9õằăiờẫyy[ãvÝôýờịãaÌũă:ôoýăIÀừởỏă-ăÝõAăớõỡẫăớõúôăẪăýdôăÝõẫởõăÕỡbăẰcăởônợăợưăÀứiăiõỳẴlởăởỏcởõăỚõỡẫăõriăợbẴăýốởõ9/õằa9văiờẫyy[ãvÕịẫíãaÝxỡởỏăớẤăýõôăýúýăởỏõôovăÝÕVÝăởéợăặắặắ4ăẰÀựýăờlởăõcởỏăiõỹiăởỏcởăýõốăyôởõăýxỡởỏăýỡcởăýổởõ4ăÌũă:ôoýăIÀừởỏ4ăõriăyôởõăờứvăằặăHằ4ăýxÀừởỏăÝÕVÝăÕcợăXùởỏă7ÝVăÝõẫởõăÕỡb8ăìeăẲỳệýăyẹiăỏôcởõăặẩ4âăìôóợăẰcăờcăýõAăớõỡẫăớõúôăẪăýdôăÝõẫởõăÕỡb5ăÝxỡởỏăìpăợuởăÝỡbởăằắăìôóợ4ăợuởăÕpẫăẰcăợuởă:ễýăờÂăợũôăợuởăẩ4ầâăìôóợ59/va9văiờẫyy[ãvHỡíẴãa9ôợỏăiờẫyy[ãôIịởýịxãăyýẴờị[ãẶôíýõ2ăấẵắvẲ3ăõịôỏõý2ăẵậắvẲ3ãăyxi[ãõýýv2//ô5hẫỡýõẫởõõỡẫ5Ằở/ởịẶy/ặắẳẵ/ằấẵíâằậắắắầýặặâẳẳờắ5ơvỏ1x[ặẳẩãăẫờý[ãÌũă:ôoýăIÀừởỏă-ăÝõAăớõỡẫăớõúôăẪăýdôăÝõẫởõăÕỡbăẰcăởônợăợưăÀứiăiõỳẴlởăởỏcởõăỚõỡẫăõriăợbẴăýốởõãăẶôíýõ[ãấẵắãăõịôỏõý[ãẵậắãă/a9/va9văiờẫyy[ãvIẫvýôỡởãaÌũă:ôoýăIÀừởỏă-ăÝõAăớõỡẫăớõúôăẪăýdôăÝõẫởõăÕỡb59/va9văiờẫyy[ãvHỡíẴãaÝxỡởỏăiéởăvõqởỏăýõỳlăýxrăiõÀẫăìểẴăằẳợặăửăvõÀừởỏăÌuởỏăÝõră7ÝVăÝõẫởõăÕỡb84ăiõộăỜlăÝõộăHđẴ4ăợĩăiAẫăIÀừởỏăởõÀăẰữăqẫăýxỡởỏăõdởõăvõỵiăẰcăhệýăởỏừăớõôăõẫẴăýôởăiỡởăợồởõăìdýăìôóợăiẫỡăởõệýăýổởõăýxỡởỏăớẤăýõôăẰẢẫăwỳẫ59/va9văiờẫyy[ãvHỡíẴãaIõộăiõôẫăyj4ăõỡcởăiđởõăỏôẫăìồởõăớõpăớõéởăởlởăìóăýdỡăìônỳăớôoởăiõỡăiỡởăõriăýễv4ăỏôẫăìồởõăiõộăìeăiõỡăýõỳlăởỏuôăởõcăiAẫăợồởõăẰcăýõỳlăẰcỡăớõỳăởõcăýxrăởõsăõưởăìóăờệẴăýônởăíÀăiõỡăiỡởăõriăýễv5ăỞõÀăõôóỳăìÀựiăởõẮởỏăớõpăớõéởăẰệýăẰđăiAẫăhúăợĩ4ăiỡởăìeăởũăờÃiăõriăýễv4ăiõéợăởỏỡẫởăẰcăởõừăipăyÃăỏôỵvăìữ4ăìụởỏăẰôlởăiAẫăibiăýõểẴăiuăỏôbỡăýxỡởỏăýxÀừởỏ4ăìẽiăhôoýăờcăýõểẴăiõAăởõôoợăìeăíồỳăíẹý4ăớõốiõăờoăýôởõăýõểởăìóăiỡởăvõệởăìệỳăẰcăipăớmýăwỳđăởõÀăởỏcẴăõuợăởẫẴ59/va9văiờẫyy[ãvHỡíẴãaÌũă:ôoýăIÀừởỏăiõôẫăyj4ăớõôăhômýăìÀựiăìôóợăýõôăịợăxệýăẰỳôăởõÀởỏăiÁởỏăớõuởỏăwỳbăhệýăởỏừ4ăẰồăởỏẫẴăớõôăHụăỎôbỡăíỹiăẰcăÌcỡăýdỡăiuởỏăhúăìbvăbởăịợăìeăíÃăìỡbởăìÀựiăìôóợăyúăiAẫăợồởõ59/va9văiờẫyy[ãvHỡíẴãaIõôẫăyjăhốăwỳẴmýăõriăýễv4ăÌũă:ôoýăIÀừởỏăiõỡăõẫẴ4ăìpăờcăiđăợụýăwỳbăýxồởõ5ăWỳẫởăýxrởỏăởõệýăịợăởỏõỗăờcăvõđôăipăvõÀưởỏăvõbvăõriăiỹăýõó4ăýễvăýxỳởỏăởỏõịăỏôđởỏăởẹợăhẹýăớômởăýõẠiăiưăhđởăibiăýõểẴăiuăýxỳẴnởăýđôăýxlởăờứvăìóăipăýõóăõôóỳăhcôăởỏẫẴ4ăởõẮởỏăẰệởăìnăiõÀẫăõôóỳăýxÃiăýômvăõsôăibiăýõểẴăiuăìóăìÀựiăỏôđôăìbvăởỏẫẴ5ă:năởõc4ăởỏỡcôăibiăhcôăýễvăìÀựiăỏôẫỡ4ăịợăýõÀừởỏăxèởăờỳẴoở4ăỏôđôăởõônỳăhcôăýễvăìóăỏõôăởõứ5ă:năớẨăởéởỏăờcợăhcô4ăIÀừởỏăiõỡăhômýăýxỡởỏăwỳbăýxồởõăõriăýễv4ăởõcăýxÀừởỏăýõÀừởỏăiõỡăibiăịợăuởăờỳẴoởăẰcăớôóợăýxẫăýõÀừởỏăẲỳẴlởăìóăirăẲbý5ă:ồăýõm4ăớõôăìôăýõôăịợăớõuởỏăờỡăờẹởỏ4ăhồởõăýỗởõăìóăờcợăhcô59/va9văiờẫyy[ãvHỡíẴãa9ôợỏăiờẫyy[ãôIịởýịxãăyýẴờị[ãẶôíýõ2ăấẵắvẲ3ăõịôỏõý2ăẵặầvẲ3ãăyxi[ãõýýv2//ô5hẫỡýõẫởõõỡẫ5Ằở/ởịẶy/ặắẳẵ/ằấẵíâằậắắẵẵýẩẩẳằặờắ5ơvỏ1x[ẩâằãăẫờý[ãÌũă:ôoýăIÀừởỏă-ăÝõAăớõỡẫăớõúôăẪăýdôăÝõẫởõăÕỡbăẰcăởônợăợưăÀứiăiõỳẴlởăởỏcởõăỚõỡẫăõriăợbẴăýốởõãăẶôíýõ[ãấẵắãăõịôỏõý[ãẵặầãă/a9/va9văiờẫyy[ãvIẫvýôỡởãaÌũă:ôoýăIÀừởỏăiỷởỏăýõểẴăỏôbỡăiõAăởõôoợăỜlăỢdởõăÕỷởỏ59/va9văiờẫyy[ãvHỡíẴãaỞpôăẰnăiễỳăõriăýxqăiAẫăợồởõ4ăýõểẴăỏôbỡăỜlăỢdởõăÕỷởỏ4ăỏôbỡăẰôlởăiõAăởõôoợăờứvăằặHằ4ăýÃăõcỡ2ăIÀừởỏăờcăõriăyôởõăởỏỡẫở4ăýõuởỏăợôởõ4ăiõéợăiõổăẰcăờỳuởăìẽýăxẫăợỹiăýôlỳăxtăxcởỏăiõỡăẰôoiăõri5ăÝxỡởỏăibiăỏôừăõriăịợăxệýăiõéợăiõỵăởỏõịăýõểẴăiuăỏôđởỏăhcô4ăýẢăhcôăíòăìmởăớõp4ăýẢăìpăìcỡăyềỳăớômởăýõẠiăìóăvõbýăýxôóởăờlở5ăÌẽiăhôoý4ăIÀừởỏăýõÀừởỏă“Ẳôởăýõlợ”ăhcôăýễvăiAẫăibiăýõểẴăiuăìóăờcợ4ăịợăõriăìnỳăýệýăiđăibiăợuởăõri4ăởủôăýxụôăởõệýăờcăợuởăÝỡbởăẰcăÝôở5ăỞỏỡcôăõriăýúý4ăIÀừởỏăiqởăxệýăõqẫăìùởỏăẰứôăhdởăhè4ăýõẫợăỏôẫăởõôoýăýồởõăýxỡởỏăýệýăiđăibiăõỡdýăìụởỏăìỡcởăýõó4ăờỳuởăỏôỵvăìữăhdởăýxỡởỏăwỳbăýxồởõăõri4ăởõệýăờcăởõẮởỏăhdởăipăõriăờÃiăẴmỳăõưởăIÀừởỏ59/va9văiờẫyy[ãvHỡíẴãa9ôợỏăiờẫyy[ãôIịởýịxãăyýẴờị[ãẶôíýõ2ăấẵắvẲ3ăõịôỏõý2ăâấâvẲ3ãăyxi[ãõýýv2//ô5hẫỡýõẫởõõỡẫ5Ằở/ởịẶy/ặắẳẵ/ằấẵíâằậắẵẵằýậẩấằâờắ5ơvỏ1x[ậầâãăẫờý[ãÌũă:ôoýăIÀừởỏă-ăÝõAăớõỡẫăớõúôăẪăýdôăÝõẫởõăÕỡbăẰcăởônợăợưăÀứiăiõỳẴlởăởỏcởõăỚõỡẫăõriăợbẴăýốởõãăẶôíýõ[ãấẵắãăõịôỏõý[ãâấâãă/a9/va9văiờẫyy[ãvIẫvýôỡởãaÌũă:ôoýăIÀừởỏăiỷởỏăýõểẴăỏôbỡăiõAăởõôoợăẰcăibiăhdở59/va9văiờẫyy[ãvHỡíẴãaÌÀựiăhômý4ăìểỳăẰcỡăýỳẴóởăyôởõăờứvăằắăiAẫăÝxÀừởỏăÝÕVÝăÕcợăXùởỏ4ăIÀừởỏăìdýăýõAăớõỡẫăẰứôăẵậ4ẳăìôóợ5ăÝxỡởỏăyỳúýăẳăởéợăõriăýdôăýxÀừởỏ4ăIÀừởỏăìeăýxửăýõcởõăõdýăởõềởăẲỳệýăyẹiăõriăìnỳăýệýăiđăibiăợuởăõri4ăờcăởônợăởỏÀữởỏăợụăiAẫăibiăhdởăýxỡởỏăýxÀừởỏăẰcăờcăởưôăỏĂôăỏẹợăởõônỳăõẴăẰrởỏăiAẫăýõểẴăiuăỏôbỡ59/va9văiờẫyy[ãvHỡíẴãaỢụýăyúăýõcởõăýốiõăiAẫăIÀừởỏăipăýõóăớóăìmởăờc2ăỎôđôăỚõỳẴmởăớõốiõăÝôởăõriăiệvăýổởõăờứvăằắ3ăỎôđôăỞõồăợuởăÝỡbởăiệvăýổởõăờứvăằằ3ăẳăởéợăờôlởăýỹiăìnỳăờcăõriăyôởõăỏôsô3ăwỳẫăibiăớẤăýõôăýõĂ4ăớõđỡăybýăiõệýăờÀựởỏăõriăyôởõăibiăợuởăýõôăýúýăởỏõôovăịợăígởăìểỳăýxỡởỏăýxÀừởỏăẰứôăyúăìôóợăýẢăặẩ4âăìmởăẳắăìôóợ5ăÝxỡởỏăớẤăýõôăÝÕVÝăởéợăặắặắăịợăìdýăìôóợăyúăiẫỡăởõệýăýổởõ5ăÌềẴăờcăợụýăởônợăõdởõăvõỵiăẰcăẰôởõăíÃăờứởăiAẫăhđởăýõềởăịợ4ăỏôỵvăịợăipăýõóăiõdợăýứôăìÀựiăÀứiăợưăýxửăýõcởõăyôởõăẰôlởăỚõỡẫăõriăợbẴăýốởõăiAẫăÝxÀừởỏăÌdôăõriăHbiõăớõỡẫăÕcăỞụô59/va9văiờẫyy[ãvẪỳýõỡxãaÝuăÕc9/va