ:BOFƯBỌFỦBỀŨB?ƯỂŨBỤỀƯBỌYŨỞĂBỀŨB?ƯỂŨBỞPỀƯB?ỠVŨỞB?*ƯŨỞB?ỠPBÓVŨỞBÓỆÓBÓVŨỞB?*RŨỠBịậểpẮẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂẫỖB :J?BỠRŨỠB?Ỡ<ÓBÓỠ:0ỚŨBŨỠ)@ŨỞB%:0ỖŨBÙỠỀPB?ỠỆÓBịậểpBỞPỀƯB?ỠVŨỞB]LŨB?FPẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂpỠ!B?)ỶŨỞBậỠQŨỠB$Ỡ!BỞPỀƯBầYBệPỀƯB?ỠVŨỞB]LŨB?FPBÓỠ!B?*RĂB$ỠWPBỠ@$B]ỶPBÓỆÓBầYĂBŨỞỂŨỠB]ỂBỌSỀB$Ỡ)ỴŨỞB Ĩ0BÒ{ŨỞBÒỀŨỠBỦ.ÓB]ỂBỌỖB :J?BỠRŨỠB?Ỡ<ÓBÓỠ:0ỚŨBŨỠ)@ŨỞB%:0ỖŨBÙỠỀPB?ỠỆÓĂBÓỠƯB?Ỡ:ỘBÓỆÓBÒ{BỆŨĂBỠỄŨỞBỦ.ÓBịậểpBỞPỀƯB?ỠVŨỞB]LŨB?FPBỌ)@ÓBỌK:B?)B?>BŨỞ:XŨB]WŨBŨỞĨŨB&ỆÓỠBỠƯÌÓBÓỨBŨỞ:XŨBỞWÓB?>BŨỞĨŨB&ỆÓỠĂBOỆƯBÓỆƯBpỠ!B?)ỶŨỞBậỠQŨỠB$Ỡ!B?*ƯŨỞB%:1Bễừ/ĐCDẸẮẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂẫXŨỞB?ỠỸPB?L$B?*:ŨỞBÓỠTBỌỄƯBỠƯỂŨB?ỠỂŨỠBỌ;ŨỞB?PỔŨBỌYBỌWPB]ỶPBÓỆÓBÓVŨỞB?*RŨỠBỠỄB?KŨỞBỞPỀƯB?ỠVŨỞBŨỠ)BŨĨŨỞBÓJ$B%:WÓBỤYĂBÓỆÓB?:0ỔŨBỌ)ỸŨỞBÓỀƯB?WÓĂBÓFŨỞBỉỄÓỠBể:0ƠŨĂBỌ)ỸŨỞB&I?BỌVB?ỠSB?ỄPBểỂBjYPB]ỂBpỠỂŨỠB$ỠWBểXBậỠQBĩPŨỠẮẮẮBỌỚB&ỶỦBỌ)ỀB]ỂƯBÙỠỀPB?ỠỆÓĂB&}BÒ.ŨỞẮẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂầYBjVŨỞBŨỞỠPƠ$B]ỂBờỠỆ?B?*PỚŨBŨVŨỞB?ỠVŨBŨỞỠPỘŨBÓ<:BÓỴBÓỠỔĂBÓỠQŨỠB&ỆÓỠB GBỠYPBỠƯỆB?Ỡ:BỠ;?BỌK:B?)B]ỂƯBỠỄB?KŨỞB?Ỡ:4BỤ@PĂBỌÌÓBOPƠ?BỌWPB]ỶPBÓỆÓBÒ{BỆŨBÓỠWŨỞBŨỞL$BÓỠƯBÓỆÓB?ỠỂŨỠB$ỠWBỤỶŨBŨỠ)BểỂBjYPĂBpỠỂŨỠB$ỠWBểXBậỠQBĩPŨỠĂBậKŨBpỠỴĂBOỆƯBÓỆƯBpỠ!B?)ỶŨỞBậỠQŨỠB$Ỡ!B?*ƯŨỞB%:1BễừBŨHỦBĐCDẸẮẴ/$ÂẴ$BÓỤỀ&&ỷẪ$ầƯÒ0ẪÂpỠỎƯBậỠQŨỠB$Ỡ!Ẵ/$Â