炒买股票经典买卖点位总结
本帖最后由 任我行 于 2025-3-17 20:52 编辑经典买卖点位总结买股票按照个人的买入目的不同买入方法也有所区别。按照预计持股时间划分，有短线买入、波段买入、中长线买入；按照技术位，有抄底买入、突破压力位买入、创新高买入等；按照K线形态，有大阳线买入、平底阳买入、早晨之星买入等按照均线形态买入，有5日均线上穿20日均线买入、10日均线上穿60日均线买入、一阳穿四线买入、周线买入法等。我们把几种比较实用的买入技巧归纳如下，供大家进一步深入研究。1.涨停板买入法。其核心是“不涨停不买”。这是一种超级短线买入法，专门追涨停板，没有涨停的股票不买，操作时在股票即将涨停的时候，直接在涨停板的价格上买入，第二天不管股票涨跌必须止盈或止损卖出，这种买入法收益快，但风险也很大，一般散户比较难以掌握。在牛市中，短线还可以专门追第三个涨停板，因为牛市里股票能有第三个涨停往往会有第五个涨停，有股谚说“有三必有五、有五必有七”。2.压力位突破买入法。其核心是“不突破不买”。此买入法是当股价成功突破前期颈线位，突破箱体、突破上升三角形K线组合、突破重要均线时买入，特别是当突破这些压力位不回调时买入，如涨停突破更应当坚决买入。
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**+EvLqWAEg9K7S3QcY553B7FsNqstHa56iel9pdPOxjHvqKqWdxDS4tAMjnYAL3HA71xCLcuLb9fUtxNanCm6V7uytZZZqnzs/5eW5YCIOQRaTyAiIgCIiAIiICBw5/bPFP3kz+UplrrbQy9/Q3QUnscFXUmys9mZK1pxMafDHNLvqnJ57YytisMUkV24kdJG9jZa9r43OaQHt9lgbkHtGWkZ7wR2Ll4RpJqDhSy0dXH0dTT0UMMjCQdL2saCMjbmCqODiyemfmdU1GWFnCW8l/l6mTBFQWehjggjpqGja4MjjYGxMa57sAADAyXO5dpPzVELR/pN4jtdkt1BDdKroJJ62nmjHRudlkNRE+Q5APJu++M9ncttt1ZBcKGmrKSTpKeoibNE/BGprgCDg78iOa7jOPE4LYpjOPG6a2seYURFYWHpThP4Ws32KH8AVVSuE/hazfYofwBVUAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAERTOILgbVYrlceiM3sdPJUdHnTr0NLsZ3xnHPdQ3ZXZDaSuxZrgblSSz9H0Wipnp9OrP+imfHn9+jOOzPbzWXTzx1MEc1PIyWGRoex7DlrmkZBBHMHmCuuvoW4v6z0l3gFF7N7LUvqNXS69XtEssuMaRjTyzvnntyVS0Vc9F9GvDEtNIY5DHa4icA+4+SFjhg97XOH79t1TTrKUFJcvI7wUFiqKnF5txXjf0J3Hltoa6fjGeto6aompeHo3wSSxNe6J39bOWkj3TkDl3BbXWfHNo+7q382lUHjH/HX+7kX/WLdnQxmoZOY2GZjXMbIWjU1pLSQDzwdLcjtwO5RCN5O3vNnrYis4U6fFmrNeNOC/ERQRRPmdHExj5na5C1oBe7AGT3nAAz3Ady58fJEWg8d56hERAEREAREQBERAMIiIDof+lFt1a/8z/yl2zwD8C8N/dtN+U1dTf0ov8ADX/mv+Uu2uAfgXhv7tpvymrBR/iqnYvI8yh/G1exeSPOiIi3npnpThP4Ws32KH8AVVSuE/hazfYofwBVUAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBEWNLPFE+JkkjGvlfoja52C86S7De84aTgdgPcgs3ocxPvLFuNHBcKCpo6tnSU1RG6KVmojU1wwRkHI2J5LRbrTa7xdLo6orBWUl6oaOBzaqVrGQyexGRmgO06XajkY37eQxZ4UN4feeIG3O4U1TDDVtjDI6Z8el3s8DvdzI4NZ7x93H1iXZ3wqeku+Fr3n6F2KoKjGDTvxdWmSfPNWfnka3YLNScN8K103D7ZLfVVd4FHJOxxkcIxcDA0ASam5DHEcu3Jyd1+1UlTaLLPZ4orhdKa23egpqeTMAdHG00b2xu3ZkkvIBwf+8RzVijoaqv4SnioBCamO9T1DRM8sY7ork6QguAcRnSRyPNYpZXScPS3K6UsdHNdLxbasUwkc90LTJSM0vy1uHfqzkY25LO42ilHLL17tbHofBnCnh4KytxLLK97xtpZ6cXVrzz/OKZHywcaPfE+F7+GonGJ+kuYSKwkHBIyOWxI+a7EHIKBe+GrRe62jqrlQU1TNTOJa6SFj9bdL26HEg5aC8uxt7wBV8cgtNOLi23793M2Jrwq04KOq16skss8/pv32CIitMQREQBERAEREAREQBERAdD/0ov8ADX/mv+Uu2uAfgXhv7tpvymrX/pQ+j/r0625uXsIoul5QdLr16f8AvDGNPz5q/ZhFZYLNw+XySzRUBDJQ3S1zYOiYSRnIJMjSBv279+OFOUa86j0djFQw9T9qqTtk15LPyPOqIi2G09KcJ/C1m+xQ/gCqqVwn8LWb7FD+AKqgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIvknu70B9LrnjumFTV8SVD56xktrsrKyj6GrliEMxFWDIA1wBOGgZIO23IlbM6/xu4ft13ghkfDWupNDHkNcGzyRsBOM7jpAcfLGe1QeMTkccj/AO3Iv+sWes1KNvejPW+GwqUqrk8s0v8AlFNeDs+0oV/DUVTxbT1pZU+yPa6oqWtq5GxuqY3QdA4xhwBIbG7+7j3RnfCr2mhlpLheZpXMLayrbPHpySGiCKPB+eYz37YVYAYX7gK1U0nc86rWnWUFN34cl7+3YkY9PDFBHphiZGwuc8tY0AFznFzjt2kkk/MrIx8kRdlSyGAOSIiAIiIAiIgCIiAIiIAiIgCIiAYCgV3x1Z/u2t/NpVfUCt+OrR921v5tKuJ6d68zThfrf9sv+rPOqIi7Mx6U4T+FrN9ih/AFVWr8IXOE8L0fTtmpRSUcRlfUMLIw3RkOD/quGBq2JwMasHZW6Osp66nZUUVRFUU78hksLw9rt8HBG3MYU2OpU5xzay9szUQckUHIREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAFDr77TU1qkr4I5qtjakUgjhAD3y9P0Okay0bP2yTjbKyb/cDabFcbj0Ym9jp5Kjo9WnXoaXYzg4zjmtSt9Fc6qmuNhrG0dHWQVMV2jnie6pjPSVks4a5pEZ2MWk4O4OduSqnNp8K1NuGw0Zw6ap9Kkr57X+bLXK605kKSgkquHrG2poaNtZY/Z7LUUt1o2VUZkm9kb0jNEmNg5pB5kEjAWw13CNC2Pg+lqrfS3I0LmUs88lK12qJlLMBrznDdekgE41EdqsW6xObHX/pieGtkq62OtcYIXQMa+NsQZga3HYwtO537sLYxyBKrhQWrXL7e0bK/wAUnlGnLS+mS+ZZ23yk5NX6u79HJECLSeMEREAREQBERAEREAREQBERAEREAREQBaBdKy6dZ57lDPSCnttbDaWwOp3Oe+OpNI579esAEFwx7uNt85239aPc7OZONIIBcKxlHXarpPTNEWl01M+kbHglhcGnAyNXZtjfNNZOyt79s9D4bKKqS4raPVXy1a3zcbpeaOjkRFceeelOEx/mtZvsUP4GrnuFtorlA2C40dNVwtdrDJ4myNDtxnBGM4J/iuDhP4Ws32KH8AVMnu70JjJxfFF2ZDv0lPbDHdpI6+eaN0dPHBT1Dmte6R4jaOjL2xk5eN3cuedgtedxFcqPhq/3R1HcpLhR6hJQ1D6ZzKR4hEuQ5haXx4e3fJee7OVjz8QV3EFFFHHZK1oqJKa628F0IM9NFNSvfn9aQH5e4gHSMY7cpNPJX8AcaXY0s1NTXSnlq6ZsxZrdEaKNocQ1xAyWHbOeWyyyqtv5Xt6/l4nqYihOhg5upbiWjum1pZLNr+q+WqavkzYn3S50lgpqurpqcVskzIZI6h/s4BfJoZ/o+m5ucwfWI3ySOSrSVM7K+KnFFUvhe3LqoGPo2Hf3SC4PzsOTSNxvzWrfSbQ3Srt1A62Xj9HMZW0zJGezMm6RzqiIRvyeWh3vYH1uRXO3jSy2u60vDt0vHTX5vQ08n9Ve3pZXtbh3ut0jUSDzwM4VnSqMrSyXPn77DxniYxk41El1vK7fftsrLsL0d1o3ms1TmH2PJn6dpi0NGff98D3Pddh4906TgnBWVTzR1EEc0EjJYZGh7HsdlrmkZBBHMfPtWQB2qbV2ujqqboHwaGCQytMD3Qva8kkua5mHNJ1OyQQTqdnIJV5o/wBN819/QpjkiwJKR7rhHVNq6iMNbpfAHAxyjfGQQcEZJy0tJ2zkAAcbG3OIVjpJaSoJyaaNsTodPPAe/U/PYMho7Tg8ksRwprJ+/Lr1068imikvq6+noIpZrZJUVbnaXwUUzHho397VJ0eRsPnk8jjK5pK+KOvjo3NqTK9uoOFPI6Pt5yAaQdjsSOzvCixLpS2z10z07NusoIsCluNFXT1ENHWU881M/RMyKVrjG7cYcByOQdj3FZYJPI7ocSi4u0lZnIiBEICIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAixjPGKhsBkYJntc9sZdhxa0jJA7QNTR+8d60mb6SrLBxFd7c6q6T2Gnc8RxwP6R8sQmdOzJAbs2NuNwDk7ns4lUjD6mXUsNVqxnOEW1FXeWi5++TN/RafwJx3beNTXfoqCth9j0dJ7Sxrc69WMaXH/AGT3di2eonjpoJJ6iRkUMbS+R73BrWtG5JJ5AdqQnGceKLyM1OaqpShncyUXGTuAsOSvjZdaegLZOmnglnaR9UNjdGDntzmRuNu9dNpalkYuTsvdjA4++BuI/u2p/KcvyjH+fV3+7aL82qWLXXe0X1lVYnzVrfbunt/SNpJWNLw14ka2VzOjLhof2n6vasqxWWa3VdZV1t0qrlWVDWRGSZkbA2Nj5HMaAxo3xIck8zuMchT9U01mv19T0f3OGlTq/LJ3smmr3cc1lb+V7l/H7F+oOQRXnmhERAEREAREQBERAEREAREQBERAEREAREQBY7oIjUsnMbHTNY5jZC0FzWuIJaDzwdI27cDuWQiBNrQ8rIiID0pwn8LWb7FD+AKoV19DxJX2vh6JtFbaapit1kp6+d0tW6JxaWSe60CNwJ/UnmRzCqUFC1nHlyIqbgWR0tPUMifWzOja+R9Q156Mu04wxuBjAwMAKvpFfhR3WpVKKhKSyl1rlfya1sYHB3+Bf925P+jW7VEEVTTyQVETJYZGlj43tBa5pGCCDzHyUezcNWyz1EMtAypDoYTTRCasmmbHGdJ0ta9xDR7jOQ7Ar4UUouMbP3kacdXp16nFTvbPVW1k3zfMmXu3/pKkjgEnRaKmnqNWnVnopmSYxtz0Yz2ZzvyXRfF1ouc30/UtTFbq2SndW0cwlbA4tLIxCHu1AYw0kAnOBnB5r0PgKZPbzJf6S49LjoKaan6PTz6R0TtWfl0WMY7flvxiKCqpdqPJxWGVZLqafh+pjU/EtmqLy+1QXSjkuDPrU7ZQX5y7I/8AyGh2W8wOYGQri808F/6xlRnsuNf+GZelgow1Z1ottaOxGExDrxlJq1m0MfJMIi0msYTCIgOCohjqYJYZ42SQyNLHse0Oa5pGCCDzB7lgS2aidQx0MET6SlidqZHRSvpdJJPLoy3bckjllVkwFNzuNScPpbRPlgqTcIqiKseIA0skpnMaWO5+8DgODs45ktwCNOTqHzH+kme2dJ7HPjLqbTqi78Mf9bl7vvjnk+6Mb0sDtCYHcoHG7WaXgSZLm6G3xVdTQV0Wp2l8QjE0kXMAlsZcSCQPq6iNQJAAJHPLcqKKviopKynZXSt1x07pWiRw33Dc5I908u49xWfj9iYCEtwf8vPR+Gt9O3P7v4yV9jkpjbVQQ+2mmpIaZ9Znp5KdvRSSE53L24Ord2+c7k5XHJbHNt8VJRXGvpBG7UJWyCaQg52Lpg8kb/t2HZspCjBuyl4r0b8iuiwJWVxuET46inbRBvvwmAmRx33D9YAHLbSeR79uNk9wb7Y6po4dEeTA2nqNb5gM8w5rWsccD+8RvuRjKgjgurpr322+xTRSJLtHTW+KruMFTQte7S5kjA8xDJ955jLmtbgZLidIHMhZntlP7b7F7RF7Z0fTdBrGvRnGrTz052zyypsHTmtva1zMtF8ZJ5L7Cg4CIiAIiIAiIgCIiAIiIAiIgCIiAIiIAigcW3h1ls000LJJa6Vr46OBkD5TLOI3Oa3SwZx7hydhgHcLBufHvDlroqSruFe+nhqnSti100ocXRu0PBbpy0h22CAq3VhHV2O505U6SrzVoXtfb36PkQ7tbaGW43u4S0VM+vi4htrI6l0TTKxp9i2DsZA952w7z3rbv0UX3251NU2Gaiq6KClMTxq1aHTFwcCMFpEoGN875WqGrguFDeKykf0lPUX61SxP0kamuFAQcHcbHkV2NgKumouTfvVnpYyrJ0IK900l3cNN+Z1pTcOyz8B3ik4UFNabpUV9SxlTCDTnTHWyANLmDVgMBaO4HHJQ6G18Sn6FrhPXcQPdNUQSXAySE1LpKV1OD0BL8aCe8Zx2c13IRlSp7NSScNyWOMPioXUhogGOy5kZZoGCc747Tn96iWHW3Kx5OCjHDYqlX/pt2a8tOZ1fx1QfSPBcbFHZ6x906Bpf7W2np4h7QemBJafqgRO05Puk4/vFbTdbfxJJx7S1NNUYoxvC8SNEcVPqp+mie3oCS95aS09INgeWCDvwwv3ClYdK/wAz235F2FrPD1qleyk53yaVlfklZLytloahQcNRU/FtRW6Kr2RjW1FM11XI6JlTI6fp3NjLi0Etkb2Y9443ytuAGAmB3BfqujBQyRNavUryUqju0kvD3ftYREXRSEREAREQBERAEREAREQBERAEREAREQBERAEREB5WREQHa83wtxD/ALn0n5dWuxWUcDLjNWNZiomiZC9+o7tYXloxyGDI7+PyC02n4XN4sVukZdayiirLVBR1kULI3CaERvwAXtJa7Mp94HlkYGxG/DkqYRfE7+836m7F1KdSnTUXdrty+WK/B6XyAGy/URXGEIiIDRrZwRa6Lj+uvsNv0SOjbNFP0zj/AFh7phOdOrta6Psxvt2q9ZqyepuV/imkLmUta2GIYA0tNPC/G3P3nuOTnn3Ku4ZJxldIw2Kn+jWh4uv9ikmqK23yRUETK0h8bmSCmeS4NDTqy8jYgbDZZZ2o2cVlm373/Ix1LYezivlu2/C/f+R3kOW/NFon0ScWV3GHDdTcLnFTRTR1boGinaWt0hjHZwXE5y49vct7HJX06iqRUo6M0UqkasFOOjCIi7LAiIgCIiAIiIBgdyYREAwmPkiIBhS7xVU1HDT1NVD0uipiijIaC5kkrxCHDPL/AEmCe4nnyU2o4hlFilr4KNkk4rzQMhfMWtc72v2cOLg04Gfe5HHL5qFxDUV93tssdTK+11FBeKOmkjo5WTskLpaZ7X6pIgct6QYGBuN9Q2VM6ySy1sehhsDUnUSnkuKzz60npnulkrZl65RRW+4UUNKx7WXerfBUATSNDR0E0hdGA4CNxc3Jc3GSSTvus6WmuMdviho7i19U1xLqitpxKXt320xmMA7jfuHLJytS43tN9nvPDP6O4jfSNE/Qt10UczhM2nnJmJ2BLmgt0gBozkYOy03ifjLiCj+m6ntFNcZGWwVdLTmnDGFpZKIi8HIzknkScjJwRkrieJ6NtyT1S25FHxCvHCUqNRyUnLqbd7tK/EkrWyyvpmtDueSSuFfEyOCndRFv6yV07hI12+wZoII+rvqHM92/HHXyH211RQ1dPFT5IkcGydMBndjY3OceQ2IBORtnYcr62mjjqZH1ELY6XPTuLwBDhoedR/u+6Qd+wgrULnx7QutTJ7HWWqSWWrko+kraxscNO4NmLZJC3UdLjCS0bagRgjsulVhHU7w+Gq4jKFO+ivn266Zr9LmzyXq3wW+OtrattFTSOLGurQaYl2+2JNJB2JxjkMqmT8113eOJb9ceGbbW8PWX24y1umV1HXjSwQ1Qbhri0F7JA1wLsANaSTssi/cYcNWK52mbienior9LTteT0HTyUrHNfkdI1u7dQc33eZdywSVz08N8lz7TJXnToVJ0qt4uN075q+yvku1pvqRv45IpkVvbEKx1PPWRy1WSXuqHy9Gd92NkLmtxnOAMbDbAC45IrpFbo209VTz1cbvefURFomYM4aS0+64jGXgEA5IZjDRcd8MW8peOXr5ldFPkqKllwihFG+Smkb/2hkjcRkZyHtJBxywW6sknIbjJ+I7nCTWdO2alFJkzPqGFkYbuQ4P+o4aRq2JwCNWDsliOjk1dZ9mfv9OZTRYVHWU9dTsqKKoiqKd+QyWF4e12+DgjbmMLNHJQctNNprNBEUDjG9x8P8O3C4Pnpopo4ZDTtqH6WyShhc1g3BJOOQ3PYolJRV2d0qUq01Tgrt5F9FArOKrFRUVNV1N5oGU1S7RDL07S2Q6g06SDuASMnk3twAV+darF+kqeg/TFA6rqGh8UYnadYOnTjfGXB7S0c3A5GQDjnpI8yKlOdKKlUTSbtnlny7TYEWM2eN1S+nErDOxjXujDhqa1xIaSO46XYP8A3SuYnHeu7ldyHxH/AGzwt95P/k6ldS/SHwle+KbRbP0FQ+1CmuN26X9cxmnVVux9YjP1Xcsrs7jOrZb32O5VTZ/Y6OtfNUSRwvk6Jnss7dTg0EhuXDJ7MrI4LD/0M9z4p4ulrayZrZ4nRv0vqZXNJa4AjLSDggHdZKlONaTpvf8AI3Yygq/w9Rlezsr9jm/xXiaZZLbeKC20tlns1Z0stRbao1LXxGGNtOyjbKHO15DgYn4GDqxtkAkdrBfgC/VfTpqGjKatd1IQp2twrxySv4JDATHyRFYUBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAeVkREB6T4TA6rWbYf9ih/AFWUrhP4Ws32KH8AVVAEREAREQDHyXUn0n/AAL9In3jTflUa7bWrW2jprhXcWU1dTw1NO+5R64pmNex2KSmIyDkHBAP7lRXjxx4ed/JmfEw6SPAt7r7M6y+hW419DwE6G0QU01fXXiWmh9qlcyJjhSiTU7AJI/V4wMZzzHNbhxPxNfn8P0NTbLL0krriKeo6G4BgidFWNiDA5zQXNlLS3OBgO3GFsFJwfZqSzUNsgp3xQUjhKySCR1PK6URmMyOfFpJeWkgntyqtrt9Pa6JtLRte2BrnvAkkdIS5zi5xLnEuJJcTuVVTozjDgctj0vh9XD4ShSUqfFOLzvez13Uuy2Wq3Ts9fbfrt1mtFHNZ62GOoopJJ2NkgexsmqDLtWsEtjMj2nABOcgO5jIouOeHq3iN1iprhrurZJITB0Mgw6PJcNRbp20nt3x+xWJKCOS7U9wc54mghlp2DPulr3RuJ5ZzmJvb381564LOf6RdR95V/4Zkq1J0ZRWvE7eRh+I4xRdFUoJXyevN9fKx6WCwrhVw0FHU1lVIY6anjdLK/STpa0Ek4G52WaOS1XjtlTWW+ms9JNDB+mJZaC**Iy6I3U8ziQA5vve4BzxvyWqcnGN0asPTVWooydlu+SWb+xz3/ii2WS426krq2ihkqpS1/T1DYzEzo5HCQg9hdGGdm7v3JWcUW2l4npbLLW0baiaN7iH1DWvZJmMMj0c9TxISO/TsD2apWUlVfPZHVdymppLtUVNkr20cUbY5YYPbMFoka9zXHTv73In5EbPWcMUNTxdR3mSgoHuihkD5HwtMplLoejeDjctEbwDnIyAO1UKdSV3Hq8C34jh1QhTjS+r+bXZ25K2d1vkr6uxsmd+1ffYvO/CVmucX0/VVVNbqxlM2tq5nSuhcGtjeJgxxOMBriCAeRxsu9bJcDcqOScxdFoqain06s56KZ8eeXboz+/C6oVulTurZnl4fEdMndWs2vApogRXmk+HHvK1+3cWWi4YMFRNHGaZ1Y2SpppYI3Qt06pA+RoaWjW3cHkc8lsZ78Lq2loZbpw3w3b4Cxs9XwlUwMLzhoc9lI0E4HLfdU1Zyj9PvQ34LDUqyfStrPXllJu+Tvp1GXbauG78KVUdklhuVTT3p1U+Cmnjc/QLk6UHdwAyxpLckZ7Fd4InkuENyuzqWamp7pUMq6ZspZqdEaaFocQ1zgMlp2zn5BcfCcldcbpcrxXU1NStka2gZFDO6Y6qeaoa9xJY3Yl23PYdnJbFb6Snt9DTUdJH0dPTxtiiZknS1owBk78h+1c0ot2lf3t9i7G14wdSio5t31va9nJXWTs0ksuZljlnZdc3j6OqO4fSVScRPfWbYqpC2Rmhs0RhETQCM6S1r88+XMdvY6YHarZ041ElLY8apSjVSUlo7nWP0eUFJT13D5o7PNQ1ENlkir5XW59NqmzT4DnuY3W7LZORPIlblJYqZ9huFpMkwp632npHAjWOne9z8HGNi842PIc1cwF+YHcFzCkoqx6WKx1SvU6RNrfW+d29eq7t1H7svNP9JTbjqhOP/h0f5sq9LL8wO5cYmh08OC9jyMXhv2mn0d7Hz24+SxKerhqZqqKB+qSmkEUo0kaXljX435+69pz8+9ajbbnXv4uNdJRUzaC4zutEbm1LnSsNK6rdrc3owMO0uGNW23PO2VR8NXGFvETXX6tc+5ahDKWxgxkwRxiU6GMIeCw4AcBpA/vZK7VVyzirnq1sGqCl0kldJNLm72ayvpms2tL6Gy3CrhoKGprap+imp43TSOwTpa0ZJwOewPJZIIIyMLzv9KHDd44d4DP6b4hqby6e5xCPpnPd0TWsnwRqcd3BzSR2EYyea7F+h2sgofoqsctS/RG6V8QOCcufVOY0bd7nAf8VTTxDlUdOStlc8ali3Oq6co2yvqbzcLbRXOBsFxo6arha7WGTxNkaHbjOCMZwTv81+S0UUlwjrS+o6aNuhrW1EgjxvzjDtBO53IJ5dwxnDkFqdFxLFU8X1NEJKr2R7W01M51HI2J1TG+fp2iQt0khsbe3HunHatMpqNr7nq0qdapCTp3tFXeuj19X1J8jWG8a3S0Wue8X1uqguFF+kaFsT2zupmaoWhjmaItXvVAJJfybjOcuKx8WVHFln4YuVJTxvuEV1fDJHLmniLxRzOOCOkdgB2xxuRyGdqHA4rZK20U1RbaqldYrY621T5XxFpnc2leA3Q9xI0tJzgDcduw2qLh62foOgtNXSQ11HRxsjiZVxtl+o3QHHIxqxncAcys8Oklm3l2b5G3GTVHGJpJQs7pJPW6TvfeNna+eurua1QxVVdaBQU1FM5n6amqX1ZcwRMEVyfIWkateohmBhpGXDJG5F18lHPfDcXVXQfoymngnjnjMWGvdG7pMux7n6lwDgC074PulV6CjprfSspqGmgpqZmdEUMYYxuTk4A2G5z+9ZeP2K6NNJJPq+xkxNeFeTvHK7a72tddkuo6f4ZsfEQ+lqruj74yptLm+19Gyrke2SmmM4gaARpIaQTjkM5GVsHDEnGFyuF6pb7XW2mp6eQRNmtrT0sUnRwyYZ0rS0sLXHOoF2onGAAttrLVSVVN0EkGhgkMrTA90L2vJJLmuYQ5pOp2SDk6nZzkp7AW3M1UFTLC151S08bIwyZ2nSHvJZrLgA0fW/ujs58Rw6jo3q2cYJ0sLTqQjm5Xacle2d1bXVZPK3cSPo4hkg4HsfS1U1R0lFA9vShg6NpibhjdLR7o+eT3kraQNgpsbblEax0ktJUk5NNG2J0Gnnhr36n5/ujUGjkTg8lxyVdfT0EUs1sknqy7D6eimY8NG++qXo8jYdmcnkcZV0I8KSOq7derKorfM+aWue9vG1iuinyV8UdfHRubUmV7dQcKeR0fbzkA0g7HYkdneF+0txoq6eoho6ynnmpn6JmRStcY3bjDgORyDse4qbFPRzSvZ2M9Fxgk8juuQIcBERAEREAREQBERAEREAREQBERAEREAREQBERAERfGfeIyUB9ovjPzTPPOUB9op9yuVHa4WzXKsp6SFztAfPK2NpO5AyTzwCcftSW40UVwioZKunZXSN1R0zpQJHDc5Dc5I90747D3KbHSpzauk7emp5mREUHJ6U4T+FrN9ih/AFVUrhP4Ws32KH8AVVAEREAREQBcEMEMUkz4omMfK/XI5rQC92kNye84AGe4Bc6IBgJgIiAYXnvhOw3en+nie4T2mvjoTX1rxUupniItc2UNOojGDkYPbn5r0IonGFVNQcKXmro39HUU9FNNE/Adpc1hIODsdws9ekp8Mm/pdzLiaEanDNv6XcowTxztL4ZWSNDnMLmO1DLXFrht2ggg/MFaaLhPPw/wNdq1lTVO1R1FU+npnSuBfRzAu0RtJxqeBsMbrrf6OL3X8R8NXqkvcrKulbdLc7onxM0npq3VLkADIcTuDkdgwNl23wfR01BWcS01DTQ01Oy5N0xQsDGtzSU5OANhuSf3quFXplFx0fv8D1vh1SnUwbxO7vllovleeevHy2zPzhSjjqLVBUVNNOySK41tXTiZj4nt6SacBxacEZZIdiP72ccls2dl94HcP4Lr76UX1M9ZwzaYKGO4U9fWyNnpJpAyCdrIJHhkpLXe5qAcRhxOnkVpjHhSSKK9V1qkpve77NXY3WejgmM5czRJNEIpJIyWSFu+BrbhwxqdjByNRIwtL4lA+jvge73KyunnnZKJNNfUSzszJPvsXDH+kduCCcAuLjkrM+jxtJSRXS101ogs1RRVQFRRUk5lpmuexrg6EkNAaWkEtDGe9qON9TuqeMbLSzWS4094sld1vmvbOkuopHDpad9U1rNFSRoLOhcxgiByCPq5GVFSF8o62y77epkq07xbj9Wdn4m+8AfSDXXvhtlfcbf09ZNcn0MMFvDW50w9Lk9LIANg7+92AYU3jP6X32G4UUMFlfI2Rr3zNqJwyRpZLLE5nu6gCHx51AuBG2N8iNP9Hk3CHGXD8vDFzq6usjZcKunpq8tfCXiJrAwNaWYLg4AvJJ2HZsuzILHWUYsMbpGVTqe51NbUysj6JoErKk7NLicapmjmT/xWVRr8Ki3Z89fe5dOlbARSlardXebe98tLaW317qM/EdmprzHaqi6Ucdxk2FO6YB+Tpw3HY4624adznYHBxq/BL5JZ+FovZK+F9BY301QaijlhayQmmw0Oe0Bx9x/LPIq7V8MMqbjPUm5XCOGoq4a2WlZ0PROki6PSclheB+pZkBwWzDkr1GUneW3v8D0emo0aXDSu3JZ9Ts1yX9T8E752U62UEVup3wQOkcx80s/vkZ1SSOkd+7Ljj5d6pDkmPkEVyVskefKTlJylqwiIpICL5J3OScL8ygPtF8E/MrAiu9ulNZ0dwpH+x59p0zNPQYznXv7v1Xc8ciljqMJSzSMKn4atlPcmVsUdUJmTyVLGuq5nRNkk163CMuLAT0j+Q/vFXgApUt8tMVBHXyXShZRSu0MqHVDRG92+wcTgn3Tt8iueSvp47hHROc81MjdelkbnBjd8F5AwwHDsaiMkEDOFEYKOisW1OnqO9S7tzvtr4bn1caOG4UNTR1bOkpqiJ0MrMkamuGCNt+S6T/pQf4Zx/wDVf8ldzRXOCQ1YEdX/AFXPSaqSZurGfqZb+s5H6uc7d4WtcZWfh7ii20FXfKK4zRRSkQ9HTVIlbkguBja3UA7o8ZLeR2IJBVGKoyq03COr/UxYzBVq9KVOEc3bZ9vkZ3BdZDTcG8JQzyaZKqip4YRgnU8U+vG3L3WOP7lMtu44e/3kuX/XLS/pR+jW7X7iW0x8P00ENqpbdHSNmmmw2PQZCGkbvOxaM4PPftI2+20V/bcWsqLRHFQ2y51lfFMKtrpatsvtOlrIwMNP64fWc3/1xXHjcuGUclbvzXoej8Lc1TqQqWVkrfMs/lmsu9rLXPS2ZvcUEUUkz4omMfK7XI5rQC92kDJ7zgAZ7gAudSZLhUsoIqltornzPdpdStfD0jBvuSZA3G3Y4ncfPHPLJXCvjZHBTuoi335TO4SNdvsGaCCPq7lw5nu32WKHTlu14rbv8OexnopsctyJrOkpaRunPs2mqcek541/qxo7OWvme7fik/S09vj6N9FRV2rL2lr6qPTvsDmM5+qc9m4+amw6N3zaXffyuyvgL5dgAnuGVhSsrjXxOjqKdtEG+/C6AmRzt9w/WAB9X+6eR79uJsVyxW9LV0btQPs2mmc3oueNf6w6/wC7y0cj37QQox/qX39DlbVu05dGN49Y97s/guWGZzpSx8YadIdkHKgx0FdUUlPDJX+y1XRlzp6GFjdYzsC2QP25Z3ySOYBwsw0s815iqBXziGOLD6eJrGxvJzgk4Ls79jgNh888pl86MFf5lvz20232+9inJO2N2nS5xxk4xsP3lY08jJ4JGVVOJKWVpYQ8sLXtPMEE4IPd2hYtTSTxioablVSOqSdDXsiPQDfOjEe+Mj6+rkPnnAfbenpn0dRUXGRrXB5kFTLHI8nOSXMA23PujDRsANhiW89SadKGrfhf8iibZSG1x0tHHLboYXF8Io3dDoduc4b7rhkk6XAtJ5gr6IrH1tPUx1QZTubpdSvwWu5nUDpDg7OntLcA+7k6gZRQSvhrekqOmij0Na2eRsR2IyY86CdzuWk8u4LFpbVTsMjyyWeCqYWzxVEz5mbg50seSGtIOCAAMbYwEuSpRafE231q+b11f358tTIjqLmySojmhoZHBx9nLJ3tL8gkB40nTjYEguzucD6q5JLoIKCOqraOvpy92noWwGeRvPmIdYxtzzjcZ32U8WO2+zwW6otVG6jZMZY4XU7TE04PJpGAdzy7yrD7bQy3COuko6Z9dE3RHUOiBkY3fYOxkDc/xPepTRFToU9PDLs3az3yy2OKru9voan2esuFJBUGMzCKWZrHFjQSXYJ5ANJzy2PcviS+2qK3xV8l0oWUMrtMdQ6oYI3nfYOJwT7p2HcV+GgpKCSepoaaClknkDqmSKJrXS7n3nHGSck7nvKxKC3UWqvFLGymlqXO9olpmNiklzn3i5oBz7x97OQSSjavYRhQceLPb8+zqzf3ypSXGiiuEVDJWU7K6RuqOndKBI4bnIbnJHuncdx7l8MulNL7Z0RmkFJnpHRwPcCRnLWkDD3AtIIbkg7EZ2UsU8kVJBRU91r6bS92ZA9s0h3OxdK15I3/AGjAwQFk136Rhr43MrYW0fRkvidBqkc8Z5P1AAbjbSeR7xiLoOhT0v7X/q9ds8t2ZEl4po6COsMdeYpHaWtFDMZAd+cYZraNuZAHLvGeeSvijuEdG5tT0sg1Bwp5HR9vOQDS07HYnu7wsOhqq98dZNUUzHxMB9nZBPrfLjPMOYwNccD+8RvzA3PJJeKeG3xVlYyppYy7Q8SQuJhIzkvIBDWjBy8nRjcOwQT0cyopPhUW31NPXTRePPqOWKtqHms1Wysj6DPR6nRf1jGfqYecch9fTzHzxxyXGqbb4qhtor3yvdpdStfD0jBvuSZAzG3Y4ncfPH7PV/1menbO2OWONsgYCC5wcTgkcwCWkfuK5ZZJY46UucQ9z2teCBvlc3Isk03Fffl2iWqmbcIqdtDUvhe3Lqppj6NnP3SNQfnYcmnmPnj5jluRNZ0tLSN059m01Lj0nPGv9WNHZy18z3b8kcrhLVa3FzI8EYxtsv2DpnsjkMn1sEtxgAYU3OHZLNLbn28zGkmu4oInx0VC6uLv1kLqx4jaN9w/oiT2bFo5nfbfnlbXG4RviqKdtEB78LoCZHO33D9YAHLbSeR79vrU81pi1nQY9Q5bHK+IJnOoWSPkAc47uxvz7AnES9LpJffXtvp49Z8xx3MGs6WqpHa8+zaaZzei541/rDr/ALvLTyPft8SRXc0ETI62gFaHe/K6jeY3DfYM6UEHlvqPI7b7c1NM91U6Ml5bo1DWMHmuJ88zYZ5TJ/o5C0DG2Mj1UcR0nO+22y7ORyy00rrhHUNrqlkTG4NK1sfRv57kluvO45OA2G3PPxHR1DDWB1zrJOnz0epsQ9n5/UwwZ5j62rkPnmiuGql6GB8gGSBspuVqcn8qt4L0J77dNLQRUsl0r3aXZkmaY2SStOfcJawBowcZYGuGBgg5K530UUlwirXPqRNG3S1ramRsZG/OMHQTvzIJ5dwxzRsma5pdJqHaCMfwXw1z5nS6HlgYdIGO0d+f2pcnjm9H4Za+/A4orZBH7ZplrP63npNVXK7TnOdGXfq+Z+ppxt3DHHJZbfNb4qKspWVtNG7W1lcTUkHffMhJJ3PM7A45L9mqZTHA9jtJexxIAzuAuagmkkdIJHasBhG3eFHGdt1kuLifi9sj9kt1FLcI6+WjpnV0bdEdQ6IGRjd9g7GQPePb2nvXxHaLdF7YYrdRs9sz7VphaOnznOvb3vrO555nvVEIurlXSztbifvMxKKjpqClZT0NPDT08edEUMYY1uTk4A2G+/71l4RFBy25O7d2eVkREIPSnCfwtZvsUP4AtZor9dT9IVVbqqotf6Ld+phgj6bpWPa3WPfMYjc9zSCY9WQACORLvqy3K3nhO003WiOiqI4Iy57ZqfpB7v8AoyHtIAGQOWfdGSd8yTHF19F4h4jtVNQmXVKyC5aRUMEZaOkhILS/OPf1/VaPdB3VVRNuNnuejglQ4anStZxdu3K22+1s+xHZ45BFrEdfw7H7YG32E+1Z6TVdXO05z9TL/wBXzP1NPZ3DHHJV8OSW+KjdfWdFG4ua5t4e2TO/OQSayNzsSRy7grcjElTvq/D8+ZtBPzKZ55yoElx4WluEdfJWWR9dE3RHUuliMjG77B+cjm7t7SuOOs4SiNZ0dRYme2Z9q0yRDp85zr/2vrO555nvQi0Lavw/M2PKw5LjRRXCOhkrKdtdI3VHTulAkcN9w3OSPdP8D3KLJNwdJb4qCSXh99DE7XHTudCY2HfcN5A7u3+ZVPrHY/GLb5pnqpyJ/wBNaXevV2c+9fc5I7vbpTWdFcKR/sefadMzT0GM517+79U88ciuOS90DbfFWsq2VFNK4sidSgz9K4ZyGBgJcRpJIAOA0nkCnWOx+MW3zTPVfvWKx+MW3zTPVMhenfR+P5e/uc0lfFHcI6NzanpXt1Bwp5HR9vOQDS3kdie7vCmXuSC9WK+25prIc00tPJI6il21Nc3LAWjpe04YTnbvCzOsdj8Ytnmo/VOsVj8Ytnmo/VctJqxy1Tas0/Hx25evUdZcLcBT8OcO1zrXV1dxlrqikmjDreIHRGnlMmXxzSsJaSMcwd8jIWy2Gsv9sjus1y4duNZXVNWJX+xGljidiOOLMeupyW4jyC7S453a3kto6x2Pxi2eaj9U6x2Pxi2eaj9VXCjCnZRWnaWUaqoUP2alFKGfW87b9y6uonu4gubRBjhC+u6T62JqL9Xy+tmo/wDTPJcd0pqm/wBgjFXZRDU9O5wgqK8wSQhrnNbI2aAOLXFuk+6cgPIJ2OavWOx+M23zTPVOsVj8Ytvmo/VW5PY5U4p34V9/X32E2gsMdqnipbbSaaAy+0zVMlxnNRJNgjLyQXSjAYPffyAGMNAWFScJU0d2rK4UEVNM2Z09J/XqienErtX600rtMTH5IJLdyXO97JJN7rFY/GLZ5qP1TrFY+X6Ytvmo/VOsjjVrcK+/jrb8DEq7VWVJoKw1FB+mKTpGNqXUshj0P+sBGJRudLNy4/VPLKoysrjcInxz07aEN9+IwEyOdvuH6wAOW2k8j37cPWOx+MW3zTPVOsdj8YtvmmeqEupJ8t9lv3eHLY+o4K9xrW1NZF0cmRTmng0PhBzuS5z2vIyN9IG3I5wvmS31LrfFTtvFeyZjtTqprIekeN9iDGWY3HJoOw355dY7H4zbfNR+q/esdj8Ztvmo/VTcdLK98vBenvU5pKaZ1wjqG11SyFjdJpmtj6N/PcktL87jk4DYfPPHFQOBrOnq6yf2nLfel0dEzfDWaA3TjUfe+vyy44GPnrHY/Gbb5qP1TrHY/Gbb5qP1UEdJJKyPyS0U77fFRulrxFG7U0trpxITvzkD9bhudiSOXcFzSUMUlwjrHPqBNG3S1ramRsZG/OMHQT73Mgnl3DHF1jsfjNt81H6r86xWPxi2+aZ6qbsOrUf8z3356+O5yxWi2xe2GO30jPbM+06YWjp85zr2976zueeZ718SWK0yW+KgktdC+hidrjp3U7DGw77huMA+8d/mV+dZLJ4zbfNM9U6yWTxm2+aZ6pdk9NUvfifj3GRJbqGW4x18lHTOrom6Y6h0QMjG77B2Mge87+J71m4UrrJZPGbb5pnqnWSyeM23zTPVQcOTla70KuEwO5Suslk8ZtvmmeqdZLJ4zbfNM9UIKuAvzH7FL6yWTxm2+aZ6p1ksnjNt80z1QFXATZSuslk8ZtvmmeqdZLJ4zbfNM9UBVwmFK6yWTxm2+aZ6p1ksnjNt80z1QFXC/MDuH8FL6yWTxm2+aZ6p1ksnjNt80z1QFXC+Ht1MI7wpvWSyeM23zTPVfnWOx+M23zTPVAZPQSNqGuY8aQzQARy+f/BIaZ0Lv1cg0uOXAt5/w5LH6x2Pxm2+aj9U6x2Pxm2+aj9VFjrjehmywRyua5+QWZwQSOa4mUgE0ri9xD8Y992dh2rH6x2Pxm2+aZ6p1jsfjNt80z1U2Ck0rXM+OFjIejYMDH7V9RRiOJjBuGjCndY7H4zbfNR+qdY7J4zbfNM9UsRdmdJFrmY8vIDd9OFzhSusdj8Ztvmo/VOslk8ZtvmmeqC5RljbLG5jhkEYK+IoGRPc5gwXAZ/csDrHY/Gbb5pnqv3rHY/Gbb5qP1QXdrGW6kic8uI3Lg/9uP8A+FySwslLC8ZLTkLA6x2Pxm2+aj9U6x2Pxm2+aj9UsOJ8zNbTsZAYmFzR3jmFzNbhoHPA5lTOsdj8ZtvmmeqdZLJ4zbfNM9UIu3qflXbIqisZVPp4H1UWroKg7Pi1DBwfmNuYyF+C0QRtqfZnz08k51l0byQx+/vsY7LGuJJJw33icnK+usdj8Ztvmo/VfnWKx+M23zTPVC3pqlkr5e37RxGgr4KXRR3Jr6ouzJUV1OJdbd9tMZjAO43G2ByOcrlMdayvhiijidbg3L3uqCJGnfADNByM6dy8du227rHY/Gbb5qP1TrHY/GLb5pnqlkHWk9Un3W8rabbI+RUvfLVyzUVbStpgQJMRydO0ZOWNYXOPLkQDuBjmFwuuNsp7RBUVdWKKkc/Eb63+rkPBJxiQNOdiRty3WR1jsfjFt80z1X71isfjNt81H6pZEqpHdeD9b+9jI9mHTNlL5C8fPmM/JDRNMb2GSTS92t3Ln/BSpLjwtLcI6+Wssjq6JumOpdLEZGN32Ds5A3d/E964o7nZITW9BxHCz2jJ96uZJ0TznLmay7HMe79UaRho97KyIUlbKX2NhEZ1tdrfsMYzsf8A/V9SMbIwtcMg7LWJL/BT2+NtNfbLWVcbiHGoqWxdK3cDJbkNd9UkhpBIOGt1DTzycVW1lwihFZQvpZG/9oZWxYjIzkPaSCAfdwW6snOQAMlYhweqaeu/Lts+zn2ltkOkt/WSEN5Akei1H6Rq+62uippLJUUVPNNOBIalsspeGjVpbHGxzjkNdk7YaDjcgtp0nGFgq56iKK7UzXU7tLjK4xtPP6rnYDxsd2kjl3hSuLq223SnpG0txsk5hm6QiW5Opnt91wDo5YyXMcCe4ggkKqupcDUdTTgpKniYuust07cstcvE2Oh6O422iqQ9mmSFrh0D9bMOaPquIBI7jgH9nJZlPTMgLi1zjkAHPyGFA4fvFvorJQUtx4it9VWQwMZLOapnvuAAJyTk79p3Kp9Y7H4zbfNM9VYkjPVlacoxeV35lYckUrrHZPGbb5pnqnWSyeM23zTPVSVFVFK6yWTxm2+aZ6p1ksnjNt80z1QHmtERAf/Z 如图是万泽股份突破三角形整理，之后走出了震荡上涨的行情。当万泽股份有效突破三角形整理的时候，便是一个不错的买点。3.有效放量买入法。其核心是“不放量不买”。股票上涨必须有成交量的配合，一只股票启动时往往是5日均量线要突破20日均量线，在日成交量能持续3天超过20日均量线的时候，后面往往会有一波行情，这时买入股票相对安全。有的高手看5日均量线上穿10日均量线，也有看5日均量线上穿120日均量线的，还有从月线上看当月成交量突破5日均量线的。4.均线支撑位买入法。其核心是“站在线上买股”。如5日均线买入，当准备买入一只股票时，不要急于追高，等回调到5日均线附近时买入，甚至可以开盘直接在5日均线价格上挂单，能成交就买入，不能成交就放弃，上升波段走得比较好的股票，股价天天会回踩一下5日均线，这给我们逢低买入的机会。再如20日均线买入：多数股票回调到20日均线会有反弹，这时如果股价不破20日均线就可买入，破了就要放弃。5.趋势线支撑位买入法。此方法同均线支撑位买入法有相同之处，不同之处是主要依据股票的运行趋势买卖股票。在日线上按照股票运行的上升趋势画出上升通道，股票价格回调到趋势线的下轨买入，涨到上轨卖出，当回调到下轨再买入，以此反复操作。也有的做箱体操作，在箱体的下轨买入，上轨卖出。6.K线形态买入法。多多研究各种转入强势的K线形态，如“平底阳”、“早晨之星”、“单针探底”、“并列阳”、“红三兵”。例如有人专门操作“红三兵”（连续3根小阳线），再结合成交量及其他一些技术指标，照样获得很高的操作成功率。我们平时想波段买入一只上升趋势刚刚形成的股票时，一旦在5日均线以上出现小阴线或十字星，成交量缩小，换手率很低，这是最好的买入时机，买入后很可能第二天是个大阳线。7.抄底买入法。有的股票可在股价回调到10周线止跌后抄底买入，有的股票可在5日平均线处抄底。有的参照KDJ指标，每当J值达到0以下就抄底买入，有的参照CCI，低于-200买入，有的用布林线，短期线到达底部时抄底买入。8.技术指标买入法。主要依据MACD金叉，KDJ金叉，BOLL线中期线上穿长期线等等技术指标来买入股票。除以上8种买入法外，还有保护买入法、低挂买入法、T+0买入、倒T+0买入法、敲入（敲出）买入法等等。一般来说，具体买入要根据个人的具体情况，采用不同的买入方法买入股票，不同的情况下可以分别采用不同的方法。除此以外，在基本面上往往也会出现比较明显的买点。例如，在大熊市的深处投资股票被认为是“败家”的表现，谈论股票也成为了一件“可耻”的事情。这时各证券交易所几乎都是空荡荡的，丝毫没有人气，很多是散户因为被套极深，也失去了交易的兴趣，因此市场中的成交量也逐渐萎缩。很多家券商竞争激烈，为了刺激客户交易，大多将佣金降到极低，例如在2005年大盘走熊的时候多家券商都推出了“包年佣金收500元”的服务，券商的经纪业务竞争程度可见一斑。为了能够直观地看出在基本面上的买点，我们特意将这些具备买点的条件总结如下，供大家学习参考：1.股票大幅下跌，价格已经达到了上次牛市最高点的70%左右。2.在中国股市上开始出现1元以下的“仙股”，而且也出现股价跌破净资产的情况。3.市场人气极为冷淡，炒股成为生活中的反面教训。4.各种分析人士继续看跌，有的甚至认为股市会破产，还会下跌至1000点以下。5.经济方面出现萧条，失业率不断增加，许多小工厂、私企等出现关门和破产的情况。6.政策面上开始回暖，政府出手“救市”，但是效果还不显现的时候。如果满足了以上几点，那么逆向思维的黄金买点就已经到来了，我们不应该再犹豫，而应该考虑参与进来，耐心等待自己的资金增值。
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