胡立阳地心引力公式
怎样才能把胡立阳的立阳地心引力线设置在同花顺上——急急急详细的... 详细的展开
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[*]胡立阳
[*]地心引力
[*]同花顺
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输入：(MA(C，30)+MA(C，72))/2；地心引力区1：地心引力线*1.1；地心引力区2：地心引力线*0.9；大盘指数：C。就可以。
XG2:(MA(C,30)+MA(C,72))/2*1.2,COLORGREEN;XG1:(MA(C,30)+MA(C,72))/2*1.1,COLORYELLOW;XG0:(MA(C,30)+MA(C,72))/2,COLORWHITE;XG3:(MA(C,30)+MA(C,72))/2*0.9,COLORYELLOW;XG4:(MA(C,30)+MA(C,72))/2*0.8,COLORRED;
立阳地心引力线设置表格：
https://iknow-pic.cdn.bcebos.com/a8773912b31bb05194cd0854267adab44bede0e5?x-bce-process%3Dimage%2Fresize%2Cm_lfit%2Cw_600%2Ch_800%2Climit_1%2Fquality%2Cq_85%2Fformat%2Cf_jpg
扩展资料：
地心引力线也是大盘的趋势线。假若地心引力线数值持续递增，会表示大盘仍是处在多方区域。但如果这个数值出现了翻转递减现象。
从递减的第一天开始，大盘已经转为偏空的下滑走势，非常灵验。当大盘又由上档“地心引力区”拉回时，它将成为初期支撑线；当大盘由底部向上吸回的时候，它则将成为暂时的阻力线。
说明：上证指数在经历了长达5年的熊市后，2006年5月8日指数向上冲进了10%的“地心引力区”，进入“外太空区”长达20天之久，其后果然形成了一波前所未有的大牛市行情。
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8lXE2Gz9DWGSITvTQ+yMbGqtlWe5oqLTebtiQ8nKhKPMMNrwY3r0G+W86tbZ2U+LfytRSvqm1PmkhNtzL6pUTe8tDxca3XctzG9rZo2xNefnOKT4QTT2DP7qJn86QeYmNjnoofD2OutkUJN1XzWBTzaCJMeDRpHqO/duN8TjUJDyfNowkfrxY53MU/VdsWPeJ5VUUJr6rwYRM6PbxcSPg2UyMXzK5y7kRY57zkk9zZFV1K1yaGKXeKTBRWyTUnz6NlwsOwSm7uiOsHuW/fRc7VYV2+VlOrEh7pEQ7bXK5WDWOFsfK1yTqfrJr7vXxVh4k8z2Jw9QrRP6lraX4fz9GW8+0n4ZEJ7yU+Y15NeBiFKz2P9GQJdXYMqUU1xkwnH4Uq4WFYW8E4M03q5UV7wmuh5voYWm6qda5q6m6eoy2vVqNEnnux5Ty/WM63roTj97u4751GDHH5rHPeSSzjmNNvamUO27ErMtFSz3lxm3DKS7ydPJckvBaFdyY8rHNeOt6BP52dRiXyJM9iJ49FKc41f5HXQ1sSecbm2709nJDwkHv+RI+q64ffiv9tveRHIq+iaIHXX4u247d4XtW1Cn7I848hJvoPeW31KJPiOrzZy6tQJfI8o9yU2KnTXN3o5WljIq+VuoEXes7OFMf26718je9T3h74v4VLP/JuLuEmiv4Fc3ZGYcLpo2sRtdykuY64r477PazLcw92TcJTfkDH1Z6H29mp/k6sePtP83YiexXec/YodWrCI/O3xE4TneI5Hw3+6vwsLTMnec49O88jsZ2ROdFzWn8lsevbe4LnjC5X2LxDTajDj6X45Zxj8xT2Uc/JoctS/Hj4zfwjVdSf2Dh5Y46jfJPw0Kg/+vEBO48F3SicEy619UpRmQ+xuUEwsXBJwiPzQdD1Mf8951j9oTYfgP1bOGPpxZzl6tXmaNB1juvfcdTb/37Yv4RTwW/wv+XE1ZGQay026iJvZxaBPwhMJ6wJNYnGiTiqZqpJgvDabCFWWIXVVGJyMbndG8w5iXxNEg2DpdvSCQtf4Bue5gSqJJpvSKIH/h8vT8LWA1iHN/l6+Tqb8FDpGz1PJyzn3uDt3y5hJXG8Y1MJiy3X+Xppe6Kfwf66JPC24yRaHHjpRJBE8zxtpyQUwe0CVdcTDW9djU8tTycmvv2H12NSiQm7KuGpxMTOv3m+vT2SUL7eeruIgivxW2xPmus/c8wOLFwYT8E+OwDSqVckelR0suck6+WeY0OSsJI4dR6e6OV5uc6LDlcvF8ePe05sXOrtSScsMfWHZCBNJSz8kjo3H0GPTVgS/2KvH5kkYXl58LsUTxKWtyS/9Zz+SRKTh9aLaI/1D4l5DPptYmLnrz2nLAlrExNbfuXssRmQJCbsl14/Oo9C3iYmLwN+7nmcsP/kGCbrnxGH+F/+U++FXOO4+mkir9R7YFdbrtVPvD30uzyM/kM4517g7KHnIvMO0N8dNz8W/VLG/iP4e5UtKvMjrx873w77q3A0/TC58OnwbYC/OGzOr3N1OOxK4fj5PJ9H7B7Gvz/zTz4XnOM5Pn8L6IqYf99z2v5G2OXC+X0Pe+z4wAP9G9i/TCDt+q6X503B60EyQIu3zuaPvcGjXYeCLrXcmG+l+CEwNwYa/U3OsvL0hTwsXiLyfB/7Bvp3oR78Zl9U/144e2dhz662ZPRr2DJAo8Gor/LXcaUPADFAW36m55y7H+i3MT+DrZXH5ldTvkg4sfcVz3lBsg/lXwun776ELbuhi2bZh61fCefIF7AHTsnYh6pfShkffh69llOeD/mF4+Yz6NldypHRPWx+LmV0fJqN40p3U/6pcGz4lJcnHuaCfiKcs0+HT3dl1cX2QleOTqtz+wB9QSxzKpVYeV6wFWA/jvnJ8BlSxl4ZY37kyuok4ejCCNXK3/Nd0ZyIr608/T4H9oOY8+U05kxag50nnHbJRX8PKbM3kz/n2pI2x1Oh49rWf47j0Uc85+Zf7P2ecC7iH0aZnC9+ln77rpTZO5Y6HFc27r4jFFuO4a994EVG8uzsmH/Ac3JkKuzbwvkdxT+xm2qYTKIUcWl/R7LvuFJZyDeEYsN7qWO2rYl39aCvO27ejR/FL7hNy+Ys+UMMvJM/4kc5EPGXeOVnNGOC5zq0TLAyb2PTJvtomZSt/Oi7t3LQcg6IjPtpcxh25tyOOcxjDH2L5/jpzZ6j/43okf6W9r7Jc7bkso0PDtt8jw/pQzmnXXaw53UxpKwPRq/j9ReBInMgeiXOeMCJP3RQxmcH+HoReo3XA98XbttFPfulOLnp/eNeosgxZF7FxvqZrZTtj3r34pjtrzgf/YFeGurjoTcWxzjTjTIbPxgqeed+Rs3FpjjO9dwEG/sg6/Ou03N0FJC3+Uu7bLvtMdsn8YOz1nH/cETrOdjjxkkmhSZ6tJ4Ft+MtzLbDHtNqJv7cWcq00dlry2Y69Uocy563CwcZHu7dDFXqcuMQEuiQXJD4FkW+HtmbykGJb7HN1hOXp9C/GYuVdudZEZ2FS9yLPfZ4LMN3eWqWHwHkCra/JObdT3sBscfUiI/4BN5N+Z8xk3CfD9s8ZjuBfbV4f6vnjEXjtM2ez3ZznevNVGLPp66NnqNjI2PrRLz/gueYzGxY4/U+6zk6NnDOlnh/fYqvg3fE+2Oeo2OU8cXFgbH3de6QViWuc8QBVho1XJenbJJ4HvIcDw7hxDgOzJqEGz1I7BIH4jvTX+eqH3tsHNCWZzyntj5y1cYn9zlPec75T6FfxlOx5wnPkZWyxIp08KN2a4vqMc6P4009nHCteDEVx5VSqz2HraZvbHxQwYN1blbRvzY+qOt+zzHjfvbjeND31rlaiSGvlX1OWlHnegXAcWZeeY6Ou+MPSXLGMs8ZQJfRN1Ye/yzxnD5ZSrVe/50JZ1YPZcuxbbHnyC5Cl9zH0Cx9e4ovZN/J88HRcz7a3Ibdrl4+qNW5WoCtcKJTqUSe47fgnYNjuUSe/Zv5ZznHE47uGzgfPbREyzOg+8Gvh8V66pz65MOc5cRpIh8ofS39K3aip861Ca7xH17Rl8hT29X4Odaf4lrLc9N/cXz+N2yKubrN2wn/q28veVnXL/e5sZ3pdnHelfCD5HzsTPSwe0XC+ZAtx90vuJzLrpXnjDS/LOYSc0k/mkD/ETsOlHOJxkSeungOSj7EJ5w6L0FUPoiL/xM9xObF9K/Vg6I6V+a36HL28IFe6pEffvgNOuB4L8WZDSDPO769iTw+4wO9s4fz0pz7Tauf7uEdQvxD/udwZ8/2/GcJl3cO8S8w5kJscnYy0SLh2lzAs6Xzj9IJp03cV8Z+S3Olf0T7/1te6fPxkbsPMHqR18/2PHR5OxPOxeVcmfhh5Xg56eXh5wgX/xO/SZ4yieL72G/10y8Jp7++w2UotieT6MEHZyMnHLcGiTw6vs05zk4m0vh66dtvUZ+3P8Xl/tHKc5XUdyTyhvvHwD6fMB9IJRwfnIWu2M40N18TziCDGjsWWVV06lcpHCA7tDk9Xp2J3yzH5kQ/Os5AEk5cmboeovXL3L1a+bR+Wv8lYs7pT9VLZV90evBOiuOzz2OHq5eJWNZIa5v5HOdYjv9SPPgsr+8cT43D6P4Mtu4v53P/v1S29mf0p/xEL5l4FlMmiepPcjdt9chENc+ZxPcJ2n8AnWhkYpvnxP/p1GH1076EI3Yqx2I76/LwU6RdhllGlFPywckgq0dm0nr9+PYkJqg5/SZKOOxEPgQIp+syd3l5+urjlJ08M3s9x2cf835ggl+dK3U8MgcQOwREZrmXJz4+EgROj8w09jwwwXGRt5OJjp7jk2N5AJX2yk1c/boZ6A/hT2dPitN3H0TWcjxRl4czvlhuMibhyB6DPfY+XiZ2+nozyhwdxXbKRFDPA5N5f3riaMIzwVF82NpfnC8TTT3H/iN5Jrf66beEZ7V+bxTbST+n+XsYr6weeoB7CffLKP1u7LF6uEtJOD55F46xXCbWenmdMe/gg+D++BX3Z5L7EyaFHqHDyNnDLJM/yAkEjkzx/aeUZeovXXZoil8rZZnxyBIJuZHghPpU4UZTi+2MSvdixSZgMuOx0dRlmbHppi6LfDLVWWZ4BlFk6+VCk0yN5qv38YwQh5J9xHx9KjU8mXrNjcASPyXbzjiNp2pz87AkNYX7w+g9RPRsN4M0NRWcwGaKeDzjtMHUcTfVXG7MuD/SqRmtDaamM4tgh1PZmbFwNAoOlsThwl6fYetm8NoLXHqqvMwEJgHtjUp6av2gm4rveGoqfqOp+42m+suMZV7sxvXWlwY0WkrALJEdLj2QGdQEvNVDvCVLFWTGNS/lDyJZyZ360gaZoc3Aay98zKxOlkI0WjohM7357IZ8YLI6WOGXWjRamiEzyWs7WMrhln7IhVLua/RKv/Sj0VIRO4M9nrFMYiRLS9yMdxmoiYeMvtcvRZEZ8pKYkkYt2y1dGXsdiekGrtRSl3hpjB3w0zPtB4d3vJSm0dIbWapDQFn9DKXJUh1mYO5waY/lOtpX7NxuKZBdIhRYnl46tMYtNZKBxWRSS40aLU1qtJRJlj5pFe4rA2l66RMzzHe4VKrR0iq3FEuWVmVMi9EP+qVYjZZuNVrqNShLw0ywj4wPOqtW+6VhjZaSpZeeqWDq6u2WpEXVvcWfU4OdVvslbOmlbS1B9qHtlrwF0V4inwmzD3WllsjVMrJ0jn5JLZ2TJXW1qpt5lV5q12hpnizl80v20kv5Gi39a7RUML20cKoKH00vOdym7VJEk16K2GjpYqOljrI00kyEvbjfZHab9oRfMtloKWWjpZeyVHNLFPRkUVSb1vKUX6qZXtrJUtCn/JLPRktBZenopNkyT/yfXjqaXmq669TgGb8EtdHSVFnKGsRLVtNLWRstfW20VFaW3G7cGnaKPemltY2W4sqS3h0t3W201FeWDI+HYUFux9NLgxstJcafO1x6LEuVJ8z63BT839Exe4SxtSo2N1ravJYl0jtaCi3cjI7OkfFhXltbBT010dPPEuwdLbUWvqOl2TRnSqn03Cy2hlxchx77Ek94g6XfLQ2WircQu3uIDS9bWp5tsBQ922jperlc3l30vGype6bB0viGS+kbLL0PBp5/fpfpfDnyMS510d6g0dL+Bv8rAI39LEdvw2/b/a8D9FD8Infuy/5XAwPxCze/fDyul9sA1SIm+FgQLj9sysrW962U5QfPyNb3lZTlJ22QDVzuIZq/pgeaHmh6oOmBpgeaHmh6oOmBpgeaHmh6oOmBpgeaHmh6oOmBpgeaHmh6oOmBpgeaHmh6oOmBpgeaHmh6oOmBpgeaHmh64H/HA/8HhPS3s9fMQ5EAAAAASUVORK5CYII=
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