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核心問題，是習近平能不能找到一套避免經濟斷崖式崩塌的辦法。 到辦法，充分發揮中國經濟的所謂「韌性」。 那麼，盡量從客觀的角度分析，中國是否存在一個讓中國經濟危機長期化的可能性呢？ 我同意這樣一個判斷，那就是這種可能性是存在的。 度，不要太快，否則對自己和世界帶來的風險會太大。 （評論純屬作者個人觀點，並不代表本台立場。）","preview":{"posterSrc":"//avatars.mds.yandex.net/get-vthumb/4077273/f55e7839f418afca4b96eefeba666a34/564x318_1","videoSrc":"https://video-preview.s3.yandex.net/L_IWSQIAAAA.mp4","videoType":"video/mp4"},"target":"_self","position":"14","reqid":"1764379350181015-13018646608148076243-balancer-l7leveler-kubr-yp-vla-106-BAL","summary":{"fullTextUrl":"/int_search_summary?data=http%3A%2F%2Fwww.youtube.com%2Fwatch%3Fv%3DoqKNPMX2oFo","linkTemplate":"/video/preview/1910937623425748674?parent-reqid=1764379350181015-13018646608148076243-balancer-l7leveler-kubr-yp-vla-106-BAL&text=%E4%B8%AD%E7%B6%93%E9%99%A2%E7%B6%93%E6%BF%9F%E5%B1%95%E6%9C%9B%E4%B8%AD%E5%BF%83&t=%%timestamp%%&ask_summarization=1"},"isAdultDoc":false,"relatedParams":{"text":"【梁京評論】中國經濟的「韌性」從何而來","related_orig_text":"中經院經濟展望中心","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"中經院經濟展望中心\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=oqKNPMX2oFo\",\"src\":\"serp\",\"rvb\":\"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-_AD-AwD7_g0E-wb9AvEK-fv5_v0AAf_-_gIF_gDtB_3-A_8AAPoQA_4GAAAAAQgB_vL-AQANAgb9_QAAAAD3_QEBAAAADAEBAf8BAAD8CP4GBP8AAA7-AQgAAAAA8gsCAQT5-AUFDfkDAAAAAPji-_wBAAAAIAAtAFPbOzgTQAlITlACKoQCEAAa8AF_ABoDrhv1_HL9_QD7BPgBuwvcACUQCQD0BwwBuuoE__f9CwDh7eoB7esU_w7-AwAXAQkAM_EnAAz59P8J_BkA7_YJACIZEQEj9_sAA_n0ANLoGQDu3A0A5-4IANz0EAAQAff7_RoAAf_v-f_Y9vQCKBf5AOz_9P7-7_8ADQfz_usM9wTk7wj9Dff2Bf8Y_v_96-0B-RT4-_MdDgM47ggA6AUWAvwIFvvt8PcD_wLiAA8QB_8KB_8H5hoCAR7w-wYUGwr8CRTz-vwEBwAB-hD3EfwYAO4AAf_tAgH1A-USAeMCAwYN_gn44vzx-AsP-PUgAC0eHks7OBNACUhhUAIqzwcQABrAB0Us-r7tZBC9VEGAvSanhj0fOPy7gTL4O3UZI7s3xk68BZNRvfX0cb5yqQW9qDOcvJfHqr4Tx-w7vhGdvNgXfz3NaQM8PpRIPRbutj0iuFs84c_wvBH8P75_YHg9EEQSvASjV717yAy7paWNvBzoBDziE3w8HxPKu1Vndb3XRLC9Py1QPPlGub1Tl5y9ZZrfvB5w_T13gKu70e8YuwEqBj3Wjwm8crVfPStXjr0xcya8gHwuvOyzlLxr1e68i-jyvClABD4T1zG8AS1CvfRhB73DDYi9Lp2FPBh5KT7dKFI9ezLeukUp4bxTE_O8KLruPAmuTbxvuVq9cD8FvbSwBz7pTos9PaRzPPN8_LzvJYM9s9IkvEemaD0KK9U8b2D2O4qVLLzln3Q8N-M0vDhoPz6H1i88-Kc3O1ZakDxVcf48KpMWvK4sMb5V240893lGu1NWqL0JM62857R6u88-kD1c-vw8Kh_CvMcPJT4Jp-W9kJ9ZutmTAL7QSS07KGqEvICqW73S0FU9GniDO7HbB75Nw8u8zilxO6fGwL2iKRi8gCctPEXl9DuoZqA8WcOFPDqc77wfs5i9MUW5Oz-d9Tm7e0C9ybDpO7QT0juJDIo6GcGrPI67xz1aejg7diUXvEJ3qb1kTqG8dYUIPHLsj7yJk0A9TbAsO-LCaz2lo9w8D4zRuwwDFj19CCq8-tRSu5TDIj3T9Bm9eTG9OuYcIT1ZXgO9HgYpO_aEq716oHo92dmpOvmn7zwzd-O8829Zu2Z_RTyu4oM87-CrOvKFfzztIEC88zriONTLObyvlvu9lId8OdcQwTxAffQ7-TkyuPUO9z2eJci8pnCxt7hW-zzZccu6y88MuroQm72VJ8C9DtEfOZqfET0bGf88VeAeO9a17DyWAhg8m8OAObte_7yh49k8XCyxN3Qm7b0UCsy9ggRKOdz1sTrM-oM8q3kxOHauo71383m86PHNuB2CtLxV7Pm8R10juL8hGb01oLk8eVdJN6OGwDyUUFU8QnhSuB6ezrv8lBk9a2zOt2GlQj3SAs-8PoCXtnYcuj3zunS9uf7LN8ov6LyPD4S8Eqb0N9qXhz1dZ6q7sOaXOOfXvbvfjHW8COFDuJctA70vave8WincN5lK3z2Ac9A8VLi-uHcJgz1UrWA86k25N5OCyD0CdAm9bAR8txkTjL0nUEQ8FfhVuFr8AT0C4Xm8iSrBt6LhXrxy22O8Uf6UN1LztT3NOPK8kWx3uOIL7ryeUu-8fkO0t63qqz3HKV897TkfuCAAOBNACUhtUAEqcxAAGmBJEQAUFWA33wosyxrq5zYJ6cbqzdIE_yve_yr48w8f-QC48hL_EAzu9qQAAAA57OLiDQCffzv-ugnwKvHUm9pALmr-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-AABAvAAAmL0AAHw-AABEvgAAwr4AAFA9AABQPQAAtj4AAFA9AAC4PQAA6D0AAHC9AAC4vQAAbD4AAFC9AA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