ÓŵÂ88¾ãÀÖ²¿ÖÐÎĹÙÍø

ȪԴ£º½üÆÚÄÚÐУ¬£¬ £¬£¬ £¬ £¬×÷Õߣº ½üÆÚÅÌ»õ£¬£¬ £¬£¬ £¬ £¬£º

±±¾©³µÕ¹Ê×·¢¼ªÏ齫Ðû²¼ÖйúÊ×̨ԭÉúRobotaxiÔ­Ðͳµ

СÅôGXÉý¼¶3.0мܹ¹£¡2.0ÀÏÆ½Ì¨Âô¸ø¹«¹²£¬£¬ £¬£¬ £¬ £¬ÓëÖÚ08Ì«ÄÑÁË

4 Ô 22 ÈÕ£¬£¬ £¬£¬ £¬ £¬Ôøµ£µ±ÑëÊÓÖ÷³ÖÈ˵ÄÍõСå¹ÔÚСÎÒ˽¼ÒÉ罻ƽ̨ɹ³öÊÓÆµÎªÅ®¶ùÔçÔçÇì×£ 12 ËêÉúÈÕ£¬£¬ £¬£¬ £¬ £¬ÍõС幻¹ÎÂÈáдµÀ£º" Ç×°®µÄº¢×Ó£¬£¬ £¬£¬ £¬ £¬Ð»Ð»ÄãÑ¡ÎÒÃÇ×ö°Ö°ÖÂèÂ裬£¬ £¬£¬ £¬ £¬×£ÔçÔç 12 ËêÉúÈÕ¿ìÀÖ¡£¡£¡£ ¡£¡£"ºÍÀϹ«Ì·½­º£¶¼ÊÇ×ÅÃûÖ÷³ÖÈ˵ÄÍõС幣¬£¬ £¬£¬ £¬ £¬Á½Ð¡ÎÒ˽¼ÒµÄ»éÒöÒ»Ö±µÍµ÷ÓÖÐÒ¸£¡£¡£¡£ ¡£¡£¶øÅ®¶ùÔçÔçµÄµ½À´£¬£¬ £¬£¬ £¬ £¬¸üÊǸøÕâ¸ö¼ÒÌíÁËÊý²»ÇåµÄÎÂůÓëÐüÄî¡£¡£¡£ ¡£¡£ÔçÄêµÄÍõС幣¬£¬ £¬£¬ £¬ £¬ÊÇ¡¶½»Á÷¿Õ¼ä¡·ÀïÀ×À÷Ê¢ÐеÄÅ®Ö÷³Ö£¬£¬ £¬£¬ £¬ £¬ÊÂÒµÕý´¦ÓÚÉÏÉýÆÚµÄËýºÍÌ·½­º£Íê»éºóûÓÐ׿±Òªº¢×Ó£¬£¬ £¬£¬ £¬ £¬Ö±µ½ 41 ËêÄÇÄê²ÅÓ­À´Å®¶ù¡£¡£¡£ ¡£¡£ÓÉÓÚÒѾ­ÊǸßÁä²ú¸¾£¬£¬ £¬£¬ £¬ £¬ÍõСå¹ÓÐÉí 8 ¸öÔÂÔç²ú£¬£¬ £¬£¬ £¬ £¬Å®¶ù³öÉúʱÌåÖØ²Å 4 ½ï¶à£¬£¬ £¬£¬ £¬ £¬¶øÔÚÔçÔç 7 Ëêʱ¸üÊDZ»²é³ö»¼ÓÐÉú³¤¼¤ËØÈ±·¦ÐͰ«Ð¡Ö¢£¬£¬ £¬£¬ £¬ £¬Ò½ÉúÔø¶ÏÑÔÈôÊDz»¸ÉÔ¤£¬£¬ £¬£¬ £¬ £¬³ÉÄêÉí¸ß¿ÉÄܲ»µ½ 150 ÀåÃס£¡£¡£ ¡£¡£ÄÇÕâЩÄêΪÁËÅãͬٶù£¬£¬ £¬£¬ £¬ £¬ÍõС幺ÍÌ·½­º£¶¼·ÅÂýÁËÊÂÇé½Ú×࣬£¬ £¬£¬ £¬ £¬¼´±ãµ½ÏÖÔÚ£¬£¬ £¬£¬ £¬ £¬ØøÙ³Á©Ò²ÊÇÒ»·½ÊÂÇéʱ£¬£¬ £¬£¬ £¬ £¬ÁíÒ»·½ÔÚ¼ÒÅãͬٶù¡£¡£¡£ ¡£¡ £¿£¿£¿£¿£¿£¿£¿´µÃ³öÀ´£¬£¬ £¬£¬ £¬ £¬»éºóÖ»ÓýÓÐһٵÄËûÃÇ£¬£¬ £¬£¬ £¬ £¬ºÜ·ÏÎïÕâ¸öÅ®¶ù¡£¡£¡£ ¡£¡£´ÓÍõСå¹É¹³öµÄΪٶùÇìÉúÊÓÆµÖÐÒ²ÄܸÐÊܵ½ØøÙ³Á©¶ÔÅ®¶ùÔçÔçŨŨµÄ°®Òâ¡£¡£¡£ ¡£¡£ÊÓÆµÖУ¬£¬ £¬£¬ £¬ £¬ÍõС幼ͼϴÓÓÐÉíµ½Å®¶ù³öÉúºóµÄÉú³¤»­Ãæ¡£¡£¡£ ¡£¡£¶øÔÚÊÓÆµÄ©Î²£¬£¬ £¬£¬ £¬ £¬ÍõСå¹ÓзÖÏí³öÔçÔç½üÕÕ£¬£¬ £¬£¬ £¬ £¬²¢ÇÒ£¬£¬ £¬£¬ £¬ £¬ÕվɸßÇåÕýÁ³ÕÕ¡£¡£¡£ ¡£¡£ÉÏÃæËµµ½ÔçÔ综Óа«Ð¡Ö¢£¬£¬ £¬£¬ £¬ £¬¶øÔÚ¾­ÓÉÁ½ÄêÖÎÁƺ󣬣¬ £¬£¬ £¬ £¬ÔçÔçÒÑÍ»ÆÆÁ˵±³õµÄÔ¤ÑÔ£¬£¬ £¬£¬ £¬ £¬Éí¸ßÖ±×·ÂèÂè¼ç°ò£¬£¬ £¬£¬ £¬ £¬ÕûСÎÒ˽¼ÒͤͤÓñÁ¢£¬£¬ £¬£¬ £¬ £¬ÍêÈ«¿´²»³öÎôʱ˭ÈËÌåÈõÊÝСµÄÈÝòÊÓÆµÀïµÄÔçÔ磬£¬ £¬£¬ £¬ £¬ÒÂ׿òÆÓµÄ°×É« T Ðô£¬£¬ £¬£¬ £¬ £¬³¤·¢Èá˳µØÅûÔÚ¼çÍ·£¬£¬ £¬£¬ £¬ £¬Á³ÉÏ´ø×ÅdzdzµÄÀæÎУ¬£¬ £¬£¬ £¬ £¬Ð¦ÆðÀ´Ê±Ã¼ÑÛÍäÍ䣬£¬ £¬£¬ £¬ £¬ÐãÆøµÄÎå¹ÙºÍ°Ö°ÖÌ·½­º£Èç³öÒ»ÕÞ£¬£¬ £¬£¬ £¬ £¬¸ßͦµÄ±ÇÁº¡¢Á鶯µÄÑÛ¾¦£¬£¬ £¬£¬ £¬ £¬ÍêÉÆ¼ÌÐøÁËâïÊѵÄÓŵã¡£¡£¡£ ¡£¡£²»µ«Ô½³¤Ô½Æ¯ÁÁÁË£¬£¬ £¬£¬ £¬ £¬ÔçÔçÆøÖÊÒ²ºÜ²»´í£¬£¬ £¬£¬ £¬ £¬Ð¡Ð¡ÄêËê¾Í͸×ÅÒ»¹É´ÓÈÝµÄÆøÖÊ£¬£¬ £¬£¬ £¬ £¬¿´µÃ³öÀ´£¬£¬ £¬£¬ £¬ £¬ÔÚâïÊѵĺǻ¤Ï£¬£¬ £¬£¬ £¬ £¬ËýÉú³¤µÃ×ÔÐÅÓÖÊæÕ¹¡£¡£¡£ ¡£¡£»£»£»£»£»£» £»£ÉÐÓÐÒ»ÕÅÊÇÔçÔ絯¼ªËûµÄÕÕÆ¬£¬£¬ £¬£¬ £¬ £¬¾µÍ·Ç°±§×żªËûµ¯³ªµÄÔçÔ磬£¬ £¬£¬ £¬ £¬ÑÛÉñÀïÈ«ÊǶÔÌìÏÂµÄºÃÆæÓëÈȰ®¡£¡£¡£ ¡£¡£²»µÃ²»Ëµ£¬£¬ £¬£¬ £¬ £¬´Óµ±³õË­ÈËÈÃâïÊѾ¾ÐĵÄÔç²ú±¦±¦£¬£¬ £¬£¬ £¬ £¬µ½ÏÖÔÚͤͤÓñÁ¢µÄÉÙÅ®£¬£¬ £¬£¬ £¬ £¬ÔçÔçµÄÉú³¤£¬£¬ £¬£¬ £¬ £¬²Ø×ÅÍõС幺ÍÌ·½­º£ÎÞÊýµÄ°®ÓëÖ§¸¶£¬£¬ £¬£¬ £¬ £¬ØøÙ³Á©ÓÃÁË 12 ÄêµÄʱ¹â£¬£¬ £¬£¬ £¬ £¬¸øÁËÔçÔçÂúÂúµÄÇå¾²¸Ð£¬£¬ £¬£¬ £¬ £¬ÈÃËý´ÓÌåÈõµÄС²»µã£¬£¬ £¬£¬ £¬ £¬³¤³ÉÁË×ÔÐÅˬÀʵÄÉÙÅ®¡£¡£¡£ ¡£¡£¹ØÓÚÍõС幺ÍÌ·½­º£À´Ëµ£¬£¬ £¬£¬ £¬ £¬ÏÖÔÚ¿´×ÅÅ®¶ùͤͤÓñÁ¢µÄÈÝò£¬£¬ £¬£¬ £¬ £¬Ïë±ØËùÓеÄÐÁÇÚ¶¼»¯³ÉÁËÐÀο¡£¡£¡£ ¡£¡£ËäÈ»£¬£¬ £¬£¬ £¬ £¬²ÅÂú 12 ËêµÄÔçÔ磬£¬ £¬£¬ £¬ £¬Î´À´ÉÐÓкܳ¤µÄ·Ҫ×ߣ¬£¬ £¬£¬ £¬ £¬¶øÓÐÕâÑùÒ»¶ÔרÐÄÊØ»¤µÄâïÊÑ£¬£¬ £¬£¬ £¬ £¬ËýµÄÈËÉú×¢¶¨»á³äÂúÑô¹â¡£¡£¡£ ¡£¡£Ò²Ï£ÍûÕâ¸öÏñ°Ö°ÖÒ»ÑùÐãÆø¡¢ÏñÂèÂèÒ»ÑùÎÂÈáµÄСŮÈË£¬£¬ £¬£¬ £¬ £¬ÄÜÓÀÔ¶¼á³ÖÑÛÀïµÄ¹â£¬£¬ £¬£¬ £¬ £¬¼ÌÐø¿µ½¡¿ìÀÖÉú³¤¡£¡£¡£ ¡£¡£

ÈÈÃÅÅÅÐÐ

ÍøÕ¾µØÍ¼