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人工智能三要素：算力、算法和数据

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5Y+R5bGV6K+V6aqM5Yy65bu66K6+77yM5oqi5oqT5Lq65bel5pm66IO95Y+R5bGV5py66YGH77yM6LWL6IO95YWo5biC57uP5rWO56S+5Lya5Y+R5bGV77yM5omT6YCg5Zu95YaF5LiA5rWB55qE5Lq65bel5pm66IO95Yib5paw6ZuG6IGa5Yy65ZKM5Lqn5Lia6auY5ZywIHwK6LWE5paZ5p2l5rqQ77ya5ZCE5Zyw5pS/5bqc5a6Y572R77yM6KW/6YOo6K+B5Yi456CU5Y+R5Lit5b+D

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

fCDliIbnsbsgfCDorq7popggfCDor6bmg4UgfCDku6Pooajms5XmoYggfAp8LS0tLS0tfC0tLS0tLXwtLS0tLS18LS0tLS0tLS0tLXwKfCDmjojmnYMgIHwg5Li65pS/5bqc5Lq65bel5pm66IO955uR566h5py65p6E6K6+5a6a55uu5qCHIHwg5pS/5bqc55uR566h5py65p6E55qE6IGM6LSj5bqU5YyF5ousOiAKLSDnoa7lrprkurrlt6Xmmbrog73nm5HnrqHlupTpgbXlvqrnmoTku7flgLzop4LkuI7pgZPlvrfop4TojIMKLSDnoa7kv53mlbDmja7lronlhagKLSDlkJHlhazkvJfmj4/ov7BBSeeahOW3peS9nOacuuWItiB8IEFJ5py65p6E5b2x5ZON5rOV5qGIKEFJIGZvciBBZ2VuY3kgSW1wYWN0IEFjdCkgfAp8IOeglOWIpCAgfCDlpoLkvZXpmLLojIPmlbDlrZflhoXlrrnkvKrpgKAgfCDlpoLkvZXlr7nkurrlt6Xmmbrog73nlJ/miJDnmoTmlbDlrZflhoXlrrkoQUlHQynov5vooYznlITliKvjgIHlj5bor4EgCuWmguS9lemYsuiMg0FJR0PooqvnlKjkuo7oiIborrrmk43nurXlkozor4jpqpcgfCDpmLLojIPnp4Hlr4blm77niYfmt7HluqbkvKrpgKDms5XmoYgoUHJldmVudGluZyBEZWVwZmFrZXMgb2YgSW50aW1hdGUgSW1hZ2VzIEFjdCkK5pS/5rK75YGP6KeB55S15a2Q6YKu5Lu25rOV5qGIKFBvbGl0aWNhbCBCSUFTIEVtYWlscyBBY3Qgb2YgMjAyMikgfAp8ICAgICAgfCDlpoLkvZXlpITnkIZBSUdD55qE54mI5p2D5LqJ6K6uIHwg5aaC5L2V5aSE55CG55Sf5oiQ5Z6L5Lq65bel5pm66IO95omA5L2/55So5pWw5o2u55qE54mI5p2DCkFJR0PmmK/lkKblupTkuqvmnInniYjmnYMgfCDmlbDlrZfmnI3liqHnm5HnnaPkuI7lronlhajms5XmoYgoRGlnaXRhbCBTZXJ2aWNlcyBPdmVyc2lnaHRhbmQgU2FmZXR5IEFjdCBvZiAyMDIyKSB8CnwgICAgICB8IOeul+azlemAj+aYjuW6piB8IOS6kuiBlOe9keW5s+WPsOW6lOaKq+mcsuaUtumbhuWSjOS9v+eUqOS4quS6uuS/oeaBr+eahOaDheWGte+8jOW5tuWFrOW8gOWFtuWGheWuueWuoeaguOinhOWImQrnpoHmraLkupLogZTnvZHlubPlj7DlnKjnrpfms5XkuK3ljIXlkKvmrafop4bmgKflip/og70gfCDnrpfms5Xpl67otKPms5XmoYgoQWxnb3JpdGhtaWMgQWNjb3VudGFiaWxpdHkgQWN0IG9mIDIwMjEpCua2iOi0ueiAheWuieWFqOaKgOacr+azleahiChDb25zdW1lciBzYWZldHkgVGVjaG5vbG9neSBBY3QpIHwKfCDnrqHliLYgIHwg5pWw5o2u55uR566hIHwg5LqS6IGU572R5bmz5Y+w5bqU5ZGK55+l55So5oi35YW25pWw5o2u5Y+v6IO96KKr55So5LqO5Lq65bel5pm66IO95qih5Z6L6K6t57uD77yM5bm25b6X5Yiw5o6I5p2DCuebuOWFs+aVsOaNruW/hemhu+e7j+i/h+WkhOeQhuS7pemYsuatouS+teeKr+S4quS6uumakOengSB8IOW5s+WPsOmXrui0o+WItuWSjOmAj+aYjuW6puazleahiChQbGF0Zm9ybSBBY2NvdW50YWJpbGl0eSBhbmQgVHJhbnNwYXJlbmN5IEFjdCkgfAp8ICAgICAgfCDpmLLojIPkurrlt6Xmmbrog73mioDmnK/mu6XnlKggfCDpmLLojIPoh6rliqjljJblhrPnrZbns7vnu58o5aaC5o6o6I2Q566X5rOVKeWvueaAp+WIq+OAgeenjeaXj+OAgeWul+aVmeOAgeWBpeW6t+OAgeW5tOm+hOOAgeWbveexjeetieeahOatp+inhgrpmLLojIPlpKfmlbDmja7lkozkurrlt6Xmmbrog73lrqHmn6XnoLTlnY/mlrDpl7voh6rnlLEK56aB5q2i6ZuH5Li75L2/55So5Lq65bel5pm66IO96Ieq5Yqo5Yaz562W57O757uf6aKE5rWL5LiO5bel5L2c5peg5YWz55qE6ZuH5ZGY6KGM5Li6IHwg5pWw5a2X5rCR5p2D5rOV5qGIKERpZ2l0YWwgQ2l2aWwgYW5kIEh1bWFuIFJpZ2h0cyBBY3Qgb2YgMjAyMikK5Zu95a626K+E5Lyw5rOV5qGI5L+u5q2j5qGIKFN0b3BwaW5nIFVubGF3ZnVsIE5lZ2F0aXZlIE1hY2hpbmUgSW1wYWN0cyB0aHJvdWdoIE5hdGlvbmFsIEV2YWx1YXRpb24gQWN0KSB8Cnwg6LWE5paZ5p2l5rqQIHwg576O5Zu95Zu95Lya572R77yM6KW/6YOo6K+B5Yi456CU5Y+R5Lit5b+DIHwgIHw=

所属报告：