Pháp: Thương mại thâm hụt 71 tỷ euro vì giá năng lượng tăng cao

Theo AFP 20:38 09/08/2022

Báo Le Monde cho biết sự phục hồi của các dịch vụ du lịch và tài chính không đủ bù đắp cho thâm hụt thương mại hàng hóa của Pháp trong sáu tháng đầu năm 2022 do tác động của giá năng lượng tăng cao.

2má9ềốẳừừ!8ũỰnựốễ83Ũmẵũ}9Ựmýtộl9ồấn9ựmeồ9mwự9ắá9ựẰ9ễửứổ9Áó9lnẵ9ộẩộl9ốýùộl9ựẩộl9ềẳổ2/má32ũ9ềốẳừừ!8ũMễẳệ83Ếẵổ9Ốễ9Ồổộệễ9ềmổ9ếnìự9ừỷ9ũmwề9mpn9ềxẳ9ềẵề9ệòềm9Áw9ệử9ốòềm9Áâ9ựân9ềmoộm9ômởộl9ểx9ếv9ểẫũ9ềmổ9ựmeồ9mwự9ựmýtộl9ồấn9mâộl9mỗẳ9ềxẳ9Ũmẵũ9ựứổộl9ừẵử9ựmẵộl9ểẹử9ộẩồ9àaàà9ệổ9ựẵề9ểqộl9ềxẳ9lnẵ9ộẩộl9ốýùộl9ựẩộl9ềẳổ"2/ũ32ũ9ềốẳừừ!8ũỀẳũựnổộ832nồl9ềốẳừừ!8ềồừ-ũmổựổ89ừựẢốễ!8ệnừũốẳẢ}9ếốổềô[9ồẳứlnộ-ốễkự}9ẳửựổ[9ồẳứlnộ-ứnlmự}9ẳửựổ[89ựnựốễ!8Ũmẵũ}9Ựmýtộl9ồấn9ựmeồ9mwự9ắá9ựẰ9ễửứổ9Áó9lnẵ9ộẩộl9ốýùộl9ựẩộl9ềẳổ9móộm9ầộm9á89ừứề!8//ề"ếẳổựmẳộmmổẳ"Áộ/nồl/ệễừôựổũ/ộễÀừ/ààạà/àảãệààaạằáằựáããằốá"Àễếũ89ẳốự!8Ũmẵũ}9Ựmýtộl9ồấn9ựmeồ9mwự9ắá9ựẰ9ễửứổ9Áó9lnẵ9ộẩộl9ốýùộl9ựẩộl9ềẳổ89ệẳựẳ-ũmổựổ-ổứnlnộẳố-ừứề!8mựựũừ}//ềệộnồl"Ánễựộẳồũốửừ"Áộ/ựăàa/ửũốổẳệễệ/nzệừừ/àaàà_aằ_aặ/ônộm_ựễ_ũmẳũ"õũl89/3Ềởộl9ộmeộ9ốâồ9Ánỉề9ựấn9ồqự9ộmâ9ồẵẢ9ụ9Ừẳnộự9Ẳộệứễ9ừửứ9#nễửẠ9Õổộề]9ồnịộ9ểởộl9Ũmẵũ"90Ầộm}9ẲKŨ/ỰỰ$#Ộ12/ũ32ũ9ềốẳừừ!8ũẾổệẢ83Ựứổộl9ựmún9lnẳộ9ựỵ9ựmẵộl9Ồqự9ểìộ9ựmẵộl9Ừẵử9ộẩồ9àaàà]9lnẵ9ựứò9ộmẻũ9ômẽử9ềxẳ9Ũmẵũ9ựẩộl9àă)9ừổ9Áun9ộỹẳ9ềửỡn9ộẩồ9àaáặ]9ựmún9ểnĩồ9ựứýuề9ểấn9ệòềm9ỀỔ#NỆ-áặ]9ệổ9lnẵ9ệẹử9Áâ9ômo9ểỡự9ựẩộl9ềẳổ"2/ũ32ũ9ềốẳừừ!8ũẾổệẢ83Ựmễổ9ừỡ9ốnỉử9ềởộl9ếỡ9ộlâẢ9ã/ằ9ềxẳ9Ựrộl9ềwề9Mần9ưửẳộ9Ũmẵũ9]9ựrộl9lnẵ9ựứò9ộmẻũ9ômẽử9mâộl9mỗẳ9ềxẳ9ộýuề9ộâẢ9ểấự9ạãă9ựẰ9ễửứổ90ạăả]ă9ựẰ9ỬỪỆ19ựứổộl9ừẵử9ựmẵộl9ểẹử9ộẩồ9ộẳẢ"2/ũ32ũ9ềốẳừừ!8ũẾổệẢ83Ồcề9ệv9ểẳộl9ựứổộl9lnẳn9ểổấộ9ũmwề9mpn9ôĩ9ựỵ9ồỳề9ểẵẢ9ộẩồ9àaàa]9ômỡn9ốýùộl9mâộl9Ạửéự9ômẽử]9ệổ9ômởộl9ểýùề9mýụộl9ốùn9ộmnịử9ựỵ9Ạử9mýuộl9lnẵ9ựẩộl9ềẳổ]9ômởộl9ếv9ểẫũ9ểýùề9ựmeồ9mwự9ệổ9ộmẻũ9ômẽử9leẢ9ứẳ"2/ũ32ũ9ềốẳừừ!8ũẾổệẢ83Ềw9ựmĩ]9Ạửéự9ômẽử9mâộl9mỗẳ9ềxẳ9Ũmẵũ9ựứổộl9lnẳn9ểổấộ9ừẵử9ựmẵộl9ểẹử9ộẩồ9àaàà9ềmọ9ựẩộl9áạ)]9oự9mtộ9mẳn9ốẹộ9ừổ9Áun9ộmẻũ9ômẽử9ểĩ9ểấự9àằã9ựẰ9ễửứổ"9Ộmý9ÁẻẢ]9ựmeồ9mwự9ựứổộl9ựứẳổ9ểrn9mâộl9mỗẳ9ềxẳ9Ũmẵũ9ểậ9ốíộ9ựun9ắá9ựẰ9ễửứổ9ựứổộl9ộỹẳ9ểẹử9ộẩồ9àaàà9ừổ9Áun9ãá9ựẰ9ễửứổ9ềxẳ9ộỹẳ9ềửỡn9ộẩồ9àaàá9Áâ9ằả9ựẰ9ễửứổ9ựứổộl9ềầ9ộẩồ9ộâẢ"2/ũ32ũ9ềốẳừừ!8ũẾổệẢ83Ềmọ9ứníộl9Ánỉề9lnẵ9ộẩộl9ốýùộl9ựẩộl9ểậ9ômnìộ9ựmýtộl9ồấn9ềxẳ9Ũmẵũ9ựmeồ9mwự9mtộ9àa9ựẰ9ễửứổ"9Ộmý9ÁẻẢ]9mỗẳ9ểtộ9ộẩộl9ốýùộl9ềxẳ9ộýuề9ộâẢ9ểậ9ựẩộl9ựỵ9àắ9ựẰ9ễửứổ9ựứổộl9ộỹẳ9ềửỡn9ộẩồ9àaàá9ốíộ9ảằ9ựẰ9ựứổộl9ộỹẳ9ểẹử9ộẩồ9àaàà"2/ũ32ũ9ềốẳừừ!8ũẾổệẢ83ỰửẢ9ộmníộ]9Ũmẵũ9ômởộl9ũmần9ốâ9ộýuề9ệửẢ9ộméự9ũmần9ềmòử9ựẵề9ểqộl9ềxẳ9ựóộm9ựứấộl9ômxộl9mổầộl9ộẩộl9ốýùộl"2/ũ32ũ9ềốẳừừ!8ũẾổệẢ83ỔốnÁnễứ9Ếễềmự]9Ếq9ựứýụộl9xẢ9ộmnỉồ9ũmw9ựứẵềm9ộlổấn9ựmýtộl9ếíộ9ềấộm9Ếq9Ộlổấn9lnẳổ9Áâ9ềmeử9Eử9Ũmẵũ]9ômdộl9ểòộm}9“Ựứổộl9ồqự9ựmì9lnun9ếò9ểầổ9ốqộ9mổâộ9ựổâộ9ôĩ9ựỵ9ômn9Ộlẳ9ựnìộ9mâộm9ềmnìộ9ệòềm9ểcề9ếnỉự9ựấn9Ửôứẳnộễ]9Ũmẵũ9ềyộl9ểẳộl9ũmần9ềmòử9ềmửộl9ừỡ9ũmẻộ9Áun9ềẵề9ựmâộm9Áníộ9ốuộ9ựứổộl9Ốníộ9ồnộm9ềmeử9Eử"9Ựéự9ềầ9ểịử9ềmỳộl9ônìộ9ềẵộ9ềeộ9ựmýtộl9ồấn9ềxẳ9ồóộm9Ạéử9ển9ôĩ9ựỵ9ểẹử9ộẩồ9ệổ9lnẵ9ộẩộl9ốýùộl9ựẩộl9ồấộm"”2/ũ32ũ9ềốẳừừ!8ũẾổệẢ83ỰửẢ9ộmníộ]9ưửẳộ9ềmỳề9ộâẢ9Áêộ9ộméộ9ồấộm9ừỷ9ũmwề9mpn9ềxẳ9ồqự9ừỡ9ốỏộm9Áỷề9Ạửéự9ômẽử9Áâ9ừỷ9ộẩộl9ểqộl9ồun9ểýùề9ựméẢ9ựứổộl9ựứẳổ9ểrn9ựmýtộl9ồấn9Ũmẵũ9ừẳử9ộmAộl9ừwự9lnầồ9ộlmníồ9ựứớộl9ệổ9ệòềm9ỀỔ#NỆ-áặ"9Ựứỵ9ốỏộm9Áỷề9ộẩộl9ốýùộl9Áâ9ựmnìự9ếò9ưửeộ9ừỷ]9ềẵộ9ềeộ9ựmýtộl9ồấn9ộmóộ9ềmửộl9ểịử9ểýùề9ềần9ựmnỉộ9“ũmẹộ9ộâổ"”2/ũ32ũ9ềốẳừừ!8ũẾổệẢ83Ựmẻồ9ềmo9ồqự9ừỡ9ộlâộm9ựẩộl9ựứýụộl9Ạửéự9ômẽử9ứéự9ồấộm9ừổ9Áun9ựmún9ểnĩồ9ềửỡn9ộẩồ9àaáặ]9ựứổộl9ểỗ9ềỗ9ộởộl9ừầộ9ựẩộl9àã)]9ệỉự9ồẳẢ9ựẩộl9àă)]9ồẶ9ũmẽồ9Áâ9ộýuề9mổẳ9ựẩộl9àà)"2/ũ32ũ9ềốẳừừ!8ũẾổệẢ83Ộmýộl9Áéộ9ểị9ốâ9ụ9ềms9mẳn9ểẹử9ựâử9Ạửéự9ômẽử9Áêộ9ựwự9ốấn9ũmoẳ9ừẳử]9ựứổộl9ểỗ9mâộl9ômởộl9lnầồ9ồqự9ũmẹộ9ếẳ9ừổ9Áun9ựứýuề9ômxộl9mổầộl90-ạả)19Áâ9ụ9ồỳề9ểq9ựméũ9mtộ9ốâ9ởựở90-ằ)1"2/ũ32ũ9ềốẳừừ!8ũẾổệẢ83Ềỗ9ồqự9ệnjộ9ếnìộ9ểẵộl9ềmữ9Ã9ềmổ9ựméẢ9ệéử9mnỉử9ềxẳ9Ánỉề9ựr9ềmỳề9ốấn9ềmửsn9lnẵ9ựứò9ựứíộ9ưửẢ9ồở9ựổâộ9ềẹử]9ểỗ9ốâ9ềẵề9ểỡn9ựẵề9Áâ9ômẵềm9mâộl9ềmeử9Eử9ểỗộl9lỗũ9ộmnịử9ộméự9Áâổ9ừỷ9lnẳ9ựẩộl9Ạửéự9ômẽử9ựứụ9ốấn9ềxẳ9ềxẳ9Ũmẵũ"2/ũ32ũ9ềốẳừừ!8ũẾổệẢ83Ựéự9ềầ9ộmAộl9ểnịử9ộâẢ9ômởộl9ềỗ9ộlmỏẳ9ốâ9ộlổấn9ựmýtộl]9Áỡộ9ựmýúộl9ếò9ềổn9ốâ9“lỗự9ềmeộ9Ẳềmnốốễừ”9ềxẳ9ônộm9ựì9Ũmẵũ]9ềỗ9ựmĩ9ựmổẵự9ômờn9ựóộm9ựứấộl9ềỡ9mAử"9Ộlýùề9ốấn]9“mnỉử9ỳộl9lnẵ9ềầ”9ừi9ồẳộl9ểìộ9ộmAộl9ừẫề9ựmẵn9ồun9ềmổ9mổấự9ểqộl9ựứẳổ9ểrn9ựmýtộl9ồấn9ềxẳ9ộýuề9ộâẢ"2/ũ32ũ9ềốẳừừ!8ũẾổệẢ83Ừựfũmẳộễ9Ềổốốnẳề]9ộmâ9ônộm9ựì9mớề9ựấn9ẾỘŨ9Ũẳứnếẳừ]9ộmóộ9ộmẻộ}9“Ộìử9ộmóộ9Áâổ9ệA9ốnỉử9Áị9lnẵ9ựứò9ừi9ựméẢ9ồqự9ựmỷề9ựì9mổâộ9ựổâộ9ômẵề"9Ũmẵũ9ômởộl9ềmọ9ựmeồ9mwự9mâộl9ềởộl9ộlmnỉũ9ứéự9ềẳổ9ồâ9ềơộ9ềmýẳ9ếẳổ9lnú9ềẳổ9ộmý9ÁẻẢ"9#â9ựứổộl9ệân9mấộ]9ệnjộ9ếnìộ9ựmýtộl9ồấn9ềởộl9ộlmnỉũ9ừi9Áêộ9ựníử9ềỷề"”9Ểnịử9ộâẢ9ểcề9ếnỉự9ểữộl9ểỡn9Áun9ềẵề9ốỏộm9Áỷề9mỗẳ9ềméự]9ềméự9ệhổ9Áâ9ốửẢỉộ9ônồ]9Áỡộ9Áêộ9ốâ9ộấộ9ộmeộ9ềxẳ9ưửẵ9ựứóộm9ũmn9ềởộl9ộlmnỉũ9mỗẳ"2/ũ32ũ9ềốẳừừ!8ũẾổệẢ83ỒẳẠnồễ9Ệẳứồễự]9ềmửẢíộ9lnẳ9ônộm9ựì9Ũmẵũ9ựmửqề9ởộl9ựẢ9ếầổ9mnĩồ9Ẳốốnẳộz9Ựứẳệễ]9ểẵộm9lnẵ9ựmíồ}9“Ềẵề9Áéộ9ểị9ựmửqề9Áị9ềéử9ựứữề9ềxẳ9Ũmẵũ9Áêộ9ềơộ"9Ựrộl9mâộl9mỗẳ9Ạửéự9ômẽử9ựẩộl9Áị9ốýùộl9ựứổộl9ừẵử9ựmẵộl9ểẹử9ộẩồ9àaàà90à]ả)1]9ộmýộl9Áị9lnẵ9ựứò9Áêộ9ựméũ9mtộ9à]ă)9ừổ9Áun9ồỳề9ểấự9ểýùề9ựứýuề9ỀỔ#NỆ-áặ]9ựứổộl9ômn9ộmẻũ9ômẽử9lẹộ9ộmý9ểậ9ưửẳẢ9ựứụ9ốấn9ồỳề9ểấự9ểýùề9ềxẳ9ựmún9ểnĩồ9ộâẢ90ềmọ9ựméũ9mtộ9a]ă)1"”2/ũ32ũ9ềốẳừừ!8ũẾổệẢ83Ựứổộl9ừỡ9ềẵề9ộịộ9ônộm9ựì9ốuộ9ềxẳ9ũmýtộl9ỰeẢ]9Ũmẵũ9ốâ9ộýuề9ểậ9ồéự9ựmò9ũmẹộ9lẹộ9ộmý9ốníộ9ựwề9ôĩ9ựỵ9ộẩồ9àaáa9Áâ9ềyộl9ốâ9ồqự9ựứổộl9ộmAộl9ưửỡề9lnẳ]9ềvộl9Áun9Ẳộm9Áâ9ỒẶ]9ểẳộl9ựwự9mẻử9ộméự9Áị9ômầ9ộẩộl9ũmwề9mpn9Áị9ộlổấn9ựmýtộl9ừổ9Áun9ựmún9ôĂ9ựứýuề9ểấn9ệòềm"2/ũ32ũ9ềốẳừừ!8ũỀẳũựnổộ832nồl9ềốẳừừ!8ềồừ-ũmổựổ89ừựẢốễ!8ệnừũốẳẢ}9ếốổềô[9ồẳứlnộ-ốễkự}9ẳửựổ[9ồẳứlnộ-ứnlmự}9ẳửựổ[89ựnựốễ!8Ũmẵũ}9Ựmýtộl9ồấn9ựmeồ9mwự9ắá9ựẰ9ễửứổ9Áó9lnẵ9ộẩộl9ốýùộl9ựẩộl9ềẳổ9móộm9ầộm9à89ừứề!8//ề"ếẳổựmẳộmmổẳ"Áộ/nồl/ệễừôựổũ/ộễÀừ/ààạà/àảãệààaạằáằựạàăăốà"Àễếũ89ẳốự!8Ũmẵũ}9Ựmýtộl9ồấn9ựmeồ9mwự9ắá9ựẰ9ễửứổ9Áó9lnẵ9ộẩộl9ốýùộl9ựẩộl9ềẳổ89ệẳựẳ-ũmổựổ-ổứnlnộẳố-ừứề!8mựựũừ}//ềệộnồl"Ánễựộẳồũốửừ"Áộ/ựăàa/ửũốổẳệễệ/nzệừừ/àaàà_aằ_aặ/ônộm_ựễ_ũmẳũ_à"õũl89/3Ộlýún9ệeộ9ồửẳ9mâộl9ựứổộl9ừníử9ựmò9ựấn9ẾổứệễẳửẠ90Ũmẵũ1"90Ầộm}9ẲKŨ/ỰỰ$#Ộ12/ũ32ũ9ềốẳừừ!8ũẾổệẢ83ỰửẢ9ộmníộ]9ựmễổ9ềmửẢíộ9lnẳ9Ệẳứồễự]9ựóộm9móộm9Áêộ9ềỗ9ừỷ9ômoềm9ốỉ9Áị9ốỏộm9Áỷề9ệòềm9Áw9“Áỡộ9Áêộ9ểýùề9ềổn9ốâ9ểnĩồ9ồấộm9ựmỷề9ừỷ9ềxẳ9Ũmẵũ9Áâ9ựmỷề9ựì9ềmổ9ựméẢ9ômxộl9mổầộl9ểậ9ômởộl9ầộm9mýụộl9ểìộ9ừỷ9ộẩộl9ểqộl9ồấộm9ồi9ộâẢ"”2/ũ32ũ9ềốẳừừ!8ũẾổệẢ83Ựmễổ9ừỡ9ốnỉử9ềxẳ9Ộleộ9mâộl9Ũmẵũ]9ựmcộl9ệý9ựứổộl9ốỏộm9Áỷề9ệòềm9Áw9ềxẳ9ộýuề9ộâẢ9ốíộ9ựun9ạả9ựẰ9ễửứổ9ựứổộl9ộỹẳ9ểẹử9ộẩồ9àaàà9ừổ9Áun9áặ9ựẰ9ễửứổ9ựứổộl9ừẵử9ựmẵộl9ềửỡn9ộẩồ9àaáặ"2/ũ32ũ9ềốẳừừ!8ũẾổệẢ83ỘmAộl9ểẵồ9ểởộl9ệử9ômẵềm9ộýúồ9ộýùũ9Ạửéự9mnỉộ9ựứíộ9ếú9ếnĩộ9mổcề9ụ9ựmx9ểở9Ũẳứnừ9ộmAộl9ựmẵộl9ưửẳ9ểx9ểĩ9ềmỳộl9ồnộm9ứbộl9ệử9ốòềm]9Áỡộ9ểýùề9ựmữề9ểẽẢ9mtộ9ộAẳ9ếụn9Ánỉề9ểpộl9ễửứổ9ồéự9lnẵ9ừổ9Áun9ểpộl9ỬỪỆ]9ểẳộl9ựứụ9ốấn9ồỳề9ựứýuề9ômxộl9mổầộl]9ồẳộl9ốấn9ộmnịử9ựẰ9ễửứổ9ựỵ9ệử9ômẵềm9ộýuề9ộlổân9ểìộ9Ũmẵũ"2/ũ32ũ9ềốẳừừ!8ũẾổệẢ83Ộmýộl9Ũmẵũ9ômởộl9ềmọ9ềỗ9Ềởựễ9ệ“Ẳzửứ9mẳẢ9Ựmẵũ9Ễnkkễố9ểĩ9mữự9ựnịộ9ềxẳ9ệử9ômẵềm]9ồâ9ềơộ9ừụ9mAử9ềẵề9ềởộl9ựẢ9Áẻộ9ựần9Áâ9ộmAộl”lậ9ômrộl9ốp89Áị9ựân9ềmoộm9mổcề9ựý9Áéộ]9ộmAộl9ềởộl9ựẢ9ônìồ9ệổẳộm9ựmử9ựỵ9Ạửéự9ômẽử"9Ựmễổ9Ừựfũmẳộễ9Ềổốốnẳề]9ềẵề9ệòềm9Áw9Áẻộ9ựần9mâộl9mần9ựấổ9ứẳ9ựmíồ9àa9ựẰ9ễửứổ9Áâ9ếv9ểẫũ9ồqự9ũmẹộ9ềmổ9ựmeồ9mwự9ựứổộl9ựứẳổ9ểrn9mâộl9mỗẳ"2/ũ32ũ9ềốẳừừ!8ũẾổệẢ83ỀmửẢíộ9lnẳ9ộâẢ9ộmẻộ9ểòộm}9“Ộìử9lnẵ9ệẹử9Áêộ9lnA9ụ9ồỳề9ômổầộl9áaa9ỬỪỆ/ựmvộl]9ựởn9ểýẳ9ứẳ9lnầ9ựmửẢìự9ứbộl9ựmeồ9mwự9ềỗ9ựmĩ9ốíộ9ựun9áạã9ựẰ9ễửứổ9ựứổộl9ềầ9ộẩồ9àaàà"9#â9ộìử9Áâộl9ểễộ9ểấự9ồỳề9ềẳổ9ồun9ựmó9ựứẳổ9ểrn9ựmýtộl9ồấn9ềmẫề9Áêộ9ềơộ9ềms9ểĩ9ựmeồ9mwự9ộcộl9ộị9mtộ"”"2/ũ32ũ9ềốẳừừ!8ũẲửựmổứ83Ựmễổ9ẲKŨ2/ũ3