ͬÃÅ£¿
·¿¼äÖС£
Àî×ÓÒ¹Ìýµ½ÑÛǰÏÉ×Óʦ¸¸µÄ»Ø´ð£¬¾ªµÃϰͲîµãûµôÏÂÀ´¡£
ÏÉ×Óʦ¸¸Ò²ÓÐͬÃÅ£¿
Ëû»¹ÒÔΪÏÉ×Óʦ¸¸ÊÇʯͷ·ìÀï±Ä³öÀ´µÄÄØ¡£
µ±È»£¬ÕâЩ×÷ËÀµÄ»°£¬Àî×Óҹû¸Ò˵¡£
¶þÊ®ÄêǰµÄÊÂÁË¡£
ÇØæ¹ÄÈÆ½¾²µÀ£¬ÄÇʱ£¬ÎÒ³õÉæÎäµÀ£¬°Ýʦ½£¾øÊ¦×ðÃÅÏ£¬ÌÕØ²Ø²£¬ËãÊÇÎÒµÄʦÃá£
½£¾ø£¿
Àî×ÓÒ¹ÃþÁËÃþ±Ç×Ó£¬ÞÏÞεÀ£¬Ã»Ìý¹ýѽ¡£
¶þÊ®ÄêǰµÄÏȱ²£¬ÄãûÓÐÌý¹ýºÜÕý³£¡£
ÇØæ¹ÄȵµµÀ£¬Ê¦×ð½£¾ø£¬ÒѾÏÉÊŶàÄê¡£
Àî×ÓÒ¹ÎÅÑÔ£¬ÉñɫһÕú£¬²»½âµÀ£¬ÏÉ×Óʦ¸¸µÄʦ¸¸£¬ÐÞΪӦ¸Ã²»µÍ£¬ÎªºÎ£¬ÕâôÔç¾ÍÏÉÊÅÁË£¿
ÒòΪÈý¾ø½£¡£
ÇØæ¹ÄÈíøÖÐÉÁ¹ýһĨÒź¶£¬µÀ£¬Èý¾ø½££¬¾øÇ飬¾øÐÄ£¬¾øÃü£¬Ê¦×ðÐÞÁ¶´Ë·¨£¬ÐÞΪÿÌá¸ßÒ»ÖØ£¬ÊÙÔª±ã¼õÉÙÊ®ÔØ£¬ÎÒ°ÝʦµÄʱºò£¬Ê¦×ðµÄÊÙÔª±ãÒѾËùÊ£²»¶à£¬ÔÚÎÒ°ÝʦÈýÄêºó£¬±ãÒÔÉíѳ½££¬²¢ÔÚÏÉÊÅǰ£¬½«Ò»ÉúËùѧȫ¶¼ÇãÄÒÏàÊÚ¡£
ÏÉ×Óʦ¸¸Ò²Á·ÁËÈý¾ø½££¿
Àî×ÓÒ¹ÎÅÑÔ£¬Á³É϶³öһĨ¼±É«£¬ÎʵÀ¡£
ûÓС£
ÇØæ¹ÄÈÒ¡Í·µÀ£¬ÎÒËù˵µÄÇãÄÒÏàÊÚ£¬ÊÇÖ¸Îäѧ¾ÑéºÍ¸ÐÎò£¬»¹ÓУ¬Áù³ÉÐÞΪ¡£
Áù³É£¿
Àî×ÓÒ¹Ìý¹ý£¬·Â·ðÃ÷°×ÁËʲô£¬ËµµÀ£¬ÄÇËijɣ¬¸øÁËÂÞɲÍõ£¿
àÅ¡£
ÇØæ¹ÄȵãÍ·µÀ¡£
ÔÀ´Èç´Ë¡£
Àî×ÓÒ¹Õ¦ÉàµÀ£¬ÄѹÖÄÇÂÞɲŮһÌáÆðÏÉ×Óʦ¸¸£¬Ì¬¶È¾Í²»ÔõôÓÑÉÆ£¬ÕâÆäÖо¹È»»¹ÓÐ×ÅÕâÑùµÄ¹ÊÊ¡£
»»×÷Ëû£¬ÐÄÀíÒ²²»Æ½ºâ°¡¡£
ÏÉ×Óʦ¸¸£¬Ã÷ÌìÂÞɲÍõÀ´¸®ÖУ¬ÄãÃDz»»á´òÆðÀ´°É£¿
Àî×ÓÒ¹ÓÐЩµ£ÐĵØÎʵÀ£¬ÏÉ×Óʦ¸¸ÄãÏÖÔÚÓÐÉËÔÚÉí£¬²»Äܶ¯Î䣬Ҫ²»ÒªÎÒȥ̫ѧ¹¬º°µã°ïÊÖÀ´£¿
ÇØæ¹ÄÈÏñÊÇ¿´Éµ×ÓÒ»°ã¿´ÁËÒ»ÑÛÉíǰµÄ°×³ÕµÜ×Ó£¬µµµÀ£¬ÄãÒªÊÇÏеÃÎÞÁÄ£¬¾Í³öÈ¥Á·½££¬Ò»Äêºó£¬ÄãºÍ»ð÷ë¶ùµÄÒ»Õ½£¬ÒªÊÇ´òÊäÁË£¬ÎÒ±£Ö¤£¬ÄãʧȥµÄ²»½ö½öÊÇÕâÈýÄêËùµÃ¡£
Àî×ÓÒ¹ÎÅÑÔ£¬Éí×ÓÒ»¸ö¼¤Á飬¸ÏæתÉíÀ뿪¡£
ÏÉ×Óʦ¸¸£¬ÎÒÈ¥Á·½£ÁË¡£
ßÛµ±Ò»Éù£¬·¿ÃŹرգ¬Õû¸ö·¿¼äÒ²°²¾²ÏÂÀ´¡£
·¿¼äÖУ¬ÇØæ¹ÄÈ¶ËÆðÉíǰµÄ²è£¬Ä¬Ä¬ºÈÁËÒ»¿Ú£¬Ä¿¹â±äµÃÓÐЩ¸´ÔÓ¡£
СʦÃã¬Ò»×ªÑÛ£¬ÒѾʮ¶àÄêδ¼ûÁË¡£
·¿¼äÍ⣬Àî×ÓÒ¹Áà×Å×Ô¼ºµÄ½££¬¿ªÊ¼Á·Ï°¡£
Ò»ÅÔ£¬ºìÖò¿´×ÅÔºÖÐÁ·½£µÄÉÙÄ꣬һ±ß³ÔÁãʳ£¬Ò»±ß²»ÖªÔÚÏëʲô¡£
С×ÓÒ¹·½²ÅµÄÉñÉ«²»¶Ôѽ¡£
¿Ï¶¨ÓÐʲôèÄå¡£
Ïе½·¢»ÅµÄºìÖò£¬ÄÔÖÐÓÖ¿ªÊ¼ºú˼ÂÒÏ룬²»¶ÏÄÔ²¹¡£
ºìÖò½ã£¬Ã÷ÌìÂÞɲÍõÒªÀ´¸®ÖÐ×ö¿Í£¬ÎÒÒ»¸öÈË¿ÉÄÜÕдý²»¹ýÀ´£¬Äã°ïÎÒһϡ£
¿ìÒªÈÕÂäʱ£¬Àî×ÓÒ¹ÔÝʱͣÏÂÐÝÏ¢£¬ÉìÊÖ²ÁÁ˲ÁÍ·Éϵĺ¹£¬ËµµÀ¡£
àÅ£¿Å¶¡£
ºìÖòÌýµ½ÂÞɲÍõÈý¸ö×Ö£¬ÉñɫһÕú£¬Ëæ¿ÚÓ¦µÀ£¬ºÃ¡£¡£
ÒîÈÕ¡£
Ìì·½ÁÁ¡£
ÀîÔ°Í⣬һ¼ÝÂí³µÊ»À´¡£
Âí³µÉÏ£¬¿Ì×ÅÒ»¶äÃÀÀö¶øÓÖÑýÒìµÄ×Ͼ£»¨£¬ÕýÊÇ´óÉÌÂÞɲÍõµÄ±êÖ¾¡£
Àî԰ǰ¡£
Âí³µÍ£Ï£¬ÌÕØ²Ø²Âõ²½×ßÁËÏÂÀ´£¬¾¶Ö±×ßÏòǰ·½¸®Û¡¡£
С¹«×Ó£¬ÂÞɲÍõÀ´ÁË¡£
ÄÚÔº£¬Ð¡ØË¿ì²½ÅÜÀ´£¬×ż±µÀ¡£
Àî×ÓÒ¹Ìýµ½Ð¡ØËµÄÙ÷±¨£¬Á¢¿Ì³öÁË·¿¼ä£¬´Ò´Ò×ßÏòǰԺ¡£
͉̫Ôõô¾õµÃ£¬À´Õß²»Éư¡£¡
ÂÞɲÍõÁ³É«ÔõôÑù£¿
Àî×ÓÒ¹Ò»±ß×ߣ¬Ò»±ßÎʵÀ¡£
¿´²»³öÀ´¡£Ð¡ØËÓ¦µÀ¡£
ÄÇÍêÁË¡£
µÚ385Õ ͬÃÅ(1/2),µã»÷ÏÂÒ»Ò³¼ÌÐøÔĶÁ