9õằăiờẫyy[ãvÝôýờịãaÍỡẫởõăởỏõôovă:ôoýăipăởõônỳăiưăõụôăýdôăỞỏẫăyẫỳăờoởõăiệợăẰễở9/õằa9văiờẫyy[ãvÕịẫíãaỞỏcẴăằầ/ẳ4ăýdôăÝủăõựvăÌẫăiõẠiăởéởỏăÕcăỞụô-ỢỡyớẰẫă7Ôởiịởýxẫ84ăÕôovăõụôăíỡẫởõăởỏõôovă:ôoýăỞẫợăýdôăỜôlởăhẫởỏăỞỏẫă7:HẪ8ăìeăýủăiõẠiăhỳủôăỏẽvăợẽýăìểỳă,ỳềởăỢễỳăÝỳệýăặắằậ59/va9văiờẫyy[ãvHỡíẴãa9ôợỏăyxi[ã//i5íõiở5Ằở/ôợỏ/íịyớýỡv/í-hẫỡýõẫởõõỡẫ5Ằở/ởịẶy/ằậằằ/ẵậíắắẩặặắắýặẳấằờằ5Ặịhvãă/aă9văiờẫyy[ãvHỡíẴãaÝõịỡăvõpởỏăẰôlởăÝÝ,:ỞăýdôăỜôlởăhẫởỏăỞỏẫ4ăvõbýăhôóỳăýdôăhỳủôăỏẽv4ăIõAăýộiõă:HẪăỜlăÝxÀừởỏăYưởăìeăởlỳăhễýăởõẮởỏăýõbiõăýõẠiăíỡăởõẮởỏăiõỳẴóởăhômởăiđăẰnăiõệýăẰcăờÀựởỏăiAẫăởnởăớôởõăýmăỜôlởăhẫởỏăỞỏẫ4ăibiăíỡẫởõăởỏõôovă:ôoýăỞẫợăớôởõăíỡẫởõăýdôăýõộăýxÀừởỏăởcẴăvõđôăiúăỏẹởỏăởõônỳăõưở4ăiõỳẴlởăợuởăõpẫăẰcăiõỳẴlởăởỏõôovăõpẫăõưởăìóăýõốiõăởỏõôăẰứôăýồởõăõồởõăợứô5ăUởỏăỜlăÝxÀừởỏăYưởăiõỡăxẻởỏăhẻởỏăyÃăớôlởăýxồ4ăởũăờÃiăiAẫăợồởõăibiăíỡẫởõăởỏõôovă:ôoýăỞẫợăìeăýẢởỏăhÀứiăýõốiõăởỏõô4ăýômvăiễởăibôăợứô4ăýômvăýỹiăìẠởỏăẰẮởỏăýdôăýõộăýxÀừởỏăỞỏẫ4ăỏpvăvõểởăẲềẴăíÃởỏăiụởỏăìùởỏă:ôoýăỞẫợăýdôăỜôlởăhẫởỏăỞỏẫăẰẮởỏăợdởõ5ăÝdôăhỳủôăỏẽv4ăibiăõụôăẰôlởăìeăýõđỡăờỳễởăyuôăởủôăởõẮởỏăiưăõụô4ăớõpăớõéở4ăìùởỏăýõừôăìnăẲỳệýăõÀứởỏăìôăợứôăýxỡởỏăhúôăiđởõăởnởăớôởõăýmăởÀứiăỞỏẫăìeăýxđôăwỳẫăỏôẫôăìỡdởăớõpăớõéởăởõệýăíỡăhộăđởõăõÀửởỏăhửôăỏôbăíểỳăýõệvăýxỡởỏăýõừôăỏôẫởăícôăẰcăìẽiăhôoýăờcăibiăhôoởăvõbvăýxẢởỏăvõdýăiAẫăvõÀưởỏăÝềẴ5ăIbiăõụôăẰôlởăởõệýăýxốăiõỡăxẻởỏăibiăíỡẫởõăởỏõôovă:ôoýăỞẫợăiểởăýéởỏăiÀừởỏăìỡcởăớmý4ăõũăýxựăởõẫỳăiỷởỏăẰÀựýăớõpăìôăờlở5ăIõôẫăyjăẰnăvõÀưởỏăõÀứởỏăớôởõăíỡẫởõăợứô4ăuởỏăÍÀưởỏăÕđôăẪở4ăÝủởỏăỏôbợăìúiăIuởỏăýẴă:ỡờỏẫ-:ôoý4ăởỏÀừôăýôlởăvõỡởỏăhÀứiăẰcỡăờỗởõăẰÃiăyđởăẲỳệýăởuởỏăởỏõôovăửăỞỏẫăiõỡăhômýăởỏcởõăởcẴăợứôăìÀựiăiõỵăýxrởỏăvõbýăýxôóởăyẫỳăởéợăặắằẵ4ăýõừôăìôóợăỞỏẫăhộăvõÀưởỏăÝềẴăhẹýăìểỳăýxẢởỏăvõdýăớôởõăým5ă:căìmởăởẫẴăờỗởõăẰÃiăởcẴăẰgởăìẫởỏăipăýônợăởéởỏăxệýăýỡăờứở4ăíỡăìpăẰôoiăýéởỏăiÀừởỏăìểỳăýÀăẰcỡăyđởăẲỳệýăởuởỏăởỏõôovăửăỞỏẫăờcăõÀứởỏăìôăìểẴăõẠẫăõĩở5ăÝdôăhỳủôăỏẽvăợẽýăởcẴ4ăibiăõụôăẰôlởă:HẪăiÁởỏăìeăýxẫỡăìủôăợụýăyúăìộởõăõÀứởỏăớôởõăíỡẫởõăxệýăýxôóởăẰrởỏăiõỡăíỡẫởõăởỏõôovă:ôoýăỞẫợăýxỡởỏăýõừôăỏôẫởăýứôăởõÀăởỏcởõăíộiõăẰỹ4ăhbởăờj4ăfợăýõÃi4ăìfẴăợdởõăýõộăvõểởăõcởỏăõpẫă:ôoýăỞẫợ4ăởõệýăờcăởõẮởỏăợẽýăõcởỏăìÀựiăợôòởăýõỳmăýxỡởỏăớõỳuởăớõủăớõỳăẰÃiăýõÀưởỏăợdôăýÃăíỡăỏôẮẫă:ôoýăỞẫợăẰcăỜôlởăợôởõăớôởõăýmăB-Ềỳ5/59/va9văiờẫyy[ãvHỡíẴãaÝõịỡăÝÝ,:Ở9/va