白云悠悠 发表于 2023-8-18 15:21

2023年8月18日095期中国体育彩票七星彩预测

547459+0547459+2   547419+2   547419+0    547759+2547759+0

547059+0   547059+2577459+2577459+0557459+2   557459+2
557059+0   557059+2

收庚万亩 发表于 2023-8-18 15:28

本帖最后由 收庚万亩 于 2023-8-18 15:30 编辑

你要说明你是想怎么样测,要不然没有几个人参加解答的。还有,你最好是上传六爻卦截图,都没有卦象怎么测算解答。测彩票一般都是以动爻为主,哪个爻动了,再经过五行生克的计算,就大概测出能否开这个码入奖了。你写的码太多了,不利于测算研究,没几个人有心,每一注都摇卦跟你交流,所以还得要你自己摇卦。

测算彩票最简便的思路就是,摇一卦问这期头奖开的什么码?再更简单的就是问开单头还是双头,也就是买双头会赢钱,还是单头会赢钱

白云悠悠 发表于 2023-8-18 15:46

data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlcAAAEFCAYAAADOlcLlAAAgAElEQVR4nO2dv44lt3K462iNq4tfdjP7EfQGOxPuI2ixDuzQmZQp3bED35lHUCLgB0WyARu6jzDhzEZ+AuXXmQMBgrXA7nEw07s87CJZZJNsdvf3AYM5p0/zT3ez2MWqInn69bf3Z3H4/f0H+fIPL8Tnux9/kR+++Wp2HAAAAAA+84V/4KydBQAAAAAmZsoV2hUAAABAOTPl6uMZ7QoAAACglLnlCgAAAACKmSlX/++Pf7NGPQAAAAB2wTyg/SNuQQAAAIBSlJirNaoBAAAAsA+IuQIAAACoCLMFAQAAACoyj7lCtwIAAAAoRlGu0K4AAAAASiHmCgAAAKAi7C0IAAAAUBH2FgQAAACoCLMFAQAAACpCzBUAAABARdhbEAAAAKAi7C0IAAAAUBH2FgQAAACoyEoxV49ydzrJ6XQnj83SlZZRzul06lRSD7T7l7qn0+/K358fjXnkoZbl/W2XHnIyHu4zq/H8lrSR0Dm129WS/K3nLpGR/ckWQFs6zRa0vpS137f9ojgmt/JwPsv5fJbz+UFuG5d2/lTWWf2+bzSF9lpuRETkRq5nv21Xjpa82N024f/FyslpS1tQ9C3XLzK/Fms6AHjiAHsLai+Ydi+b0TvXMp5e4HfvluRxXyEPmHMlby+U2Ft5CH4+y/n8Vq4qlh5r2zGrT0gups/ucfd37cVukbMcmQyV4X7WlIuYgp9SZEqVFT9trT7Gr7s17+33dQB12NDegjdyHRyR+wrSo9ydruVGtaC4x+q9bLTRnch8pDg+viJ1I/fPn2+u/Ps/hhXE79D318HnWKB8OZk+18dv85oCov0mEpYLTRmxyE3q/FzL1ZRGUwxzlI3RaDngSz1zgCPROeZqekn4L+nQC8BXkiwKkpumRHFy3Sw25WHJyHN43vwk//Ty6ePto9UK4ioD1pd7/n2f2L9b0G/v2r2fLFghOalrsWpNygLlstRl5+MqBtPnHEUvhyUKiGa1itUvR8G05AcAYTrtLeh2/K2VpKmsV3J/0YlqVq86lhd3JLs/K8rP8u3zc3j1MnWu5qJ6frb//Kp5TY+LH3eVY+FdJxYrJRehl36J0lxiUXZlOmTdWqp4aMqRte/IKT8VqmBxp8bqOIEiBvCZgfcWnF7US0fcMauXlrerCOaXvT8rymv53nQv3Be18nL/832inPL7vh+FtlRJSg1e2k8qiBGLawq5j0qeX0wRys1Ha0+xclJtUGuTfh7WviNUfqiPSSmWWjmu5U7LJ9WnYfWCo9NhtqB1tl/ovMRLe5C4n/3w9KJ+e2Glmp5BLOYq5JZq+2K3vDi2h+YGDClJltmC7vfQM6vrNpyUJu0lmxtD5VKqNMeUHc3NqLWpKV3MohZSjGq1x1zFquQ8kWVWKBQrgE3sLZgbSxJSBNq5Sqwj1u1ZUiZC7j7thVzqzi2/77H7ve37bsG3WsUsV6VxiGXEFKQQmrXIt/bkvLinF32uW9Cvi1u+5TpakVKsUnXKcQmm0gFAmB3uLai9bKxxXmXETOzbt6LU4pViEVuG1d2xf1LuxNiEkTYW4JQbLUTtZ+hanHJcx26dNddlzAXZq82FrIKha7K4A7UyQmlDHEPmAOLMNKnzx7OcvmgxKrmR65PfxWvH1ubZLbZ2NTbJkpma5fd9f26IXLnw793SGbM2/Be5ZlXRjlvSpdxwJXXV8tdIuTJHaG+aVc3/vdZ9qxX7BnAkOuwtGLIkpeJJjrPy9Nj8LN+aYt7cF7o7U/P52D9fOefUIRTT4/62zY4+J+bKJ+ceL4+5ClkyUhaO0O/+85pe7r7CFcrTJ+TOirm5Ym7CWHvq2dZS/amV2DW5lruSdABH5vTrb+8vJOHDh7O8eDHvvL778Rf54ZuvulUMAAAAYIt02lsQAAAA4BgcYG9BAAAAgH503lvQuuZVKl1OPqVlKnn8/Wt53SG+q3TKs2U6dao8S7qm07BTeVt+t/7Bdqn1/EL5aMenY0vbaOxcaxm55WhpU7IQuwcAEGXFda60gPUWSsuVvD0/yO1sAcUSXsv31fJ6QgusTQWnLl1rJlZeM9yXhlXJCZ2byuN8Tv9Fq/o/Cy4USsm67+ezXQGJKQ8lbd5aditishA73/3LkIcL1r52gI3QaW9BbWHPe3mVnAWlLwh6985SVqtZhrW25XmiZJbPUmXIXxtqQrNQaYs6Fhb6uVPWOvVQ3u55BYpSLqfT/8j5/KeqeZbWo1Y+W1EWz+c/1a/r1EZ85SOmWKV+a6FcaPnGytJkIoR/jkVm/HsQGuAAgEqnvQW1Fb4tyom+Mnh8IcrUiu7+31QPTSnzlLP//Ef5u6ZWtnJiiyOGlCR3DZvQ2j7+Ap2LsChTofOnNNpIXTsv5/uA1FLwRlAUm5FrcXGVLItipSkStZR6X1HR8rQoTTltWbvukOvPvwehQQ4AqKw4W1DbMzCXeu65+HpcOdvu5CleljV4Yuf7CzXG1hxyP2vpcmgadzUvLM9i5b50prT+d7WYMaxWRyZovdIU69Cfhu8Oi53vK2AlikSqXrmWJDdP62c/rVavlIXOHxD5ShcAqHSIudI3Xr7/5NoLKSzhDZs/uQXffC1fmxQszR04hvVJcwvGXIU1rUlWJc797tYjS8Eq7Yx95cg/HmJK477AUmlmRX92qbn/3b/c36xlhs7VyihJm5POUldLnv752TFW1r/PBc6VKi0/t22lFKmUEherbwwtT/+YppD5+YfK0uoRqpOWhy87uVYzgIPRYW9B3U33KrnHXNiS9NktaA0w992CqRivy794jJdW37ab4y5ZCdoPYheJW7tSip5ZwSrtjH3lKDXirkjIinU+/6n4N0uZofMmy5p2jv+bprhMady0lnS16uKXXxxjpSkhGlbFJqVIuEqONc8cctyC2oBhOm4pRysrZOnSyrYqlwAHZx7QXn//G5mUFlsguqYk1VhOwUJJjFc5JVtz+OlzyhEps3ZVcwEuda341oaUayfmHtwBmlKTslxpilup5SpWl65YnmvMVaYd0xSqWLpc/PytaTQFTKtjqCz3u+9OdH8P1dH/DwAqHfYW1HDdgjEsswVDs/dqbl7rLOfw55B6lx9zFbIMxSxGrtXKajnS8ggpcy6W2YJNl2+IuXlC50zn+aN7bbS/M1xrkaZ4laQbjpDVMvVc/d9j+cSsU7WspqG27Zflt3VfMdL+LNcUu87UPXDPAwCVlda5upVXL931p0JB7X0tSTbuO1nRwoRmBJYu5dAjvuu5kvGRd7zS5Z1+6vunw3M31XTM/b/0t1rLI8Ty0K7D4obTYqSW1iWHppMKXOUk1d5iisr0e+26WdyC/nGL5UokXN+Y9Qz3H0AxswCrj+ezvJA2AnVzde0deVKe3tpzkOvTjdw+PiTOq2W1eirviVt5OD/IbXBmY+61lFHDUhRSxGIKmj+7sKDQyxeTb1GypD8AvnIjEo5R0pQ5/zc3oN49ZskzxpK6+JgVqlR7ibUpX4kIKRWx47ltdhRiddauSbsHoRisrd0LgE502FvQVXQmC1Ro9p62xc1k1foclB63XIUUKy2/1O/+eliTta0+S1dcn5QeN2DdPydUXmq2YJUV3H3FajqmxXqE0lstVzESo/GQ9cr9v/Q3S0B8yE0Xc99pv/nHcvJMuQlL6zJ99o9FlaySF7nrKvPbzPQ95Wb2LV2a+zEUw5Ry2eXKuxYLFTs2fdYUJxf/mrR74N+7gwx2AEo5/frb+4se6/f3H+TLP7yYnfjdj7/ID9981a1iAD3YyurlR2b4ODAAAI/a6y4AbApe3AAAUJtOewsCAAAAHINOewtO+OtV9Vq/KlUP7Xhsr8ExVncvpevWNTulxT3U4t62x1oynSp/bNlu9axD6+VZysuNA+0hE6Pm2SNv2BYr7i1oIdUJpgLhcztLd3mIe3l11lYpbxPQvmVSz6ZXObXKalV/cEG2c7Hdq8v2mpqMYpnIEiq79rXFfkuV20s5TdXFX3vQkq5XvwZ9WWmdq0ze/CR/Vda7uuwY/SUX3NmJOYQWJW1DTIBa/KadkyP8ISzb5fh5puqVU05JWbHfc2dHWjvE2PFF2wutgqbsXC74m1SEdizbIUJtxfryti44POU5/Xd/m9qW1sZDbd8qa7lKQqgeroKXKrelrFj7G/9ZTmn9PKz5V5mlDavRYW/BCW2JBHc02dIU73f07gvALffpZfH63/8tOKq27TNow+88/BFP7d+030OdtDW/0uvOvR+1y7L+7p6nvQxdLJ3vPpkUopCC1NIiNKZsp8hVkpaUE1JeJlKDMAu5/Yo1v9SxkUAZApdOewv65MZl/CzfRkfFqXxCnX1qkVE3XeoFkb/9TQtSnWgrwc8ZqfbsfGrdj9CLw0qsrNhv41uvNHIGS8i2SJ7iHbN2aeem2tZSeVySR0iJmv7HrHs+ObKSa1mznhu6JjgenfYWjK2YbrFevZbv1ZFxrFO8kevgaupjUCqAlnRTB+C7AtzfLJ2W22GlOuqlo29LWbkuhxCW0XxJnlo6i2IVu65xFSzXzfYs4/96q8hkzB23T9mOoVmGU+f5xy3upl5tq6RfseQXs4LloNUrp78q7dvGlFnoRYeYK1+x6uUe9OMySmYxuaPoVGc+vUDKYjpKRzuhdCnXWm7H1bOjiJUV6uhqjxS1PFP3oMSl6d9/Px//vPF55W1y3mL24LZk24LfZmrIm1VJqdm2ailENWnZT/hYBqKhdDUGjTAOHWYLWoNIWwebflbg7s2xFTmug3JqK1Y1mcpIKQ01rUm5CkoupfctpazWLGtbTAMmn/tKe3ymGFe2Y8Rkae02M8KLvYYVrHY9YnVwn1tu/9Vr0Aj96LC3oItmxbKOOGttxtyKsriMnopVrKNaOlraUsfgu0pqEFO6rGWN8FLN50ku5dFVUJ6VnX+5McrrPmU7hvasp7ZidTlZz8uVdXeQE8pTK8PP21JWiJB1bY2+xdq3ac8TjstsamC7BhF2B8rpWq5PUrljvZHrmSw/WcdEHuXOnMfleLzmCLeFYlUSw7Hkpb5NhWAe9+KTa6FaUtZ2cWT6pci9iFxaqx7k9qCyHUOTGVehqSlTftubvsfCCWL19M/RvqfS+2lz+7PQ+Uvvm5++xnPYav8Iy+m0zpXrNrBOnXb5Wb7NHtmWroUj8hQ3oo9W3r4MpSmLywiN7HyLh9bBlKTLpXZ+IpdxCbllhUz0MReLVpalLjnXaq17qC7b7IQVV/6FtcqNpQxZffYr2yFSyoLbljRKrdZaGdbz1yCl3O1roAJ7Y265alLMU+f0Nvi7FrPhuBuutID4Cb9Tvizr6qLcUGyIhSVpdSyjuprpSikZmcY6vlj9llybVmZJfv5LKFXGkrKmPEPWrbVfcPnE5fGJ/ct2Dhbr0NRGctvK9HuojBzLUCv8eoTqHFMIc+qcUixT+VmVutCzKrVkb68vODanX397f/HE/vf3D/LHL1/MTvzux1/kh2++6lYxAAAAgC0y+N6CAAAAANtiG3sLAgAAAGyEjnsLAgAAAOyflfYWBAAAANgnnfYWBAAAADgGxFwBAAAAVITZggAAAAAV6by3IAAAAMC+UZQrtCsAAACAUoi5AgAAAKjI3HK1Ri0AAAAAdsLccoV2BQAAAFAMswUBAAAAKkLMFQAAAEBF2FsQAAAAoCLsLQgAAABQEfYWBAAAAKjIxmKuHuXudJLT6U4eG5VwOp0u/tzj1rQ5ZbWiJO+W9clhqoe1PqPUO5ca9d7qtQMA7JlOswUnpSj1105psnI+nz/9afgvM7f+bjrt+npyPp+blZl6jrWoeQ3ptpdXTu38LGUAAMA26LS34JW8dZSW8/lBbkVE5FYeLo6/latPaTSF7FpuRETkRq4bKWau1cRVsKYXvaZ0hZSxlKI2lVPjBR1KG8sv9/zQtVmusxQtz9J6h+pcUu9YXjHFPLfere4rAAC0Y+C9BX2FLKaU+YpZOTElaiKmdOS4srQX8pKXfkl+sfN7UKIUjlDvEmo879C9AgCAcdhYzFUOruXLbtWKKVYWxWtpGUuJKSmtyllaRm0lc8+E7hUAAIzD4HsL+q7BkFuwnktwUqBCfzXigEJxWf6x0rw1JSVEafm93IKhepTUu2Z8VK4712qhC7luAQBgO3TYW3BJ7NSVvI26AqffNFy3os1lGHIxtbQU1HRvxV7e0+eW5fekpN41Y65S+fl5Lv3NBWULAGBsOswWXBo7NSlYN3J9oXg9yt3pWm7kVh4qxVstYQQLQ8y9Nn2uRU23YKyM0ZW8EtzrKrGE1rCeAgBAOzay182TgiWna7k+iTycX8l9UrGalC8RyVDAQi4dF82S4Lr6Uund77HftLJSpPJben6qXjVe+n5sm6Zklda7J6F6a9apvSqSAABHZKZcjbu34KWClaMw5eC+4FIv+Nj5oXO076n0Ofj1TeUZq39IUWytBFjqnlvvtZnqFLse7ZzQtaCIAQCMy0b2FpzitiZr1eQmjAWz58dcufgv7JQrZiTLg9XtlKrvGtdjqXtpvWsGtOdiie2yxlwBAMDYDLy3oBsIPylVk6I0KU4WJSsPd1agT+hlv7Zi5Vp6Ym6npUpE7DpL8tcsTlYrXwk1A9rde9pKYfOVe5cRYvwAAEDn9Otv7y967Q8fzvLixbzT/u7HX+SHb77qVjEAAACALdJpb0EAAACAY9Bpb0EAAACAY9Bxb8Ephqo0NmppetgzOfFHxCsBAEBLVthbUFuV3bKVTWgx0bqkgpRjW5SsORstRW7dRr6eUH1i9XSPuUHsW7i2rT4nAICj0mlvQXc19dCMLX8rmyXb5iwjta1JaCZhrZloLQjVK7bukrbS+8jXY31GsbzWZm/PCQDgiHTaW/Ba5NFdNiFHMZrWtZo++9vnxPYXLGfv1oC1l49YgmUZhNT1beU5bvk5AQAclW57C759OX13rVeWjZe1rW5cF+G9vFIXCnUtX/lWrdEtUUvYwws7ZN3hOQEAwNqMutfNM7HNmf39ButthWOxavDSWxftGfnHeEYAALAGK+wteCPXpxvjuc9Wr6LfU2nDuMHO2meNUd1MsUBoH3+1dEs+axJb3X3E+sbY83MCADgaK+wtaHULiuhB7bkxW/UJvfBGdCXGAqRjddyCuy02WzCVZjT2/JwAAI7GwHsLilxuvuwHsrvHNZfgspirEMTBjEPuTDl/GQbtdwAAgKWsEHOV4xYch2mGWqlihVJWnxyXWMyFqJ0DAABQygp7C2prXdULRv+Ma/Uqz999YU8KFqxPym2Wsl4BAAC0ouPegpOy4yo6ruvOnxXYfxFR7cWrfddmpW1hpWxrXVIrn+fk1YqYkhRSgreiWO3pOQEAHJHTr7+9v3jb/P7+g3z5hxezE7/78Rf54ZuvulUMAAAAYIussLcgAAAAwH7ptLcgAAAAwDHosLegyOf4KT8uKnQ8dY4lXT6pGJZQ/Mpa8VY983bvSUm6I6Bd+4ixd6WU1H/r1+yzt+sBgDbMlmJoM1uwxlY10xIOt/JwflW/inK5Mvv03bLyd4+V20tX8O5BSqHyZ1zWKifG0ntgKSs02SE0Y7F1W4jVrVY52mSONUjdgy1MXACA/dIh5mqyMn2e6Xf/bn7s8+w/30I1zSLUVnMPpSsjpKi4Vps1F6BMrQLf4oViUepSi3nWql9syYUW96HkPvuKeCurVa820OpZbqVesRmYe7BGAkAbZspV/b0F3fWmLhWk20d3xXVfeXIVq1dyr35207dYK+uJpQuI1qxD6q+GxcZXJjVLVGwZhNj3pWgvOu14b7QX7h62o4kpFkcgpNBv/bkCQFs67i34WVl69dJy/pMr8VZu5PrCwnUt8vh0/P5dqrw6Vq2QktGbHh19yCrknxPCvUet7lfMcrUW/jMIxVut3YZyQLEAAChDibkSma9yVZMbuX/38PTp6vrTsWv1nfNk9XorIp+Uszc/yT+9FPn/jWqnWW38/yK6gpFyofkxXRZS8V4tYmBKFYCU2zR1LSFGjesJpdFirXLai0bve1Ajxs+XnZxyNLZ4DwDgmHTaW3CyWonIm6/lv66u5S/y5BaUK9/dF0h3wZNV6262qrt/zqSY2dBe/larTapzrRXU7dexVGGxkOMWjJWtnV/DfelaU1pYhKwWutDvIYUqZBHMobUFrJeyUFpOahJFKp2l3FgbR5kCgBgd9hZ8UpDkU3zVa/leDU7XCMVruXneyHWDJRncz368yZq0joHRlBZNMfLvkdViVbuObp3WfuEtiVXLJRbQXqsMS4xfLG1L5be3q7KHMg8A+2FmuarfNz0pSCKPcuf9knYLaparn+Xb01/kL3IrDy+v5Cq4xIOb1hbw7o5qNVdeqWunZoff2nJVYqmLXV/Ll91IaC4wtx21UDJ70NNS2oMSxSg2wNjiMwWA9ijKVb/OIu0WtLj28t1/IVKuLs0tsHYcyJqz43LdZrVeRkvcda2IuQAtsUe1WfPFP7IyklOHlAsxFYMJAMdlpb0FnxWil/Nj55n16SR379wV2UOf9TLOszztxGZKrUHIDdJa0ct9KbZ+iZa4qXqXY3Gnjo5rtXUVRPe7T+zZj3D9Oe3SIusjuKMBYDzmlqs1aqHirHN14f57Xt9q9rl05fdLao5EawfAWl5creObLC/IkQPNe5XjKibWPHPq1VpJCbVdzS2Ycp271GinFustFiUAWJPTr7+9v+h9/vf3D/LHL+eLMXz34y/ywzdfdasYAAAAwBbpMFsQAAAA4DisFHMFAAAAsE9mMVf19xaEvaLFE+XGGI0wg2yiZFkNy6zJUa4PxqLGMi6t2letJWZGmwxTowxkGizMA9o/nuX0xXZmNMG6aIHboWDuUIetHV/aeVkDzmPHlgZo0wlDipxJEz3lJ5VHrC5rtvlakyqWXMfa9wDGYIW9BWFPxGZqaVhHuzUIlZVTZ8uLS+us6WChBT3lp4Q11zOrWa5/HZY1D0Np4ZjgA4RFWCxA/vGU8rXWel3+opDu2k7+71N+fv6h73S0oJGjCPWWn5KV7FOfReKr/mt5tpAdS56a0uTXae1122BcFMvVWV4IDQby0DrB1LpcWh6x/EPpcuoUIrYQa2idp9T6ToxeIUXpWmo95Ce3bhb5b6WMxGStRIFdCtYr6LC3IOyVUAD7KKM53/pkCQ5206aOT7/1XtgVAOwgf7AGq+4tCNsnpEDkKDLWckrIUXBC1xAbEfdYkRz2S+lApIf8LBkk5QxqekJsJPSCmCsoxhJ/lBOTtTa508+tVrpRrxfWp8S13Ks91XB7j6hguaTqF4qvGsU6D+My8N6CMDqhzndp/EMsniS3k46NoFMvLu26YvXVyqITBgvWGae95SenbpbfWmFR4kK/W/uHnID2kRVK6MPcckV7AANLZsqVBvHm4nZwJXFXtesDEMMaI9hLfkrqtqalrSYhxcpni9cGfVBnCwKk6D1TrnTErX2PufNKLFcAS9AGAbUplcWcupXKfK0BTUzxsy7DkoqztIDVCkSIuYIFlM6Ua62k5MSCaGlj37XftFgM/xidLWjELD0hV14vJT+nbtZQgDUmvvSWP2QdRNhbEBZgUWBy09TAWsZS9wWdKCxhVPmxlJMjO0vqXON6S/uDpefBsfnCP3D+SMMBAAAAKGWmXKFbAQAAAJQzU67a8yh3p5OcTnfyWHxuTh4t8Mt//v73/yb/vUp9fEa9bym2Vr/R6wvHZPR2iRzB/lEsV61NV1fy9vwgt3Ij10lhyjl3BH6Wb4foJNa+b1Nn6f+tfV/WgHsBpVjajnbOtdyIiMiNXO+m3SFHsC3mMVfDuAUnYfrcUdy/mx+77i5kj3J3upabNz/JX89v5erit9fy/erK4Kj37VYeLu7Xll4K+v27e2dJOym6ADXw5ehK3p7Pcj6f5fypnd3Kg/v9zU/y10/n+H1WT5AjOA6KctVDu5o6hJiga53GE7ePbicymsBZrq1H+SPdN/+F4Ncz9HJw/9Z8KUx1vazf25c56Udrp7A9NDkSmZSWsJIykkUdOYJj0CHmKmTODf1pcULXciO38soshK2Y6iLyucNyRmL/+Y/yd0NYWty6rn3fQi8EH/febsUNPJHj4gYoIaZYpeR8BIu6BeQI9sPcclW9CM1CEfsLvYhv5P55ZHZz5b6Ep8+teerE5JP157V8H7W4rGlpcVn7vlnw7u2/3g70InAHBwF3xpuv5eth6gvHwrWU+1bz5+//8Q/yt6tb1JEjOBZzy1VTr2DuLBHHmvHma/mvZ+VgHffWU+c0N2G7isEoHcNI923rhAcHn9vCViwDsE8s3oG12yVyBMdihdmCLrFZbZqlCIUgzdbum+bWeDXoLFGmjMOIuK4yP15xRNlHjmD/dNzr5vNLdD7b5UHkdC3XJ3F+exrpiDzKnZfTzdX19Emu2UvXY7T7duM9Vxe/TTzK/affQu1iDdx4MJGna7qR28cH55xny6Y5D4AcYnIkostLqM9dC+QIjsPMcrWFvQXHcW+5Vpe115ZKs959S1kmp6UXnjvNf7n+FJsxhrt16SwnXghQg5QcuH3QJE+jKFYiyBEciU57C6ZGUFbFRIt7WjtQcwuMcN/8ZzvVKbZOj/v7SM83Z30eXghQk1Af6a4h5a5zNSlaIw74kCPYLx32FhzNNF2Ln+Xb2XWNb73qQyh4dYvP35/l5Cp+lvR7uhfQF0vb0ZQqb7bgEEoWcgTH4vTrb+8v1KkPH87y4sU8IOe7H3+RH775qlvFAAAAALbIyrMFAQAAAPbFwHsLAgAAAGyPlfYWFDmd8tcCKEkDsBdC7d8iF7myMy0+WUIvOaU/gByWyE/tMmunKcEtB1mqT9d1F06nU7byFkpTkhfACFg6Mq1tn8/nWbu3yoGWNlYvvwxL/XpjuSbYHz3kJ0fZmNLnKG9rtVnkpR8z5ar1bQ9pyzkK1HSchgJbxarkaMf836fvfp6pfLQ0oXqllK0eWF9e9An7p1AfqLUAABB5SURBVLX8lA7oLW0PK9ExmFuuGvVLuSNui8UKBQuOgqY4WaxLSyy/1nOsx2vIKbIOJZTIT0kZuVa1LVi7oIyZctVqtmBuw9AaoGt+dRUsgL1jsUJpLHElWohZy1rLJgMrsJIrP6VKT0qJi6X186/ZtkOWO+0zMlWHLjFXJQ01x7RLY4AjkGv5tX6vJT++u7618uOXgbIFMXIHGBZFKSVn2rFQuS3lR5MRZKctM+Wqxd6CJdp56KHTCMagZsDnVtMsocYsotjgZM+TQPZwHSO3a+RnGbH3FfFWx2Ee0P7xLKcv2k5NzdXOe4y6AXpRMnCIucn940spfXFpwfEtFCFiLY/NGvJT632Vyt+vM+18uygxVyIvGhVW2oCwXAE84XbylnNTx2KuD2ucSuql1lJmcWtADjny46cRWf6+Gk1+sKS1o2vMVaoBhc7BcgVHIxTfEZMPbeBiSa+dHzo3N88pDcoP9KSG/ITSpNpzjuVqTflBHtuizhZ8IXW1WctDxHIFRyKnHVsGJzXJqVvt86zQJxybXvKTmyamCIUUNQu07+0xj7ka8BmmRgI0PNgKsY4+5K7o2b5HVVRS7hys2cdgJPkZzcVnJeUKXLt+e0FRrvrcWDT2bVPyXPaWpgSLC6BGPqVpLK7AGuXk4sa87IGR2zXy005WlnpxlrIX+dkCs42bAQAAAKCcmXKFXgsAAABQztxy1Um7yp0C6p7P9FGAJ6yy0FNmkE8YGUvc3lbZwzXshS57C+Y0ZqtPeoTAQIBSYp1ganHD0piYkgUQLfUD2AMhGcmViSWr1ef0CzA2Xda5sk5LXZonwFbIkYnSjrtkEdHQsVT5qXV/1pLX1DT8UBr6l31iWestd8kEi0xZ21SLdyXteR267C0okt/RW1eH9tMBbJHe28QcocP1V5vPmUl2hPtzNFJb2Fifec+2kSpLW4KktN1DXbrtLaiZP3MWb8vZ2wlgS5R06tq2GrG1f9ZadHMtefXLze076Gv2h7ucR0wmLMsp5KzQHjueUpysSzvkrrkF7emyt+DSxkYjAcgjtfBuzUU3UwsnbhUULJjkJOVJ0ZR5/9ySWK4SaLdj0DXmqraLgga0HiVBm3tLU0KrgYbfoS51e+SgWQBGls2c8ILW1zJyWy1hK9fjPtelq6rXaB+1J33B+nTZW9CllrY+cucNEKJE6em9tcve5YrgdhApU5xL2oNViSstKxSAT9tdl+57C4YaUYiQOZVGA0fBH+EvsUDVWNYhVl4srmVrbL3+EKfEypp7/t5kAux031uwhuVqreBcgBGwjn5bDUq2IHP+i6yHhQK2Q67SY4lhtMhbbQVrqUsT2tEl5solx3KlzegAgPEY0TUxlT99tsILad/kttVUW8hN10OxcsuiPa/D3HLVuQI5ilVJACTAqOS0Y4uLrwauQmIhpbyUKji1KCmTF9E+qdlWl8ZBpkJhLFgND7TndZhbrho+hyXafWyaK/Sn10tr5DRLySmzZERdev7Sei3J72hspa1aGfl6arbV2HlLyxn5HoKd2cbNLfYWBAAAADgKM+UKAAAAAMqZKVet9hZ0WRorQswVHJ0aMpDKo7SMknTINIxOD5mrkbe1DGSuLd32FrwowziDIbU6LbMg4AiUrN5cY2VnZhrBUeklcy1Wp0dux2DovQWZZgpQvnpzyTImJQuP9l6sFKA1vWSutJySfKEvXfcWnKipENGI4AiUKjCpteL832MDFut6Pgx4YA/0krladbPWD/qwyt6ClgeeEw9CA4K9k1JgStfGCSlLsXXmaoC1C0anh8yVenUs9bPkicy1o+vegjn7BKYaJI0AjoK1A87d88ySX+h7akHfXJc/Mg0j0UvmRGyykBt8HlqFPnUO1KPb3oKhmQw83G1SEojZInizFiNfj9X10CJOI5Vv7CWAbNdl5DZawsjX00vmYL90W+fqfD5f/E3HYriCdDqdmDoKILZRaW76Grj5Tq5FgD3QS+am8yyyM70TW8R0wXJW2VuwZARgDboF2BsWF96EZcDSIi4j9PJBTmGL9JQ57TyL7KTkDdlbl657C4rU74RpQLB3fJeINSjd/547iInl7/6upfPLjZ0DMBo9ZS6UZ+570bV6IWvro84WbIHv4itNj9sBjooWd5JSfNzOtkWHa8mTjh62Si+Ziw1OLOCSH48u61yJ5K9U6wbAW0bFAHsl5pYLdfopF8OacrNk+jlAD0aSuVRMVczqlSobmWvHTLnqsbegRmmwIA1hHUru+8jPauTryYm7CB3vKV+5rkewMXIbLWHk6+klcyWWX6ss+3HK0JfZbMHzRx4CAAAAQCkz5QrdCgAAAKCcbutcudTyPbegV916xrwQl7Y/ajxT61o6PVijHOTi2Iz8HiotZ+S6HY1h9xaMpXep7Usumcpack2WcmqsRsz03O1TEoxaK1C1Zjtdq/3R9kGjVV+/1qr4Pft63ilpuu0taBkxrjGtu3QWRWh2Y+j80DkxZTG05lCrRelgTLRnlrtmlbXDt8pDaYD8yLjLvVin3rtp93AP9kyvvr5UXksX8PXzb9HXl/YLR6bb3oKpvK0r4raYOmrtPGPpLNNuY40+dlz7nur8ay/WCutS2vGm2mWonaTOsdYxVrfRcJWqXFlBtrZBr76+lJJyevX1tO081ll3IYPUeh5LG3bMjeKek6P4pMqzrFMSqqOfPlQHf/Ttl+/mC+OTUnhKXHOxdhdr29ap6DGWjNJLykh9riELKFhj06uv77Wm1Jp9Pe08zSp7Cy7B7+Rba+bW0bjFQmD9vuSaNPO0XzeEYltYO+ucDi+ljIXads6LI5ZnqXUsB639hz67aZa8kFCwtkHLvl7L32oYyFHi1uzrtUE+bf6SrnsLlliZUqPZmg81t36lguCen/My9H3qa5JTvmXEGErTi5Gvx+ruaykHvrUn5Erca4cbetba9bVWsHq11ZHTLKVlX7+EXu7HUvYk063ptregSH7MlZamZQPLaTQpIajZAFMvM+381DEEZLtY4qQs6XNkbqnCtPVOueT+wrj07Ou1cI5a9O7rsczaGT7myqflQ821PPlp3YZXaga2xsDE6OFygX5YFWgRezvNLXPJoGa09peKl1miSI52raDTuq/3z53yTbWPXLlbs6/fo4W6JsPsLZiidjCgRoli4wrYdF6JRaCkXrGyQnkjCNvDt1JaRs6hWCLrs/c7zpJ2M+Iot/XgbKRrhTCt+3r3fL/cWDspcQvS14/JPKD941lOX7RxvS116WkNbe2Yq1jwYK26ldw3TYgRtm2juYJTirfbDpZYYXIUpdJ0a6P1KSXXDOPTo6+3KFCW45Z0Pft63ik2lJgrkReNCss1h7pxIaERQI/6hUy1vrD1CHK01s3/ro20EIptEHMdh55nSsEJuRqtMhdTPlKj9dgI3KfXwElTPkvjcmB81u7ra7wrevX1qRhN3ik63XyAuVq5+2IozTOHnHJKRx4l55fet9aUlDOy4I18PSUyYFF4QmmWyIKlPr3bwcjtroRebXXkNEto3dfX6Nct5/Tuf/YmR62ZbdzccrYgAAAAwN6ZKVfoVgAAAADlKMpVH+0q5h/WzksdA4A5OXK15Lw10gBshRbte4S4LwjTLebKD3pbGjzKLAU4EpaOMBRHtWQmUUrW1ghOB+hFznpYsYknJfmnyoOx6bq3oDvjwG1UodlJPpaZHAB7JWfWqH/MKjtWZSk3QJ1RMmwRrW1b1paztvec/DVylL9U3hgs6tJ1b8GLYjJGxLGpnnTaADqptXhCsmNZw8c9N9eqhrULtsooCghrGI5P170FY1arCW09kZgiRoMC0FkSrxhbPy3l0k919LEBEvIMo1KyoGxKCSoZaLRQpFDO6tN1r5uYslS6EjKNAiDMklgrLZ1VYbPGn/j9AfIMR8MyOKkxAElZoKEuq+wtqGn2JR0rHfF6lARijhy8uYXrqTELz+J6s8RvxaxX1tE55LGFNprDyNez1HUd87Ss9d7SZJR3aDtW2VvQj9NIBdeGOnsaBRwFq5tBSzOd5x9zj4fS+WWEyrMocVoaTUlDtmFtSgLNa1qXmKG7fbrvLeg3QLcx+eeKhE2kNBoAGyEZS6WJfffJtVxZguSRcdgSvnVtiScmN844d4ahpRxYxmwR0Z7ELFOhc0XKprwC7J0cJeZ0OiUVHLcD9o+F8nNl2v1uqZNfPrINWyYnvilmxYVtos4WfCHtH6hmmbK6HACOSO7oVGTZJuM5I+mY7KZmF4ZgNA1HoVegOa74fsxjrhrcX80tEfrsH/NNrWjzcDRiilJIHko6Sl9OYyPpnLgvOm7YMkvc6bnpl5afyiMlp7FzIA9Fuap/Y333gqWc2GiXh78+Jc9g5Oc28vXkysrSfGLnWWNAcn63nnN0Rm6jJWzlenLKzJWPWrKBDI7HqjFXAAAAAHtjplyhuwIAAACUM7dcNdauRvA/A6xNzlo1rcvcajkAS6kZzzQCI9Xl6HTdWzCHGguyAWyNUAC4pdO0Lm+QOi9WFrIIW6Vk8c2SySKlq8hb0yGD26Dr3oKWda38wHUtTWjBUYAtkFJwQkqQdXXo2DHtuKWcpTP+1poxWDIDitmN+6S0XecqQEvkh3a3H7rvLZj7gnDT0enB1kltb2Ft46WddYkMlWz7YVm/rjWldaCv2S+WQYhFLrUdDGq1FyzH+6Db3oIlHd3SFxDAaMQW5fQX7UzlkyNHoe8WF4d1ZF+6GnsL/HJzFSYUrH2SGmyUuOaseVhdjLlW1tQx2vA6dNlbsEYnRUcHRyXmTvfd5anO2h/ktGIPyskergE+Y1V6SnZC8LFYjEsXHI2t+Uh7HYcuMVexzj0n9iQUd0Vj6k9J0Obe0izFbd9LVzmPWXljxyzKVq0V4EfB+kKcjrV8YW2lrVoZ+Xqs7r412/ZIbnVYRte9BZeY6kcSAIBalLy8c91bobSaPJaWFQrAH1FWCW4HkXCbzU2fUg4tA6jcMmF8uuwtKGKbKZhKjwkU9kZJx5t7fizmCsLQv+yLHDdcjVhE/7ylChbtcVt02Vswlm+so891GwJsidyON6UkpWKuao6gLeVOZa8ho1pIARarY+O7IS3ekCXW2FrWXN5z26TrOlcaKeVJhI4O9kdux7t0JF1zBJ1Tbu3ycnBdNihWMKHFellkZ/pf6pK3lKWVO6WhXW6LueWqcwUsDdwfYYR+Axid1Ms+RyGIyY4fDxJS5ELlWF2HMdkMndeTknLpU/ZJ7N0RkqWUgrMkzMX/nor/0qyxlry1vKA9c8tV52eQq93TSMag10tr5DQl5E7eKD3PfSEsSZ8DspnP3u7zyNdT0t4tCk9OOUvy9Y+P3A5A2bh5lL0FAQAAALbITLkCAAAAgHJmylXrvQUBAAAA9sxMuTp/xC0IAAAAUIoSc7VGNQAAAAD2ATFXAAAAABVhtiAAAABAReYxV+hWAAAAAMUoyhXaFQAAAEApxFwBAAAAVGRuuVqjFgAAAAA7YW65QrsCAAAAKIbZggAAAAAVIeYKAAAAoCLsLQgAAABQEfYWBAAAAKgIewsCAAAAVGTwmKtHuTud5JT8u5PHYFrtt1b1dMtau/we5SwtN5W+5z10y8ttb62uY16fu3daHWP55pS9RN4AAGDi/wDaQYbdHCxUIgAAAABJRU5ErkJggg==

白云悠悠 发表于 2023-8-18 15:47


白云悠悠 发表于 2023-8-18 15:48

收庚万亩 发表于 2023-8-18 15:28
你要说明你是想怎么样测,要不然没有几个人参加解答的。还有,你最好是上传六爻卦截图,都没有卦象怎么测算 ...

是预测今天晚上七星彩票开什么号码!
页: [1]
查看完整版本: 2023年8月18日095期中国体育彩票七星彩预测