lĂôỏữẬợỊỊểọIắẮỈẬxọm>ỜỏwợẪÃỏỈĂỎỏẪÃĂẮÁẨỏẰỈỏẪĂũỈỏôộỏẬBpẮỏÔtữỒẮẪỏữĂẺẪÃỏÔẮÌĨỊỏăỢãă-ỮBd-ốl/ĂômlIỏữẬợỊỊểọI&xợvọmắĂxBỏữởữỏÍĨợẪỏữĂÓữỏỘỏỈỹỏ>ỜịỏĂẮÁẪỏữCỏẰỈỏẪĂũỈỏôộỏẬBpẮỏÔtữỒẮẪỏữĂẺẪÃỏÔẮÌĨỊỏăỢãă-ỮBd-ốỏwợẪÃỏwOFữỏwẮAĨỏữĂỹỏỈĂxBỏữĂOỆẪÃỏỈÌẶẪĂỏ“}IxÌợỈẮBẪỏđợÌIỏăIxxv”ỏữMợỏữĂẰẪĂỏÍĨỘAẪỏắẾẪÃỏỈĂẺẪÃỏắÌĨẨIỏẪĂuẨỏỈĂJữỏwừỘỏỈẮỹẪỏỈÌẶẪĂỏwOợỏÔtữỒẮẪỏÔỡBỏỊỎỏvLẪÃỏÔỡBỏwưĨỏỈĂởẪÃỏô/ốõốôỉl/ImlIỏữẬợỊỊểọIỬBvỘọmlẮẨÃỏỊÌữểọ//ữvẪỉửợBỈĂợẪĂĂBợỉÔẪ/vxỊẦỈBI/ẪxỐỊ/ốõôơ/ôơơvõôổõớõớỈồơờôẬôỉỐxửIọỏợẬỈểọ>ỜỏwợẪÃỏỈĂỎỏẪÃĂẮÁẨỏẰỈỏẪĂũỈỏôộỏẬBpẮỏÔtữỒẮẪỏữĂẺẪÃỏÔẮÌĨỊỏăỢãă-ỮBd-ốọỏ/ml/ImlIỏữẬợỊỊểọIỬBvỘọmỮởữỏÍĨợẪỏữĂÓữỏữĂBỏửẮỹỈỏôộỏẬBpẮỏÔtữỒẮẪỏwOFữỏẬỌợỏữĂĐẪỏỈÒỏờồỏẬBpẮỏÔtữỒẮẪỏvBỏớõỏữẸẪÃỏỈỘỏvOFữỏIĂừẨỏwẮAĨỏữĂỹỏÔỡỏẪÃĂẮỷẪỏữÓĨỏẪĂOỏẨÊỈỏIĂưẪỏữMợỏvỌỏởẪỏĂFIỏỈởữỏÃẮÕợỏữởữỏữẸẪÃỏỈỘỏvOFữỏIĂừẨỏỈOỏẪĂủẪỏÔỡỏữởữỏữỆỏÍĨợẪỏữĂẰẪĂỏIĂMỏữKẪÃỏÍĨủẪỏwÊẮỏ>ỜịỏẪĂuẨỏỈĂJữỏwừỘỏÌJỈỏẪÃtẪỏỈĂỄẮỏÃẮợẪỏỊqẪỏỒĨũỈỏÔtữỒẮẪỏỈÌBẪÃỏỈĂỄẮỏÃẮợẪỏỈẺẮỏwợỏớỏỈĂởẪÃỉl/ImlIỏữẬợỊỊểọIỬBvỘọmỮởữỏÍĨợẪỏữĂÓữỏữĂBỏửẮỹỈỏỈÌBẪÃỏĂợẮỏỈĨưẪỏỈỂẮịỏôộỏẬBpẮỏÔtữỒẮẪỏẪỡỘỏỊỵỏwOFữỏỈẮỹẪỏĂỡẪĂỏỈĂỎỏẪÃĂẮÁẨỏỈĂỷẨỏÔỡỏĂĐỏĂỘỏÔĐẪÃỏẦĂBqẪÃỏỗ-ớỏẬBpẮỏỈÌBẪÃỏỊẺỏwCỏỊỵỏwOFữỏwOợỏÔỡBỏÔDẪÃỏỈĂỎỏẪÃĂẮÁẨỏẬủẨỏỊỡẪÃỏỈẮỹIỏỈĂxBỉl/ImlIỏữẬợỊỊểọIỬBvỘọm>LữỏỈẮỷĨỏữĨẺẮỏữKẪÃỏẬỡỏữCỏồỏĂBúữỏộỏẬBpẮỏÔtữỒẮẪỏỊỵỏwOFữỏwOợỏÔỡBỏỈĂỎỏẪÃĂẮÁẨỏữĨẺẮỏữKẪÃỏỈÌOỂữỏẦĂẮỏwOFữỏwOợỏÔỡBỏỊỎỏvLẪÃỏÔỡBỏwưĨỏẪsẨỏỈỂẮỉl/ImlIỏữẬợỊỊểọIỬBvỘọmắĂxBỏữởữỏÍĨợẪỏữĂÓữịỏẨúữỏvKỏẦĂẸẪÃỏwqẨỏửqBỏwOFữỏữĂtữỏữĂtẪỏÌuẪÃỏửũỈỏẦỖỏẬBpẮỏẪỡBỏỈÌBẪÃỏỊẺỏôộỏẬBpẮỏÔtữỒẮẪỏỈÌỷẪỏỊỵỏwOFữỏẬỌợỏữĂĐẪỏÔỡBỏÔDẪÃỏữĨẺẮỏữKẪÃịỏỈĨỘỏẪĂẮỷẪịỏĂĐỏÌũỈỏẬpữỏÍĨợẪỏÔAỏữởữỏữỆỏĂÊẮỏẦĂẮỏữĂBỏÌuẪÃỏữCỏẨÊỈỏỒởữỏỊĨũỈỏĂFIỏẬỔỏÌuẪÃỏẨÊỈỏĂBúữỏẪĂẮAĨỏẬBpẮỏÔtữỒẮẪỏỊỵỏỈĂỡẪĂỏữẸẪÃỉl/ImlIỏữẬợỊỊểọIỬBvỘọm>ẺẮỏÍĨợẪỏỈủẨỏẬỂẪỏĂỆẪỏẬỡỏẬỡẨỏỈĂỹỏẪỡBỏwÀỏẪĂợẪĂỏữĂCẪÃỏỈpBỏÌợỏÔtữỒẮẪỏữĂBỏĂỆẪỏồõõỏỈÌẮÁĨỏẪÃOỄẮỏ>ỜỏỊợĨỏẦĂẮỏĂĐỏỈẶẨỏỈĂũỘỏẨÊỈỏẬBpẮỏỈĂĨẺữỏữCỏĂẮÁĨỏÍĨqỉl/ImlIỏữẬợỊỊểọIỬBvỘọmắÌOỂữỏwCịỏắẾẪÃỏỈĂẺẪÃỏắÌĨẨIỏwrỏữợỏẪÃFẮỏ“ỏ}IxÌợỈẮBẪỏđợÌIỏăIxxvỏị”ỏwẼẪÃỏỈĂỄẮỏữĂBỏửẮỹỈỏẸẪÃỏwợẪÃỏỈÌỌữỏỈẮỹIỏÃẮởẨỏỊởỈỏữĂOỆẪÃỏỈÌẶẪĂỏẪỡỘỏÔỡỏĂÓợỏỊỵỏỈĂJữỏwừỘỏẪĂợẪĂỏữĂCẪÃỏữĂOợỏỈÒẪÃỏỈĂũỘỏỈÌOỂữỏwủỘỉ/ỉl/ImlIỏữẬợỊỊểọIỢĨỈĂBÌọmjdẮxỈẪợẨ+kl/Im