一品 发表于 2023-2-9 19:53:36

白银操作总结

本帖最后由 一品 于 2023-2-9 20:50 编辑

1,总体上看,白银连续震荡了几个交易日,操作上应该以高抛低吸为主.

2, 2.8日9点开盘, 跳空高开, 然后反转,与开盘前形成的一个双重顶空头旗形构成回调做空形态, 在开盘第一根阳线被突破回踩时进场,条件止损单挂在阳线高点上方.止盈目标为开盘下缺口处.

3,在向缺口运动的过程中,形成卖出真空,缺口测试成功,说明下缺口处买盘介入,形成一根强势反转K线,随后的回撤中形成上升牛旗,在牛旗向下突破回踩时买入建仓, 盈利目标为牛旗高度.

4,21点开盘,由于白天的下降趋势线和均线被突破,以及两次测试了测试了趋势的极值,所以开盘方向以做多为主,开盘跳空高开,然后形成牛旗,突破后开仓做多. 这一波上升趋势形成一个上升通道,1个小时之后,通道线被突破,止盈,形成通道线突破反转回踩做空形态,开空仓入场.随即行情极速下跌,并突破了前低.

由于下跌浪的最后一根K线过长,属于高潮走势,所以收盘止盈,等待出现高潮反转.

5, 价格随机往上回撤,立即市价进场做多刮头皮,预计止盈位在迁移浪的第二根小阳线高点处.

随即价格测试了均线,并反转,顺势进场做空,条件止损单设在高点上方.
止盈目标为前一浪的低点.

6,由于收盘未创新低,所以预计会走出至少2浪的调整.

之后的一波调整浪走出了一个新的高低点,场内走势随即调整为多头,在调整浪回撤结束后,开仓进多,之后走出一波上升通道走势,在通道线过冲时止盈. 之后 趋势线被突破, 回测了通道高点, 形成了双重顶空头旗形,场内方向转为空头.
太多了,写不下去了.......
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iIiIiUoUU7ImIiIiIiFQhBXsiIiIiIiJVSMGeiIiIiIhIFfKVuwIiIiIiImXlONDX7/2fSawFoi1LWyeRRaBgT0RERERWtr5+OPg89FyY+f4D+70/kQqjYE9EREREVjbH8QK9aDN07pxaHk/C4SOQSJavbiJ3QMGeiIiIiAh4gd4Lz03d7j4Dx06Urz4id0gJWkRERERERKqQgj0REREREZEqpGBPRERERESkCinYExERERERqUJK0FJuiZIsT/GJv67jwEve/bt2ktixhcOnjpAYS**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**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**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**VuKwfbjum3wwe1sP6aqN3DbCtmu7v/gO1b5D+eXmhknQ4I+NHJTnfKOjtPy+o+7Brxc/V7pg/ooH9R9Qb3bNGNcVGVXn3JtF5/7LrekMOddzr0n1fkNryJVnZrAof5JX4saUWq6TORz11y4R2u+GXAcOjkOGTRorShZwK4wWlMwUVikXNeJ0qtjvkMZza0p1Xq1HUNtOhtrxXMwWX8nMTVTt1ycrq4vCHSvh7pWi1cdJ+6dd/Sd7ePfLeXWXIUCxSTj/cu/bX12qu5crfJtJLZ+E91HVQCszuS2Wy1MHj5cmrK3PvHDo4d84snNMmUTDntltt+742503DO+ezdzrea9Xn3E+pPd2tmfEFw2W3Xdfuv/2mtu7ZI9dT/TJ2leQNOeRNFaTCJSmfWrRf8Ux5ctW+6B717zo4v1/NpvKJXnTL4nmN4vOT1S7VzgtVa+ebuTya/Y6tQy4jr/PuEW1fZfbUlfQbaya2/Lm6aPVYWAMDz6q3t0omTkiqre91OZbv54vvpqsPfW9zythVUjAk7WxxzGWgTU7f0LfO/rXS+etq9RoKOv262Gpq2H1FH7T8g264Hl77BgA2sZru7/4aNrTC/rkWto1l3JYULqr1k5bCOena3xV05VRBVr6woq9auKOBSOPffYUt+EKO2XcbSsp8nFX4I0upD4r66Lqljq1eee+qz/Ca2w2/7Ozwyr/No5aSpXBbUfJYMnIOzZTccnjdcobdsrod0kFT/g5Lfrm01PebComiPEt/aDIvGlk8j8ydrlMnq7mWa/7byr4Mny2/I9d/UHrhufnfVwk+alPS/PDO+eydd3/cof2eJ1UMejTtWzBc9q4x7Rz7S+ng09LnPrfsfg0nzurEhVPq33VQL/Q/t+T6TeXmtq20+Rpbz+ypa2bhdVftXF24ejSsgYEvr3m1sjdKyk1JAY9bLufK281I+bW72KOlv5MpRTNbpUm/FOqRtFVKLFiv2vIVqKXvdXmX33Zr1lRke5Wh77N8IUvtuyxVMtAOJzL6wczg4jc4QrP/AGwcK+yfa9qkzWMZ/70ORUMOxcYcunImpzPXcgpFXIrscdT0QQrDOLEmfGGn9v26T+99N69rpxwqvR6Q/PXJimGMz1QdfhnY7lLxqYxC7SW1lFzaXmpRsWSV08Q4HHK5nXIbRRlBsg42t/nsnTPbr+v5H72kJ+45pH/x0ILhsqONrqOdrU/21M3mwqmcrvywqP3bowp5vSv++x3FPTo2+QcyVeW7mmcikisofeYPJAWlwQUTeJt7ll6+ArX0vQovv53OQkkdRf/mGfoOAKtUea4uHLf04fezeu8vZnTvr/i08/PL30sI9rAmnJ5yNrTtj7rV2iEZrQXJVZ/MnK356sMvg5GSPHdbcgUsuVQennYrAr3mN5+903tXXuc9I7oR7FOw2nBZ1Fm9s6duXtd+kdfE+yV1tQWVfTevqeumSp/JS+GV90OTmXG9fuY1JQrjS/7+UPSA+v17pb9/rTwsqnfBcKjE+NLLV6CWvlc1ZIrzSvKKcwUAalV5rt71Ga8ccujaT0uK/9RS0LAU+pRDrtbqf0uwhzVVzv4nqco70XfCL1UdftnMUz0AG9PC4bU1ZE9NlFTMb+43VBYO17x2uqjzP8qr85Ne+cy8Qrtn5DqQle7gE9F44pJeufDHGk4vPVz6xV3PqT/ql878sdT3tNT/qflfDl9aevkK0PcCQGN1fsKjQNSt9FROM2NOjf93yR9xqhSVCm5LRtCS86bojmAPALAit8ueenoirXTr5n7wXzhcU5cLcoTy0mGpK2ZouyMg/xY+1QIA3JlKJu1rbzo19Y5Hxe/7NO4p6Ho4p3sOF9XSsfgN11UFe4lESoODrymRSCkeH1c8ntLQ0Jtzvz906BH1R2e/PT10UtLL838cn83CAwC41Wr7zMR89s4lHTqoxP49GjxzfC5baTyT1NDFk9JQ+XUPdR1U/xIZS28+3qPpAAAceklEQVSXPdV3Nayvd/229r7Xo3PjpkyHU9F9hjr3eSXltNE/AaolI2V5uGZepc841dnjlc+Vl68rJ1+bJR/zwAGwO57511Qlk3bxASnQVpJHOemDosyzBb1fKKjzU44Fc+reJtgzXIZ2h7slaW4+jZARVMxfniQ3Gojoxo1pfe97b2hk5KJMM6fJyWkND3+oRCJVXicaVv/hz0i7u8upxAePL36RWKSclQfAxmIY5eua63dFaulX59p25Lz0jcHyvEOhYLm/XEmfGU9Kr7xa/j+24G8WzGUU79uiV956dVGGw6F0UkMXTkqSXtRzSwZ7ZbfPnpp+z6333jA1I5f6nmpRbIuhbN5UwSrJ4XHIH3bIVZ+cTbd3x+eqU8W8lEkVZeUtuR2Sz+PW1C+cy2ak9JkehXbn5DpQUmenW50qD38Fbot+FU1sXe9fqEn7LkvtuwqSCmpxWDIuFXXuh3nlc04FOiT/bMbsqsHejtA2HTv80ty8Gkdff16HF0ySG/NHFHKHdOzYv5Vp5jQyclFHj/6eDh9+TAMDz5bXiYWlUEA69lL5AWMpsYgkon1gQ9mxrXxdt91ZVr/NqpZ+Ve7gfJ85cr48wfrhx+dTVa+0z3zm6cXTf1S2WVe3Zk+9e+KgDulZtagoY7ikbMrSe/GsUoWi3FtdevhZ7+wcf2vsjs9VrzIpt37yFxMqfJxT2O3UvlhQxmRh2YyUXSFpu6NF/i3ZNdkl2BT9KppY/e5fWAuhTzlkBR2K/3lRV0/mNHXNof2/FVCw03WbT/bchnpmI3ipHNHH/BH1RfcuWq+nZ+f8OoZXsdgW9fXdNDFtT7duq9owIwDNyTCWv65xi1r71UVtaxjlG2TfgnVW0mfe/LeVbdbVrdlT7963V31bvTKskiJ+S4VsVqkPSrpxvai2tEPWKUOZ1pKmTFPpfFHZQlG5ueyOHgUjLkX3WfLUkN3xtlZwrl57r6jEe6XZOnvlzjpV+KioG9eLUodDhYfzam0tLZuR0hOQfHJqow9ZxTqjX0UTq9v9C2vC1Sq17nZq9xe8+uCNrJLvF/TRd0zt+LSXBC0AgPrr3OfS/f2VcZqWpj425T7vVNvHLoXdDrkveTQ9WdDYx5bikzndyOY1U7TkNrzq2OLSXT0etQcteW6et20NJw1P/KSg4ddyalFR+3b4dPddHoXbLCngknurU44DpvxbHWSkBAA0HW/IoZ2f9ypTKGkqWdKlobw8rtt8sgcAQL1UsofNf/9tRuNvOXXjDa8mMwVlVZRTBQWsokLZvIJX3HJ9t1Xy3hRUVZscvB6Thl8qqUUZzcglsy8v35Mz2pf3qmBp7nuGAAA0s64DXgWiLr39zbySbzP1AgBgHVSyh0mVgKmk4Ccs7WxxKDLlViEnOUseGS6nAh6XAoYlt5GXHIXFG6o2OXgdJg2PdEv7MsZsBlGHnLGS/Ez+DQDYQHxtTkXvc2jPLzuUec+5MYM9s1DOAtRmBMvZfwBsTJXMkG1BsnStlXhSGl4wCffI+eoJs9ZZOZOYpfL7ju758+F2Cb3iyfLk4NEDUtQ//7vJ89Lbvy/1PXPHk4aHJYVV7+8zNkgTH3cA2LA2yHOLz8hpT9eYxq4UNmawNzo5pqOvP68nF2QBArABjY6Vs3U9+fjijJGon8Hj0olT8z8vmHqh6VTOh5HzS/9+4Ih06EC5vJH2qxFoHwCov43y3DJbz+i752sL9mL+iAb2H1FvdM+a1Key/crEvoNnjqsvukf9u8pDcQ7dNM9TJe1rovP+NakPgHVSSc+cWPtruZZ+LBYLa2DgWfX29lRdZ8OIRco3osTsZLaDx8tDHPtn+9NDdzbUcU1Vzofolvl6SvP1TyQ35n7VSU33ysCC9lmKjdsHwAZT6c971ya+WBPr+NyyKrP19HRtqS3YiwYia/oJ2sLtDyfO6sSFU+rfdVAv9D+3Zq8JYHOppR+LRsMaGPjyOtVojUUj8+86Dp8tf8rTf1B6YUG/umAy9aZycz0r9Zdq2y+bqvle2czvNgNAxcL+HGuj/yDfPAcAAAAAOyLYAwAAAAAbItgDAAAAABsi2AMAAAAAG9owUy8k0uXMY5UsZPFMUkMXT0pDL0sqZyHr7yLLGND0EgsyK8Zn/w2dlFS+lnXo4OJMjGgelWPXu2fRMVpp/5xIpDQ4+Jp6e3vU3//Iuu8GAACbxYYJ9uKZpF5561UNL8geN5ROaujCSUnSi3qOYA91Y7gM7Q53Kxpo3gkzN6x4Unrl1fL/sUj5X2Jc+sbg/DxgTRzs1evcqGk7hiHt7r5l4tbK30rlqWhGJ8cUMoKK+cvrrdl5Wzl2zzy96BittH+Ox1N65ZW/0DPPfGF1wV6V9gEAO2m2Z5LV3L+w/jZMsAespx2hbTp2+CW1GcFGV8W+nnl6ccrlkfPliUqbXL3OjZq2s2ObdOwlqW3xOpW/rcw5evT153V49+NzafkrQZ/tVWkfALCTZnsmWc39C+uPYA9YguE21DP7yQnWSCwi9e1dvMwwGlOXFajXuVHTdgxD6rl1nZv/1nAZivkj6ovuvWVdW6vSPgBgJ832TLKa+xfWHwlaAAAAAMCGCPYAAAAAwIYI9gAAAADAhvjOHoCmYxbKGSYrCUjMoql4JjmX7THmjyja4DpiZUwzp9HRazLNnEZGLso0c4rHxzU8/KEkKRYLzx/TeFIans/sqZHzkmmue50BAPa28HljKTF/RFF3sJwt3DTn70cL71OxiMyO4PLbaVA2VYI9AE1ndHJMR19/fi7QG50c0+CZ4zpx4ZQkaWD/EQ34DzS4lliJ0dFrOnr09+YCvdHRaxocfE0nTpyWJA0MPKuBQ58qrzx4XDpxav6PTXN+Wg4AAOpk4fPGUgb2H9FAx+PlbOGVQG90bPF9auCIRn/t8eW3s//Ikr9ba3UL9mKxsAYGnlVvb8/qtuOPaGD/EfVG99SpZgA2msonegvnbUsUTCXSyXI5nZT8japdDWKR8rQSvWvfj9XUZ65jfappa2vVk08+pkSiV/H4uAYHX1NfX4/6+x+VpPK9o1LPRLL8rungcalvwQTuh5p3/sX1xr0SAG6v0k9Wnh1udqjr4JLPGwuVnzdmP9GLblk8D3DlPpVI1radBqlbsBeNhjUw8OXVbycQaVjkCwB1EY0snkNwLV+qlj5zHetTtQoL7hHDwx/qxInT6u9/VC+88K8Xr1ip5/DZ8rum/QelF55b59o2P+6VAHB7tfST1YKzJd18P6rcp5ocCVoAAAAAwIYI9gAAAADAhkjQAqAxyLi4MVS+jH6bLGQAgA2g0p+3BcvD+7Hx1XBMCfYANAYZFzeG0bFls5DpGTKjAkDTq/TnTz7e8O9xo05qOKYEewDqppbMVwqQcXFDMZfPQlbTcQdWYeE5Fs8kNXjmuPqie9S/q3xucY4BNaj054n7G10T1EsNx5RgD0Dd1JwhcLmMiyvJjoX1cZssZGSGxFpbeI4NJ87qxIVT6t91UC/0k6kVAG6HBC0AAAAAYEMEewAAAABgQwR7AAAAAGBDBHsAAAAAYEMkaMEiiXQ5y1kl41k8k9TQxZPS0MuSyhnP+sl6Bmw+QyclvTz/c3w2myoAoHkl5jMnz/XbC/vzQwfL2ZYl+vmNYoXHlGBvEzFchnaHuyVJZtHU6OSYQkZQMX95EsZoIKJ4JqlX3npVwwuyIQ6lkxq6cFKS9KKeI9gDbGJhn7CUaCAiGYa0u7uc2vkbg+U5fULB8mTqsQgT8wJAM4snpVdeLf9f6bcT4/P9uSQ9+wz9/EaywmNKsLeJ7Aht07HDL8ksmhpJndfR15/X4d2Pz6WzjvnLwR6AzWFhn7CUmD8iuYPSsZfm5/I5+rx0eMHkrTEeAgCg6T3z9OJJtyv9uSTt2EY/vxHVeEwJ9jYRw22oZ8G7+IbLUMwfUV9079wygj1g87i5T6iqZ8E6hlG+8fftrb4+AKC5LNVvG8b8//TzG0+Nx5QELQAAAABgQwR7AAAAAGBDBHsAAAAAYEMEe1gVs2Dqw9R5JdJ81w8AAACoC9OUPjxfnmJhFQj2sCqjk2M6+vrzGjxzvNFVAQAAAOxhdKycXXNwdc/YZOPcpGL+iAb2H1FvdM+qtlOZxiHReX+daoZNJRYppw3uXd15iI0lFgtrYOBZ9fb23GYlzg0srV73LwBoapWpMBKre8Ym2NukooHI3Px6QMNEI4vniMGmEI2GNTDw5WVW4tzA0rh/AUDtGMYJAAAAADZEsAcAAAAANkSwBwAAAAA2RLAHAAAAADbkHhtLKRoNKZ02lcmYTVseu5JSPl+ouiMTN9Kq276MpRTNF5SeSJfLyy1vgvZZz3b+hw/O6URiSBO5CcUzScUzSQ1dPCkNvSxJeqD9QT0Se7jh+0J545Zrut7z5evRM3RS0svzv4wnpXhSEza+ThtW3gR9IGXKlClvlPJK7pU1P9Nusn6+Xs8baxKnrPQYVVnuTKWmVSiUlMmYauby9evTKhSLVRsxna7j616fVqFQVObmbVZbbqNyZiqvrtBO9UX3qifcLcNtKBqIqC+6V33RvQooqHOXL+iPfvynevHEy3rlrVeVSCc1dOGkXjzxsl488bK+c+aHTbEvlDduuZbzMJXJq9C1U0qMS98YlP7DH0p//Kp04pQUiygTCDbFvtiqvAn6QMqUKVPeKOWano1X+kw7e2/dLPfQej1vrEmcstJjV2W5I5MZswzDo2KxqEKhpGYtv3P1jL7yra/rveS5JRvx3x/4N/rdx36nPq/7zhkZX/m6ir/6RRV+93eWX94E7VOvctqcUSKbUM7KaSR1Xkdff16Hdz8+l+a63dOuq5Px9TsWlDdluZbzMKyAjERCzlyuPA/N0eelw4/PpevPt7erEA43fF9sVd4EfSBlypQpb5RyTc/GHV9c2TNtekZGIqGi378p7qH1et54p7gGz8YrjUeqLHe3tHglSU6nWx6Pmrbc0uKV01H9K4ZeT3mdurxui1dyOuX0zpaXW94E7VOvcrsnqPbW4Fy7Gi5DMX/5HY6KifzE+h0LypuyXMt5KElqn19HhlGeiLuvvI5n9l+j98VW5U3QB1KmTJnyRinX/Gy8kmfa9qDUHpRTm+MeWq/njZbEGjwbr/TYVVlOghYAAAAAsCGCPQAAAACwIYI9AAAAALAhd6MrsFbMgqnRyTG1GUFFA5FGVwcAAAAAJNOURsektqAUjdy63DTLyWBMszzFw/DZ8u9jK49pbBvsjU6O6ejrz+vJBRl1AAAAAKChRsfKWT2fnM/quWh5JdAbHZMGj5eneZDK6x46sKKXsm2wZxZNjaTOK9F5f6OrAmCtxSLlDrB3T6NrYm+0MwBgM6vXfbDyyV3i/qWXR7dI/Qfnl8eT5aAvkVzxS9k22AOwiUQji98Zw9qgnQEAm9l63Qf7D0ovPDf/8/DZ+U/3VogELQAAAABgQwR7AAAAAGBDBHsAAAAAYEMEewAAAABgQ7ZK0JJIJzV45rgS6aTimfK/oYsnpaGXJUmHug6qv+vgMlsBAAAAgDpKLMioGZ/9N3RSUjlO0aGD5Syc0uLl0vz6C9WyjjZQsGe4DO0Od0sqT6swOjmmkBFUzF+eXDAaiCieSeqVt17VcOLs3N8NpZMaunBSkvSiniPYAwAAALC+4knplVfL/8ci5X+Jcekbg+X59CTp2Wek3d3l6Rcqy0PB+fWjEckwll9ngQ0T7O0IbdOxwy/NzZ939PXndXjBhOkxfznYAwAAAICm9MzTi6dvGDlfnkhdknZsk469ND/f3tHnpcMLJl6PRcqB3XLrLLBhgj3Dbahn9pM9qfxJX8wfUV9079wygj0AAAAATSsWkfr2Ll5mGPP/93QvXr7U+rWsM4sELQAAAABgQwR7AAAAAGBDG2YYJzaYhRmHlnLooNRPshwAAABgrRDsYW3cnHGowjTnMw4R7AEAAKAJVDL/RwOR5VduFpXMnNHqdSbYw9q6XcYhAAAAoAlUMv+3GcFGV6V2leydbdXrTLCHtXW7jEMAAABAE7g58/+GcHP2ziWQoAUAAAAAbIhgDwAAAABsiGAPAAAAAGyIYA8AAAAAbIhgDwAAAABsaENm44z5IxrYf0S90T2NrgqANcb1DgAAcGc2ZLAXDZQf/gDYH9c7AADAnWEYJwAAAADYEMEeAAAAANgQwR4AAAAA2BDBHgAAAADY0OYO9hJJ6ZVXpaGTja4JAAAAANTV5g724rPB3gmCPQAAAABNwjCk3d1SNLKqzWzIqRcAAAAAwLZ2bJOOvSS1BVe1GYI9AAAAAGgmhiH1dK96M5t7GCcAAAAA2BTBHgAAAADYEMEeAAAAANgQ39m7nXhSGj47//PIeck0G1cfAAAAAKgRwd7tDB6XTpya/9k0pdGxxtUHAAAAAGpEsLeUWEQaOFKedD2eLAd9fXuk/oPl3x862Nj6AQAAAMAyCPaWEp0N9qTyMM4Tp8qB3gvPNbZeAAAAAFAjErQAAAAAgA0R7AEAAACADRHsAQAAAIANEewBAAAAgA1tvgQtidnsmpVMm/GkNHRS0svl3x86OJ91EwAAAAA2qM0X7MWT0iuvlv+PRcr/EuPSNwbn59Aj2JMkGS5Du8PdigYija4KAAAAgBXafMFexTNPz0+vIEkj56WjzzeuPk1oR2ibjh1+SW1GsNFVAQAAALBCmzfYi0Wkvr2LlxlGY+rSpAy3oZ5wd6OrAQAAAOAOkKAFAAAAAGyIYA8AAAAAbIhgDwAAAABsaPN+Zw8AAADYDOJJafjs/M8j5yXTbFx9NrN1PhYEewAAAICdDR6XTpya/9k056ccw/pa52NBsLecWKQ8RUPvnkbXBAAAAJAkxfwRDew/okQ6ueTvD3UdlAKzz7GJZPkTpcHjUt+e+TmlDzG39LqJNeZYEOwtJxpZPB8fAAAA0GDRQDnYW1blOXb4bPkTpf6D0gvPrW3lcKuFMcU6HgsStAAAAACADRHsAQAAAIANMYwTa4vsTwAAAEBDEOxhbZH9CQAAAGgIgj2sjQZlHAIAAADWU02ZURuEYA9ro0EZhwAAAID1VHNm1AYgQQsAAAAA2BDBHgAAAADYEMEeAAAAANgQwR4AAAAA2JDra1/76os+n0dTUzNKpaa1kcvvj17Qtz/6rsazqSV39sGOB/XJ7Hb5vv1dTe3YqdQnH5jfzvsXll7eBPvVbOWa2jlE21KmTJkyZcqUKTdNmeex5imv47FwplLTKhRKymRMbfTy9evTKhSLVSPbdNpU6vq0CoWiMumbtlNtOeVbypmpvLpCO9UX3auecLcMt6FoIKK+6F71RfcqoCBtS5kyZcqUKVOm3EzlTF6Frp3KBILNUZ/NXF7HZ2NHJjNmGYZHxWJRhUJJG7n8ztUz+sq3vq73kueWDPb+/YF/o9/t+KKMr3xdxV/9ogq/+zvz23nnzNLLm2C/mq2cNmeUyCaUs3IaSZ3X0def1+Hdj8+lnG33tCtshGlbypQpU6ZMmTLlZimnZ2QkEir6/SqEw42vz2Yur+OzscOyktYKh342reHEWX1p8KsaTpxd8vcvHnpOL0Sflr70VemZpxfP+TZ8dunluK1Kmz/T+7Re6K/SbrQtAAAAULaOz8YkaAEAAAAAGyLYAwAAAAAbItgDAAAAABsi2AMAAAAAGyLYAwAAAAAbcje6AtjYYv6IBvYfUW90z21WikgDR6Te26wDAAAAoK4I9rAq0UBkbn696ivNBnsAAAAA1g3DOAEAAADAhgj2AAAAAMCGCPYAAAAAwIYI9gAAAADAhgj2AAAAAMCGCPYAAAAAYL0YhrS7u5yxfo0x9QIAAAAArJcd26RjL0ltwTV/KYI9AAAAAFgvhiH1dK/LSzGMEwAAAABsiGAPAAAAAGyIYA8AAAAAbIhgDwAAAABsiGAPAAAAAGyIYA8AAAAAbIhgDwAAAABsiGAPAAAAAGyIYA8AAAAAbIhgDwAAAABsiGAPAAAAAGyIYA8AAAAAbIhgDwAAAABsiGAPAAAAAGyIYA8AAAAAbIhgDwAAAABsiGAPAAAAAGyIYA8AAAAAbIhgDwAAAABsiGAPAAAAAGyIYA8AAAAAbIhgDwAAAABsiGAPAAAAAGyIYA8AAAAAbIhgDwAAAABsiGAPAAAAAGyIYA8AAAAAbIhgDwAAAABsiGAPAAAAAGyIYA8AAAAAbIhgDwAAAABsiGAPAAAAAGyIYA8AAAAAbIhgDwAAAABsiGAPAAAAAGyIYA8AAAAAbIhgDwAAAABsiGAPAAAAAGyIYA8AAAAAbMjd6Ao0TDwpDZ+d/3nkvGSajasPAAAAANTR5g32Bo9LJ07N/2ya0uhY4+oDAAAAAHVkq2Av5o9oYP8RJdJJxTNJDZ45rr7oHvXvOihJOtR1UApEpIEjUiJZ/nRv8LjUt0fqL6+jQwcbuAcAAAAAUB8Oy0paja7EWhhOnNWXBr+qZ3qf1gv9z1VZ6az0pa9KzzwtvVBlHQAAAADYgEjQAgAAAAA2RLAHAAAAADZEsAcAAAAANkSwBwAAAAA2RLAHAAAAADa0uYM9w5B2d0vRSKNrAgAAAAB1Zat59lZsxzbp2EtSW7DRNQEAAACAutrcwZ5hSD3dja4FAAAAANTd5h7GCQAAAAA2RbAHAAAAADbk+trXvvqiz+fR1NSMUqlp2aX8/ugFffuj72pHy059MvRAw+tDmTJlypQpU6ZMmTJlyutZdqZS0yoUSspkTNmpfP36tArFotLp5qgPZcqUKVOmTJkyZcqUKa9n2ZHJjFmG4VGxWFShUJJdyu9cPaOvfOvr+tX7vqjffex3Gl4fypQpU6ZMmTJlypQpU17PssOyklajx5KuheHEWX1p8Kt6pvdpvdD/XKOrAwAAAADrigQtAAAAAGBDBHsAAAAAYEMEewAAAABgQwR7AAAAAGBDBHsAAAAAYEMEewAAAABgQwR7AAAAAGBDBHsAAAAAYEMEewAAAABgQwR7AAAAAGBDBHsAAAAAYEMEewAAAABgQ7YN9gyXod3hbkUDkUZXBQAAAADWncOyklajK7EWzIKp0ckxtRlBAj4AAAAAm45tgz0AAAAA2MxsO4wTAAAAADYzgj0AAAAAsCGCPQAAAACwIYI9AAAAALAhgj0AAAAAsCGCPQAAAACwIYI9AAAAALAhgj0AAAAAsCGCPQAAAACwIYI9AAAAALAhgj0AAAAAsCGCPQAAAACwIYI9AAAAALAhgj0AAAAAsCGCPQAAAACwIYI9AAAAALAhgj0AAAAAsCGCPQAAAACwIYI9AAAAALAhgj0AAAAAsCGCPQAAAACwIYI9AAAAALAhgj0AAAAAsCGCPQAAAACwIYI9AAAAALAhgj0AAAAAsCGCPQAAAACwIYI9AAAAALAhgj0AAAAAsCGCPQAAAACwIYI9AAAAALAhgj0AAAAAsCGCPQAAAACwIYI9AAAAALAhgj0AAAAAsCGCPQAAAACwIYI9AAAAALAhgj0AAAAAsCGCPQAAAACwIYI9AAAAALAhgj0AAAAAsCGCPQAAAACwIYI9AAAAALAhgj0AAAAAsCGCPQAAAACwIYI9AAAAALAhgj0AAAAAsCGCPQAAAACwIYI9AAAAALAhgj0AAAAAsCGCPQAAAACwIYI9AAAAALAhgj0AAAAAsCGCPQAAAACwIYI9AAAAALAhgj0AAAAAsCH3yMjVRtcBAAAAAFBn7nj8eqPrAAAAAACoM8fU1GWr0ZUAAAAAANSXw7KSBHsAAAAAYDP/P+qRv5My+KLKAAAAAElFTkSuQmCC

qw1106311480 发表于 2023-2-9 20:31:31

说的是啥啊??炒的做法还是波段做法????

一品 发表于 2023-2-9 20:47:45

日内短线

无限完美 发表于 2023-2-9 21:36:24

:baoquan::baoquan:
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