? ? ? ? ÐÐÒµÑÛ | ÐÂÖíÒµ¡¢ÐÂÖí¼Û¡¢ÐÂËÇÁÏ _ б¦gg´´ÔìÆæ¼£

б¦gg´´ÔìÆæ¼£

ÐÐÒµÑÛ | ÐÂÖíÒµ¡¢ÐÂÖí¼Û¡¢ÐÂËÇÁÏ

2019-08-30       

б¦gg´´ÔìÆæ¼£¼¯ÍŸ±×ܲÃ/ÓªÏú×Ü¼à  ²Ü½£²¨ 2019Äê8ÔÂ15ÈÕ ¹ãÖÝ

·ÇÎÁºìÁËÖйúÌì £¬ £¬£¬£¬ £¬ £¬Öí¼Û»ðÁËÑøÖíÈË¡£¡£ ¡£¡£¡£ÎÞÂÛÄãÊDz»ÊÇÐÐÒµÈË £¬ £¬£¬£¬ £¬ £¬¶¼²»¿ÉÖÃÉíÆäÍâ £¬ £¬£¬£¬ £¬ £¬±Ø½«Éî¿Ì¸ÐÊÜÕⳡ¡°ºì»ðת±ä¡±¡£¡£ ¡£¡£¡£ÊôÓÚÐÐÒµÈ˵ÄÖíʱ´úÒѾ­¿ªÆô £¬ £¬£¬£¬ £¬ £¬¶ø·ÇÐÐÒµÈË £¬ £¬£¬£¬ £¬ £¬³ÔÖíÈâÒª»¨µÄÒø×Ó±ä¶àÁË¡£¡£ ¡£¡£¡£ºì»ðµÄÖí¼Û £¬ £¬£¬£¬ £¬ £¬±Ø½«ÖÜÈ«·¢¶¯ÑøÖíÈÈÇé £¬ £¬£¬£¬ £¬ £¬±Ø½«ÖÜÈ«ÍÆ¶¯Öí³¡ÉúÎïÇå¾²Éý¼¶¡£¡£ ¡£¡£¡£»£»£»£» £» £»£»£»ðºìµÄ½ðÖí £¬ £¬£¬£¬ £¬ £¬Ò²±Ø½«³ÉΪÈÈËÑ¡¢³ÉΪÉç»á¹ØÇÐ £¬ £¬£¬£¬ £¬ £¬³ÉΪͶ×ÊÈÈÍÁ¡£¡£ ¡£¡£¡£ÈôÊÇijÌì £¬ £¬£¬£¬ £¬ £¬¡°½ðÖí¡±³ÉΪ·¢¶¯¾­¼ÃÉÏÐе͝Á¦Òò×Ó £¬ £¬£¬£¬ £¬ £¬Ò²È±·¦Îª¹Ö¡£¡£ ¡£¡£¡£

һ̸£ºÖíÒµÈýР£¬ £¬£¬£¬ £¬ £¬ÐÐÒµÖ®öΡ£¡£ ¡£¡£¡£

öΣºÐËÍúÖ®¼ÄÒå¡£¡£ ¡£¡£¡£ÖíÒµÈýУ¨ÐÂÃæÄ¿¡¢Ð½ṹ¡¢ÐÂÒªÁ죩 £¬ £¬£¬£¬ £¬ £¬¿ªÆôÖíÒµÐËÍúÖ®ÃÅ¡£¡£ ¡£¡£¡£

ÐÂÃæÄ¿ £¬ £¬£¬£¬ £¬ £¬ÊÇ¿¹·ÇÕ½ÕùµÄÒ»¶¨Ð§¹û¡£¡£ ¡£¡£¡£

³¤½­ºóÀËÍÆÇ°ÀË £¬ £¬£¬£¬ £¬ £¬ÓÉÓÚ·ÇÎÁºÚÉ­ÁÖ £¬ £¬£¬£¬ £¬ £¬µ¹ÏÂÁËÐí¶àÉ¢»§ºÍÖí³¡ £¬ £¬£¬£¬ £¬ £¬¾ÍÈçÔÚÕ½ÕùÖе¹Ï½«¾üºÍÊ¿±øÒ»Ñù¡£¡£ ¡£¡£¡£µ«Õ½Õù £¬ £¬£¬£¬ £¬ £¬ÐèҪǰÆÍºó¼ÌµÄÐÂÃæÄ¿ £¬ £¬£¬£¬ £¬ £¬ÕâÊǹæÔò¡£¡£ ¡£¡£¡£

µ«ÐÂÃæÄ¿ £¬ £¬£¬£¬ £¬ £¬ÊÇÒÔ¿µ¸´ÉËԱΪÖ÷ÌåÕÕ¾ÉÒÔÐÂÉúΪÖ÷Ì壻£»£»£» £» £»£»£»ÊÇÒÔǰ¼¸ÄêÅжϵĹæÄ£»£»£»£» £» £»£»£»¯¹¤Òµ»¯Öí³¡ÎªÖ÷Ìå £¬ £¬£¬£¬ £¬ £¬ÕÕ¾ÉÒÔÊʶȹæÄ£µÄ¼Òͥũ³¡ÎªÖ÷Ì壿£¿£¿£¿£¿£¿

ÎÒÏ룺ÔÚδÀ´Á½Äê £¬ £¬£¬£¬ £¬ £¬¿ìËÙáÈÆðµÄ £¬ £¬£¬£¬ £¬ £¬ÊÇÒÔ¡°Ð¡¿ìÁé¡±ÎªÌØÕ÷µÄ¼ÒÍ¥ÄÁ³¡¡£¡£ ¡£¡£¡£

нṹ £¬ £¬£¬£¬ £¬ £¬ÊÇ¿ÆÑ§¿¹·ÇµÄÒ»¶¨Ç÷ÊÆ¡£¡£ ¡£¡£¡£

ÏÖÔÚ £¬ £¬£¬£¬ £¬ £¬ÔÙÒé¡¶ÌìÏÂÉúÖíÉú²úÉú³¤ÍýÏ루2016-2020Ä꣩¡·µÄ¿ÆÑ§ÐÔÓëÂäʵ £¬ £¬£¬£¬ £¬ £¬ÒÑûÈκÎÒâÒå £¬ £¬£¬£¬ £¬ £¬ÓÉÓÚ·ÇÎÁÍ»ÆÆÁËÒ»ÇÐ £¬ £¬£¬£¬ £¬ £¬ÖÁÉÙÊÇÔÝÍ£ÁËһЩÍýÏëµÄÍÆ½ø¡£¡£ ¡£¡£¡£

ÍýÏë £¬ £¬£¬£¬ £¬ £¬ÒÑÍùµÄ½¹µãµãÊÇ¡°¹¤Òµ½á¹¹¡± £¬ £¬£¬£¬ £¬ £¬Ä¿µÄÊǽâ¾öÖÆÔ¼ÉúÖíÉú³¤µÄÆ¿¾± £¬ £¬£¬£¬ £¬ £¬Íƽø×ªÐÍÉý¼¶ £¬ £¬£¬£¬ £¬ £¬ìÙÆ½ÖíÖÜÆÚ £¬ £¬£¬£¬ £¬ £¬Ôö½øÉúÖíÉú²úµÄÒ»Á¬¿µ½¡ÓÐÐòÉú³¤¡£¡£ ¡£¡£¡£

¶ø·ÇÎÁÏ £¬ £¬£¬£¬ £¬ £¬ÍýÏë»Ø¹éÊг¡ £¬ £¬£¬£¬ £¬ £¬¡°Çå¾²¡¢ÊÖÒÕ¡¢×ʽð¡¢ÏûºÄ¡±ÊÇÒªº¦´Ê¡£¡£ ¡£¡£¡£²»Çå¾²Çø £¬ £¬£¬£¬ £¬ £¬Ã»È˸ÒÑø£»£»£»£» £» £»£»£»Ã»ÊÖÒÕ £¬ £¬£¬£¬ £¬ £¬¿¹·ÇÎÞ°ü¹Ü£»£»£»£» £» £»£»£»Ã»×ʽ𠣬 £¬£¬£¬ £¬ £¬ÉúÎïÇå¾²ÎÞ°ü¹Ü£»£»£»£» £» £»£»£»³¤¾àÀëÔËÊäµ¹ÔËÓÚ¿¹·Ç¡£¡£ ¡£¡£¡£

ÎÒÏ룺ÔÚδÀ´Á½Äê £¬ £¬£¬£¬ £¬ £¬ÉúÖí»á×Ô¶¯µÄ½á¹¹µ½¡°Óп¹·Ç×ÔÈ»ÆÁÕϵĵØÇø¡¢Óп¹·ÇÊÖÒÕµÄÑøÖíÈË¡¢Óп¹·Ç×ʽðµÄÑøÖ³³¡¡± £¬ £¬£¬£¬ £¬ £¬ÉúÖíµÄ½á¹¹È¨»Ø¹éµ½Êг¡¡£¡£ ¡£¡£¡£

ÐÂÒªÁì £¬ £¬£¬£¬ £¬ £¬ÊÇ·ÇÎÁ´ßÉúµÄÒ»¶¨×ª±ä¡£¡£ ¡£¡£¡£

ìÙÆ½Öí¼ÛÖÜÆÚ £¬ £¬£¬£¬ £¬ £¬ÊÇÉÆÒâµÄÀíÏ뻯 £¬ £¬£¬£¬ £¬ £¬²»ÊÇÊг¡¾­¼Ã¼ÍÂÉ¡£¡£ ¡£¡£¡£ÎÒÃDz»µ«ìÙÆ½²»ÁËÖí¼ÛÖÜÆÚ £¬ £¬£¬£¬ £¬ £¬ÉõÖÁÒÑÍùÌìÏÂÏà¶ÔͳһµÄÖí¼Û £¬ £¬£¬£¬ £¬ £¬·ÇÎÁÏÂÒ²¸÷×ÔΪ·å £¬ £¬£¬£¬ £¬ £¬ÀýÏÖÔÚÌ죨8ÔÂ14ÈÕ£© £¬ £¬£¬£¬ £¬ £¬¹ã¶«14Ôª/½ï £¬ £¬£¬£¬ £¬ £¬¹ãÎ÷13Ôª/½ï £¬ £¬£¬£¬ £¬ £¬¹óÖÝ9.5Ôª/½ï £¬ £¬£¬£¬ £¬ £¬ÔÆÄÏ8.5Ôª/½ï £¬ £¬£¬£¬ £¬ £¬±¾ÊÇÉÏÎ÷ÄÏ £¬ £¬£¬£¬ £¬ £¬È´³ÉÏÂÎ÷ÄÏ¡£¡£ ¡£¡£¡£Õã½­13Ôª/½ï £¬ £¬£¬£¬ £¬ £¬¶øÆäÁÚÈ˽­ËÕ°²»ÕÈ´ÊÇ11Ôª/½ï¡£¡£ ¡£¡£¡£

·ÇÎÁÏ £¬ £¬£¬£¬ £¬ £¬Öí³¡ÊǽûÇøÈ´Ò²ÊÇÈÈÍÁ £¬ £¬£¬£¬ £¬ £¬ÕâÊÇÐÂÍ·ÄÔ£»£»£»£» £» £»£»£»ÉúÎïÇå¾²Óë»·±£ £¬ £¬£¬£¬ £¬ £¬³ÉΪҪº¦Í¶×Ê £¬ £¬£¬£¬ £¬ £¬³ÉΪÖí³¡Ïë²½·¥¶àͶǮµÄÏîÄ¿ £¬ £¬£¬£¬ £¬ £¬ÕâÊÇп´·¨£»£»£»£» £» £»£»£»Å£Öí³öÀ¸»ò¿ìËÙ³öÀ¸ £¬ £¬£¬£¬ £¬ £¬³ÉΪÏ໥Éý³ÁµÄÁ½´óÉú²úģʽ £¬ £¬£¬£¬ £¬ £¬ÕâÊÇÐÂÃçÍ·¡£¡£ ¡£¡£¡£

ÔÚÕã½­ £¬ £¬£¬£¬ £¬ £¬ÎÒ¿´µ½90%µÄÖí³¡Ñ¡Ôñ200¹«½ïÒÔÉÏÌåÖØ³öÀ¸ £¬ £¬£¬£¬ £¬ £¬ÕâÊǶÔÖí¼ÛºÍÖí³¡Çå¾²Âú»³ÐÅÐĵÄÉú²úÒªÁì¡£¡£ ¡£¡£¡£µ«Ë¼Ë÷ £¬ £¬£¬£¬ £¬ £¬¿¹·ÇÌõ¼þ²îµÄСÖí³¡»áÔõôѡÔñÄØ£¿£¿£¿£¿£¿£¿

ÎÒÏ룺δÀ´Á½Äê £¬ £¬£¬£¬ £¬ £¬Ã÷ȷ͸³¹¡¢¿ìËÙÐж¯ £¬ £¬£¬£¬ £¬ £¬·ÇÎÁÊÇ´óʱ»ú £¬ £¬£¬£¬ £¬ £¬²»È»¾ÍÊÇ´óÄà̶¡£¡£ ¡£¡£¡£

¶þ̸£ºÖí¼ÛÈýР£¬ £¬£¬£¬ £¬ £¬ÐÅÐÄÖ®ÀÚ¡£¡£ ¡£¡£¡£

ÀÚ £¬ £¬£¬£¬ £¬ £¬ÖÚʯ¼áÖ®¼ÄÒå¡£¡£ ¡£¡£¡£Öí¼ÛÈýУ¨Ð¸߶ȡ¢ÐÂģʽ¡¢ÐÂÏ£Íû£© £¬ £¬£¬£¬ £¬ £¬Å©ÄÁÐÅÐĸßÀÚ¡£¡£ ¡£¡£¡£

ÄãµÄ¼¤¶¯ £¬ £¬£¬£¬ £¬ £¬°´Þ಻סÖí¼Ûһֱи߶È¡£¡£ ¡£¡£¡£

¹ã¶«Öí¼Û £¬ £¬£¬£¬ £¬ £¬ÒѾ­14Ôª £¬ £¬£¬£¬ £¬ £¬Àë16Ôª¡¢18Ôª¡¢ÉõÖÁ¸ü¸ß»¹Ô¶Â𣿣¿£¿£¿£¿£¿

14Ôª £¬ £¬£¬£¬ £¬ £¬ÅèÂú²§Âú £¬ £¬£¬£¬ £¬ £¬µ«ÐÐÒµÇå¾² £¬ £¬£¬£¬ £¬ £¬ÓÉÓÚÕâ¸öÖí¼ÛÔçÒѱ»Ô¤ÆÚ¡£¡£ ¡£¡£¡£µ«ÈôÊÇ20ÔªµÄÖí¼Ûµ½À´Ê± £¬ £¬£¬£¬ £¬ £¬ÄãÕæÄܰ´ÞàµÃס¼¤¶¯Â𣿣¿£¿£¿£¿£¿µ½ÄÇʱ £¬ £¬£¬£¬ £¬ £¬ÄãÒÔΪ·ÇÎÁÊÇÑý¹ÖÕÕ¾ÉÌìʹ£¿£¿£¿£¿£¿£¿

µ«ÎÒÏë˵µÄÊÇ£ºÄãÔٴ󼤶¯ £¬ £¬£¬£¬ £¬ £¬¾ø¶Ô°´Þ಻סһÂÖÈüÒ»ÂÖµÄÄæÌìÖí¼Û¡£¡£ ¡£¡£¡£

ÎÒµÄÖí £¬ £¬£¬£¬ £¬ £¬ÎÒ×öÖ÷ £¬ £¬£¬£¬ £¬ £¬¿ªÆôÖí¼ÛÐÂģʽ¡£¡£ ¡£¡£¡£

Öí¼Û £¬ £¬£¬£¬ £¬ £¬Ò»Ö±ÊÇÂò·½Êг¡ £¬ £¬£¬£¬ £¬ £¬ÑøÖíÈËÀúÀ´Ã»ÓÐ×Ô¼º²úÆ·µÄ¶¨¼ÛȨ £¬ £¬£¬£¬ £¬ £¬Õâ²»ÊÇÊг¡¾­¼Ã £¬ £¬£¬£¬ £¬ £¬ÕâûÓÐÔ­Àí £¬ £¬£¬£¬ £¬ £¬²»¿É¶Ô×Ô¼ºµÄ²úÆ·¶¨¼Û £¬ £¬£¬£¬ £¬ £¬Äã¼ûµÃ¶àÂ𠣬 £¬£¬£¬ £¬ £¬µ«ÑøÖíÈËÊÇÆäÒ»¡£¡£ ¡£¡£¡£Ã»Óж¨¼ÛȨ £¬ £¬£¬£¬ £¬ £¬¾ÍûÓÐÈ¨ÒæµÄÕæÕý±£»£»£»£» £» £»£»£»¤ £¬ £¬£¬£¬ £¬ £¬ÒÔÊÇ £¬ £¬£¬£¬ £¬ £¬ÑøÖíÈËÒ»Ö±ºÜ¿à £¬ £¬£¬£¬ £¬ £¬ÐÁÇÚ £¬ £¬£¬£¬ £¬ £¬¿àÄÕ¡£¡£ ¡£¡£¡£

½üÆÚ £¬ £¬£¬£¬ £¬ £¬Õã½­¡¢¸£½¨¡¢¹ã¶«µÈµØ²¿·ÖÖí³¡ £¬ £¬£¬£¬ £¬ £¬×îÏÈ×Ô¼º¶¨¼Û £¬ £¬£¬£¬ £¬ £¬²î±ðÌåÖØ²î±ð¼Û¡¢ÌìÌìÍÆ³ö¼ÛÇ®±í¡­¡­ £¬ £¬£¬£¬ £¬ £¬¸ÇÉϹ«Õ £¬ £¬£¬£¬ £¬ £¬ÌùÔÚ´óÃÅ £¬ £¬£¬£¬ £¬ £¬ÕæÑïüÍÂÆø £¬ £¬£¬£¬ £¬ £¬Ìì´óʤÀû £¬ £¬£¬£¬ £¬ £¬Ï£Íû¼ÌÐø¡£¡£ ¡£¡£¡£

ÎÒÏë˵µÄÊÇ£º·ÇÎÁ¿ªÆôÁËÖí¼ÛģʽÀå¸ïµÄÔªÄê £¬ £¬£¬£¬ £¬ £¬¡°ÖíȨ¡¢¼ÛǮȨ¡± £¬ £¬£¬£¬ £¬ £¬»¹´øÀ´²»ÁËÄã¶ÔÑøÖíÒµµÄÐÅÐÄ£¿£¿£¿£¿£¿£¿

»ðºìÖí¼Û £¬ £¬£¬£¬ £¬ £¬¾ÍÊÇ·ÇÎÁÖ®ºóµÄÐÂÏ£Íû¡£¡£ ¡£¡£¡£

ÏȽø¹ÜÀíÓëÊÖÒÕ £¬ £¬£¬£¬ £¬ £¬Ö»Äܰü¹ÜÉú²úÖ¸±ê¸ßЧ £¬ £¬£¬£¬ £¬ £¬È·±£·á²ú £¬ £¬£¬£¬ £¬ £¬µ«²¢²»¿É°ü¹Ü·áÊÕ¡£¡£ ¡£¡£¡£Ö»ÓÐÖí¼ÛÉÏÕÇ £¬ £¬£¬£¬ £¬ £¬²Å»ª·áÊÕ¡£¡£ ¡£¡£¡£ÈκÎÐÅÐÄ·¢¶¯ £¬ £¬£¬£¬ £¬ £¬¶¼Ã»ÓÐÖí¼ÛÉÏÕÇÀ´µÄÏÖʵ £¬ £¬£¬£¬ £¬ £¬±¥ÊÜ·ÇÎÁÏ´µÓµÄÎÒÃÇ £¬ £¬£¬£¬ £¬ £¬ÓÉÓÚÖí¼Û¿ìËÙÅÊÉý £¬ £¬£¬£¬ £¬ £¬Í»È»ÒÔΪ·ÇÎÁµÄÌì¿ÕÔÆÔÆÕ¿À¶ £¬ £¬£¬£¬ £¬ £¬³äÂúÏ£Íû¡£¡£ ¡£¡£¡£

·ÇÎÁÏ £¬ £¬£¬£¬ £¬ £¬Éµ×Ó¶¼ÄÜÕ¹Íû×¼Öí¼ÛÐÐÇé¡£¡£ ¡£¡£¡£Î´À´Á½Äê £¬ £¬£¬£¬ £¬ £¬Öí¼Û±Ø½«´´ÔìÒ»ÂÖÒ»ÂÖµÄÆæ¼£¡£¡£ ¡£¡£¡£ 

ÎÒÏë˵µÄÊÇ£º·ÇÎÁÏ £¬ £¬£¬£¬ £¬ £¬ÊÇͶÆõ»òͶ×ʲ»Ö÷Òª £¬ £¬£¬£¬ £¬ £¬¡°Í¶¡±²ÅÖ÷Òª £¬ £¬£¬£¬ £¬ £¬Í¶¾ÍÄÜÊ¯ÆÆÌ쾪¡£¡£ ¡£¡£¡£

б¦GG¡¸´´ÔìÆæ¼£µÄÓÎϷƽ̨¡¹

Èý̸£ºËÇÁÏÈýР£¬ £¬£¬£¬ £¬ £¬Î´À´Ö®Ÿö¡£¡£ ¡£¡£¡£

Ÿö£ºÐËÍúÖ®¼ÄÒå¡£¡£ ¡£¡£¡£ËÇÁÏÈýУ¨Ð¼ÛÖµ¡¢ÐÂʱ´ú¡¢Ð½­ºþ£© £¬ £¬£¬£¬ £¬ £¬ÐÐÒµÐËÍú»ðÃçÒѵãȼ¡£¡£ ¡£¡£¡£

·ÇÎÁÏ £¬ £¬£¬£¬ £¬ £¬¿Í»§¼ÛÖµ²»ÐèÖ¸µ¼ £¬ £¬£¬£¬ £¬ £¬Ö»Ðè×ðÖØ¡£¡£ ¡£¡£¡£

±¾ÊÀ¼Íǰ20Äê £¬ £¬£¬£¬ £¬ £¬Ðí¶à²úÆ·ÓÉÓÚÉÆÓÚÍÚ¾òºÍÖ¸µ¼¿Í»§µÄÐèÇó¶øÉú³¤¡£¡£ ¡£¡£¡£ÀýÈç¡°ÌײÍËÇÑø¡±Ä£Ê½ £¬ £¬£¬£¬ £¬ £¬ÀýÈçÅò»¯ÊÖÒÕ £¬ £¬£¬£¬ £¬ £¬ÉõÖÁÐÅ´ûÐèÇóÖª×ãµÈ¡£¡£ ¡£¡£¡£

µ«·ÇÎÁÏ £¬ £¬£¬£¬ £¬ £¬¿Í»§ËßÇóÖ»ÓС°Çå¾²¡±¶þ×Ö¡£¡£ ¡£¡£¡£¿£¿£¿£¿£¿£Ò»¶¨½²£ºÓÉÓÚ¡°²»Çå¾²¡±Èý¸ö×ÖÐí¶àÆóÒµÒªµ¹Ï¡£¡£ ¡£¡£¡£²»Çå¾² £¬ £¬£¬£¬ £¬ £¬Ò»ÊÇÕæ²»Çå¾² £¬ £¬£¬£¬ £¬ £¬¶þÊÇÓÐÇå¾²Òþ»¼¡£¡£ ¡£¡£¡£Õæ²»Çå¾² £¬ £¬£¬£¬ £¬ £¬ÊDz»°Ñ¿Í»§ÉúÃüµ±»ØÊ£»£»£»£» £» £»£»£»ÓÐÇå¾²Òþ»¼ £¬ £¬£¬£¬ £¬ £¬ÊÇÆóÒµ¹ÜÀí¡¢×ʽð¡¢ÊÖÒÕ»¹´ï²»µ½¡£¡£ ¡£¡£¡£

·ÇÎÁÏ £¬ £¬£¬£¬ £¬ £¬Ï´ÏûÖÐÐÄ¡¢ÎïÁ÷ºæ¸É·¿¡¢ÎïÁ÷¡°½È×Ó³µ¡±¡¢¶Ö°üÎïÁ÷¡­¡­ÒѳÉΪÆóÒµ±ØÐè¡£¡£ ¡£¡£¡£¾ÍÈç £¬ £¬£¬£¬ £¬ £¬Ð±¦gg´´ÔìÆæ¼£Ë«Ëáͨ¹ý¡°Çå½àÅä·½¡¢Çå½àÖÊÁÏ¡¢Çå½àÉú²ú¡¢Çå½à¹¤³§¡¢Çå½àÆ·¿Ø¡¢Çå½àÎïÁ÷¡± £¬ £¬£¬£¬ £¬ £¬ÒÔ¡°»¨´óÇ®¡±µÄ·½·¨ £¬ £¬£¬£¬ £¬ £¬ÏµÍ³½â¾ö²úÆ·Çå¾² £¬ £¬£¬£¬ £¬ £¬Ò²ÊÇÉú³¤ËùÐè £¬ £¬£¬£¬ £¬ £¬²»ÕâÑù £¬ £¬£¬£¬ £¬ £¬¾Í»á±»¿Í»§ÑïÆú £¬ £¬£¬£¬ £¬ £¬¾Í»áµ¹Ï¡£¡£ ¡£¡£¡£

ÎÒÏë˵µÄÊÇ£º·ÇÎÁÏ £¬ £¬£¬£¬ £¬ £¬¡°²úÆ·Çå¾²¡±ÊÇÓû§×î´óÐèÇ󡣡£ ¡£¡£¡£¹ØÓÚ½ðÖí £¬ £¬£¬£¬ £¬ £¬ËÇÁϼÛÇ®²»ÊÇÎÊÌâ¡£¡£ ¡£¡£¡£

»·±£¡¢·ÇÎÁ¡¢½û¿¹»®·ÖÊÇ4.0ÐÂʱ´úµÄµ¼»ðË÷¡¢È¼ÉÕÆ÷¡¢Òý±¬Æ÷¡£¡£ ¡£¡£¡£

ÒÔÉúÎïÊÖÒÕΪ½¹µãµÄʱ´ú £¬ £¬£¬£¬ £¬ £¬Ö»»áÔçµ½ £¬ £¬£¬£¬ £¬ £¬²»»á³Ùµ½ £¬ £¬£¬£¬ £¬ £¬ÕâÊǹ²Ê¶¡£¡£ ¡£¡£¡£ÓÉÓÚÉúÎïÊÖÒÕ £¬ £¬£¬£¬ £¬ £¬»á´´Ôì¸ü´óµÄ¿Í»§¼ÛÖµºÍÐÐÒµµ°¸â¡£¡£ ¡£¡£¡£ÐÂʱ´úÓô´ÔìÈ¥Ç㸲¡¢È¥´«³Ð40ÄêËÇÁϹ¤ÒµÏÖ´ú»¯µÄЧ¹û¡£¡£ ¡£¡£¡£4.0ʱ´ú £¬ £¬£¬£¬ £¬ £¬¡°ÂÌÉ«¡¢Çå½à¡¢¿µ½¡¡¢¸ßЧ¡±ÊDzúÆ·µÄ4¸ö½¹µã¼ÛÖµ¡£¡£ ¡£¡£¡£

ÂÌÉ«¼´»·±£µÄ £¬ £¬£¬£¬ £¬ £¬Ìá¸ßÏû»¯ÎüÊÕÂÊ £¬ £¬£¬£¬ £¬ £¬ïÔÌ­·à±ã£»£»£»£» £» £»£»£»Çå½à¼´ÎÀÉúµÄ £¬ £¬£¬£¬ £¬ £¬°±ÆøÎÃӬȫ´ó·ùïÔÌ­ £¬ £¬£¬£¬ £¬ £¬ÇéÐδóΪ¸ÄÉÆ£»£»£»£» £» £»£»£»¿µ½¡µÄ £¬ £¬£¬£¬ £¬ £¬ÏÖÔÚ¾ÍÊÇ¿¹·ÇµÄ £¬ £¬£¬£¬ £¬ £¬½ûÓÃͬԴÂѰ×Ó뿹ÉúËØ¡¢½ûÓü¤ËØÓëù±äÖÊÁÏ £¬ £¬£¬£¬ £¬ £¬Í¨¹ýÉúÎïÊÖÒÕ £¬ £¬£¬£¬ £¬ £¬ÒÔËáµÄÓªÑø £¬ £¬£¬£¬ £¬ £¬Ìá¸ßÖíÃâÒßÁ¦ £¬ £¬£¬£¬ £¬ £¬×Ô¶¯¿¹·Ç£»£»£»£» £» £»£»£»¸ßЧ¾ÍÊÇÐÔ¼Û±È £¬ £¬£¬£¬ £¬ £¬ÊǶÔ3.0ʱ´úµÄ´«³Ð¡£¡£ ¡£¡£¡£

ÎÒÏë˵µÄÊÇ£º¶®ÉúÎïÊÖÒÕµÄÓªÑøÊ¦ £¬ £¬£¬£¬ £¬ £¬¶®4.0ʱ´úÓªÏúµÄÓªÒµÔ± £¬ £¬£¬£¬ £¬ £¬½«³ÉΪÐÐÒµ¾«Ó¢ºÍÇÀÊÖ»õ £¬ £¬£¬£¬ £¬ £¬·´Ö® £¬ £¬£¬£¬ £¬ £¬ÊÇïÔÌ­Æ·¡£¡£ ¡£¡£¡£Ã»ÓÐΪʲô £¬ £¬£¬£¬ £¬ £¬ÓÉÓÚÃÕµ×ûÓÐÒâÒå £¬ £¬£¬£¬ £¬ £¬Ï³¡²ÅÓмÛÖµ¡£¡£ ¡£¡£¡£

ËÇÁÏÐÂʱ´ú £¬ £¬£¬£¬ £¬ £¬±Ø½«ÐËÀËÐÐҵн­ºþ¡£¡£ ¡£¡£¡£

ʱ´ú×÷ÓýÓ¢ÐÛ £¬ £¬£¬£¬ £¬ £¬¼ÈÈ»»·±£¡¢·ÇÎÁ¡¢½û¿¹´µÏì4.0ʱ´ú¾üºÅ £¬ £¬£¬£¬ £¬ £¬½­ºþ±Ø½«ÐËÀË £¬ £¬£¬£¬ £¬ £¬Ó¥»÷³¤¿Õ¡¢°Ùô´ÕùÁ÷¡£¡£ ¡£¡£¡£ÐÂʱ´ú £¬ £¬£¬£¬ £¬ £¬¾ø²»¿ÉÄÜÅÅ×ÊÂÛ±² £¬ £¬£¬£¬ £¬ £¬Ë­ÊÇÏÂÒ»¸öÖíÁÏÀÏ´ó £¬ £¬£¬£¬ £¬ £¬Ë­ÓÖ˵µÃÇåÄØ £¬ £¬£¬£¬ £¬ £¬ÓÉÓÚн­ºþ¾ÍÊÇÍ»ÆÆ¾ÉÐò´Î £¬ £¬£¬£¬ £¬ £¬½¨ÉèÐÂÌìÏ £¬ £¬£¬£¬ £¬ £¬ÈÃÆóÒµ¾º×ÔÓÉ¡£¡£ ¡£¡£¡£

ÖíÁÏÐÂʱ´ú £¬ £¬£¬£¬ £¬ £¬½­ºþÃûµ¥Ç·ºÃÕ¹Íû £¬ £¬£¬£¬ £¬ £¬µ«È´¿É׼ȷ½² £¬ £¬£¬£¬ £¬ £¬Ò»¶¨ÓÐÐÂÉú´ú¡¢ÐÂÐò´Î £¬ £¬£¬£¬ £¬ £¬ÈκÎÈ˸ı䲻ÁËÕâ¸öת±ä¡£¡£ ¡£¡£¡£µçÊӾ硶Ô×ÏàÁõÂÞ¹ø¡· £¬ £¬£¬£¬ £¬ £¬¿µÎõϲµÃ»Ê×Ó £¬ £¬£¬£¬ £¬ £¬½ÐÖڴ󳼿´ÃæÏàÕ¹Íû»Ê×ÓδÀ´ £¬ £¬£¬£¬ £¬ £¬ÓÐ˵ÄÜÎÄ¡¢ÓÐÄÜÎä¡¢ÓÐ˵ÓÀÉú²»ÀÏ¡­¡­

ÁõÂÞ¹øËµ: ÔçÍíÒªËÀ¡£¡£ ¡£¡£¡£ËäÉ·¾°Îï £¬ £¬£¬£¬ £¬ £¬È´¾«×¼¡£¡£ ¡£¡£¡£

ÎÒÏë˵µÄÊÇ£º4.0ÐÂʱ´úÊÇÐÐÒµÓëÃÎÏëÕßµÄÎę̀ £¬ £¬£¬£¬ £¬ £¬»ðÖÖÒѵãȼ £¬ £¬£¬£¬ £¬ £¬¼´½«ÐËÍú¹âÏß¡£¡£ ¡£¡£¡£

×îºó £¬ £¬£¬£¬ £¬ £¬ÓÃëÖ÷ϯµÄ¡¶ÇßÔ°´º¡¤³¤É³¡·ÖеäÊ« £¬ £¬£¬£¬ £¬ £¬¿¢ÊÂÎÄÕ¡£¡£ ¡£¡£¡£

¡­¡­

Âþ½­±Ì͸ £¬ £¬£¬£¬ £¬ £¬°Ùô´ÕùÁ÷¡£¡£ ¡£¡£¡£

Ó¥»÷³¤¿Õ £¬ £¬£¬£¬ £¬ £¬ÓãÏèdzµ× £¬ £¬£¬£¬ £¬ £¬ÍòÀà˪Ì쾺×ÔÓÉ¡£¡£ ¡£¡£¡£

âêÁÈÀª £¬ £¬£¬£¬ £¬ £¬ÎÊÃìã´óµØ £¬ £¬£¬£¬ £¬ £¬Ë­Ö÷³Á¸¡£¡£ ¡£¡£¡£¿£¿£¿£¿£¿£¿

¡­¡­

ǡͬÑâÉÙÄê £¬ £¬£¬£¬ £¬ £¬·ç»ªÕý£»£»£» £» £»£»£»

ÊéÉúÒâÆø £¬ £¬£¬£¬ £¬ £¬»Ó³â·½åÙ¡£¡£ ¡£¡£¡£

Ö¸µãɽºÓ £¬ £¬£¬£¬ £¬ £¬¼¤ÑïÎÄ×Ö¡£¡£ ¡£¡£¡£

¡­¡­

µ½ÖÐÁ÷»÷Ë® £¬ £¬£¬£¬ £¬ £¬À˶ô·ÉÖÛ£¡

¡¾ÍøÕ¾µØÍ¼¡¿¡¾sitemap¡¿