xiaoxiaoliu 发表于 2022-12-10 15:20:16

13149132000 发表于 2022-12-9 00:05
能不能把macd的设置发张图片,感谢!折腾一晚上,看不懂

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:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAV8AAAGXCAYAAAAUDlNYAAAgAElEQVR4nOy9X2gbWb7v+7ExIjSN8B0muAlCD3fkhlR0vHuGHJCVBzMMrSNnguiHUAzZ0MOmTQJmnIQ2Dd10YGhIk4E5buJ4riFB4dINE2aLPATRE2sUmtl+aFlww+w93kqF21afByGaNpm7r68IIQgT34eqkqpKVfpvS3b/PiASV61aa9WvVn3rt35rVa2RvbfZQxAEQegLI4/aSze6v9UQBEEQ3Bjjz9VB10EQBOHw80tfR8nF8xUEQRgAIr6CIAgDYKxTV1kQBEHoHfF8BUEQBoAMuAmCIPQDGXATBEEYfkR8BUEQBoCIryAIggvFlRlGfDMsF80tGS75fJxZKTY7rG1G9qpVeb1YEATBhbV5H2dJs7cat/3fFSPm2+7rxWN9qqMgCMKRY/b9JaLKDZYTW6SSczyseghvF4j4CoIgeBFa4POl+0wmFrmYrjLbx6wl5isIgtCEracbANxJZ/qar8R8BUEQvMjMM5KAh9UED3wJSFe57RV56DDmK+IrCILgSoZLVsGtCfGqe/ihQ/GVsIMgCIILa/MJ7kwv8YHp6cbf5+Z0krPz/Qk/iOcrCILQD8TzFQRBGH5kqtlR5JZ8JnQouNzko1U/lGvUxAbrudwBVqR9ZqLRAylHxPeoccvX/KYXDg6va/FDukYe57qeyzFz/j8HUKHWrN8/GAGWsIMgCMIAEPEVBEEYACK+giAIA0BivoIgCH1k7+320onnKwiCMABEfIVGMvOM+Hz138wKRfRvm1q3X+rvd0Zs+V/KmB+z9jX8+lGuNe9+fRxb2C/ehGdtfk/sj7+BC45tP43AH9/se61a8udq05+Ir9AmRb55Mug66NxJzLM26EoI+8eFWfjkx83TfHLBPc3/fAzLF+Cn5oY3Ifu/w//8pt+17JkW4pvhks9s6Nb/W/f7HEttFFmeqf/t5b3Yj6lTXJmpeVqtKbI8Y/WG3OrYmrV5h/fj9Pws3p/1GPfzan6cjcw8I+3Ut7jCGZd81ub77326svGULYpoGx77G+xlv7bONlCvc/36jcys0PT2mEvzcM78I8kDM4+uy7ZiqUef3tsXeuDeGhDz9lb/+BsIPYbf/qP+9zPjlz0N/Aiy5raY4+/fDMYLdqHDAbckZ31Jy9/T3NSq7IW8jwgtrLO30Gb2mXkmF+GmtkCTLCmuzDC5qCvBxXSVvbi5/QaFpbvcbrM4k9nVKsz7OLOi8fWCUfKcZbmQ4gpn3ms87qLxtaPiygy/5q5+bGaekXRCP9bjuBrxVbaWZpicz3gvTQIU1+7D+bu6Taz5HxhP+CZzkoLbrsw8I4mkY+MGV5UZ0Na5UpyvXSuTOwkfpKt8sPUeV81dG4v1/3sweXIasCTqpWzrxqdpUkayi4mDtKvgyW/v6d7thW/gnmX7Jxeg+Ke68AL88x8OvHr9wNPz1T27BHdIctbn48zKFjDHw2qVvdpvnSsh9JtgfsXwHhSubmxwVWnh9Tmp3UjGsS5epOmdhhbW2atWLZ4QQJE/398gt6h4HteM2dVqTXiLW0+Inmwm/zp3Enr+k4uWchNJSCb0/yuL5Iy61Twrx29ycaOe3tVjLvLn+6DO6vVZSycPVCCi07rgaemn5Gp/1ylu1WMR0SWNrSVz/wZaUa+vycW0xk1jd2HLfk2iS5rjejZjGiXUv7JzyaRxneZ4R7R3wPwY8oaHOv8jWDa915/Ut83/Sv9/PtJ4zDOnh/tjyBthiJ9GLMcMHk/xnV2tsldNc9EQ3K8XJoEnfOMWKth6QvTkLFfWzWMMj3i9uQdrsjavi1Z0SbMIu+WXnoPpJT5faJJb5jOunko7jtVvuPBkO7UwT2aFXy/Wxa4ZF9PWsuq2qm3TltBfUgwZtjHOZc5ZT/23tTRdz9O0XeYzrm6c4k39Dx4k66J/1vL//R44upN0epg65lf+OyX3tMO6JhP6g2ouXXvo973suURfl4kRuuEfEPkDHG/1yzqO+9a+/8q3A6l9J3Qw4BbnnTl3r3Ry8RTXTGHMpLljdP2WMyucaRYPnc9QXJnhbNIQ+MnPGmJua/M+vZtdE/K6F2kTnwQ8XI1jizlnPuMqlu9xulCL3c6sUCTDJWWRcNrw6E1Cs6gsMmnxSGdXm3zRvnbcAl87H0DxBBefbLn0CIr8+f4ph+dVZPlGXfSKKze4YxHuh3P2B8DXzR5OXRI+darp3/pDWn/QsKg0dPPtWB5C3YZNjF7Cpcw+lO16XYTDwU/sXu/yTwZdoZa0FfP9ZmWGB5Pr3F6tsrfaPO3aFlycnoZTcDU9yV61/lGNtXkfDxJO0YrXY8LxVba2ZhjxpXmYhrOJpC2mq6PfRFcosjyjkGIazt91F574quPYRmZXq+y9b8Zm49yuun3wxCxTp7gyw4jHjX7H1+ghRpcssWTivHMqwe8zC3Y7ZD7j6qkE1o8rF1fe4+qpOS5ugCnOD9cPuF988iRRMLrl0ygnHfttcddpLs7BnWR3HmlT5tJsnbxRE1g9dPBZf8veuM+fiwv2B69w8HxyQQ8vtOLbx9Y/4Lhl6PrCLPyy7zXrK00937V5Peab4i63495xy3p8MsODpydRAOX9u9x8knYZydfz8RqlD82eJ0qSs+kEe9Um3mVmjRQQ/midz/mM5aJ9lgXFFc54zKhohvfsDGfMWePmtDMG7gx5mCEb+908+/4SBdt0qQyXEk+4+b79ZLeenuLhasK0DFfWPZYv2U8mJwnX/jjFm5P23da4anTpLh84xdlBrafR46yC3NNi38qux7H1WLEwYH57r4uww+HzfD3EVxfIBwk9jlkLKZixXJvIpLloHrVyAxKmPBhi0TBNKsSVj+YaVgKtiZ45SOUyCFWPaRZZToNq9IBDC6tcKX7GVc7zS7OqoQU+X4Krn9XmJBnT4syf+xSv0MJdbk47z1OPYzfGgfXBSHexVrxH70MLfL70xFiOpMjyTAKcoQ5gdtUqts76N8Z8R2ZWPArshRCKqU3TJ5lsmrZ92hnQ3C8ayj51CvMDgs7BOOGwcGRivno3u9HrdIv5Jrhj7N3ivCO+WmT5vUXCH7nEPZM3WC7WvZFf38dzIMocjKrluvIeWmKBN63l3Ehy0VFOaOEuN58kDC9bDynU83TxIosrXFqBK3fPk1Ks85vdxbFx9kfjYJ8XoYV1tk7eYMSnkDqvtY4fN9S/Mea7t97unL5OCPGmGeY9NdkwgKpP/9LJucRdZxP1KQx3EvoDAxoHQXOLSm2fK+aAm0H0ZKhvZXPyZM27z91fk7jvILkw2zhrwfUXazPDf0DkHvz7vta6Kzp8w6255zu74BBZzwGvOB8sQWqtWBs0+fqjU85Enmw9tQ9M6bHRtIuAGV72jTamvG0sMqk85Z2FkD5QVk3wwHi4eC8X3aXnC8ac5g0uzs2RW1QO7SuuoYWPatcf5ri55HjixFdtD07QY+C342Yvw9g4vcTNtqea6b2xXsq2M1n37jeestVuNYT+c2+tjZCDW9jB4KeRetih+F/6tk8u1F/A+Mvw3GcdvmShe75XnZunl+yT1oFaHFNbtQiyPj8T9Ngu761RtAp2MsFIE+8nuqT/O7uqj/qZYYPQwjqeq4C2MehG8Sm52ksVuqd7B2BuiZtPFrma8FGwDZqZzHkvI02R5ZnPGrauzRse2Fyavap+HrdXV40eAPaXOwZFfLVWN/1v60Br3L7P8MitL7ZccTjg3i/a2AcyYYErtqxbvaDTfdkN2xes9RCGn2+gNmX3HxAx1ODf83A8b0/623vw24OsW3u0fsnCNvexuedrJ87t6jpXQvVY5dmkOV8V92lYbYYd3CnWX/Kwxn7bIb7K3mrIOF73dPUpSQu16UnXnhovUdheJmnl+Rr7Z+a5ZAxWPki4T3eqTZtKpFu/liwIwqFHlo4/avyQ1gcbdmQNt0O6htt/624Nt186FkX9c/NrLF81EwRBGACyksVR43L1h7Ms+bDj5d3+kK7RD8XD7wIJOwiCMBDWc7lBV8GVrpeN7zDsIOIrCILQDyTmKwiCMPyI+AqCIAwAEV9BEIQBIOIrCIIwAER8BUEQBoCIryAIwgAQ8RUEQRgAIr6CIAgDQMRXEARhAIj4CoIgDAARX0EQhAEg4isIgjAARHwFQRAGQMvv+WpfPOerN15jITYK21VWPn3FL24dQ2kj82fZFyx/7+P6u2PAK9Z/94JH33lX5YItXz399tnXUacsyTZfcu3hKFc+9HG8jTr0G7GHIAj9oC8fU3+WfcHyl6+AUd7++DVmJtxSjTLz4evMtJvp9i6b340x9f0LriVfNexednykeeKcIYhDgNhDEIRWdCG+u9y7/Ny+6YSPK7fqnpf2xXPuPTZ3vuTaY+D0McPja49nf9+Fc8eYiY0yE7PsGDpPT+whCELneN79dsF4wbUvYeqcj8bucJ16t/p1rr9r5EFnIqOzy1+/hKmPh8dzE3sIgtBPPFVAsQiGLcb55SuebQMNXelXaH97xcTPTIHYpfAYOK3/Ve+KN8H0Bjd32WSUCxN6vm6xUWs326uLrX3xnHvf+Rq8Qvv2XVKXX7Jp7Juac8RUj5A9amy+5Fpy1/NcBUHYfzpzwSZ8/OJ0lXufPueRR3YXPtRv+mfZqi5oj19y7bEe+7xu6S7bB5+s7JJK7jZUzUsotC+e85VHdZW3xuDxLtq2rx533a7y1WOYmqsL7/a517huiJWWrfJsqs0u/CGzhyAIw0Ob4vuK9d9VOf7hsZoH2Cq99rdR3j4Hj773ceWNKst/2WXmrV2uJeHCrWN1cdt8WdumYIjU6TGmHttz3Ew+r3mnTibOeeyY8vH2iRds/v0VM4a4Pvv7LtuM8YspYPsV28DEG3UvUYm1s6rsIbWHydQxrt9qVWdBEPaTpuL7LPvCiHNW4ePXUBxd9AZO6F15si95dMLHFao8Ao7HXuM6oH3xEk4bomIeMzXGFC8pbIIyBc++H+XCu2MUHu/asu7O0xtF+dkoj/62y7OYj+NmKOCcEaOdGGPqRJVHyedsnmgMTxw9ewiCMCw0HXD76o3XuHD6BV+9ccwyXcpj+tTmS6491P9rCgZZ6/SnXQqPR3n7Y2eRY/z83CjLD6v8fMqH8u4xPa0z+y49veP/NMbEl1X+uulDndhl87tRpv7F9HSN6V7bVVY+repxUw8RPir2EARhOGg64KYA2hfOPa945BXjPOEzjj0GWLw5jO7ziTGuuMx51QXSEZt10LWnZ8Zl/2OXn7+xy/ZplzImfCzc8hldfkOoHWUdGXsIgjAUdDHPt7Wn18guf/3ylTHI5YIhkF9ZYrNOevH0lLfGIFnlTydeMXXWcsrbVVJ/H0O1lTnKhIfguXP47CGzHQRh8HQhvq09PSe6l+fjSpMbXXlrjHsPzdhsIz15ekYcdRMfv7LmMeEj/P1zrl02NzR7I82LQ2gPQRAGjqf42l+RtXuGnXp6x2PmtCrnnFpL8VPHuO4UEyMWuw3QxNODF1z7W7MBszHUW6+juuxpb7bCEbOHzHYQhIEzslet7g26EoIgCIeeXzp6un+uuqczkPdVBUEQBoCIryAIwgBoOuC2nssdVD0Gykw06rlPbCA2ALGB0H88Y77ruRzb29sHXZ+BMDEx4droxAZiAxAbCG0iMV9BEIThR8RXEARhAIj4CoIgDAARX0EQhAEg4isIgjAAuly9eJxwPIaCRjZTYKdp2iBRNUA5laPUsF2hks1QMDMIRlEjgTbrUEGzHtuQd4RAOU8qV3JL0BfGw3FigfIP2Ab71A7MurdVh0HbYJ/awSGzgdA5nYvveJh4TMEPgEJMtS8dWdGyZGytoEQuH0BVo1BrdG6NDSjlSJXMYuJEyNvyctvmUkHC8Qh+TaOsKITHSx6Nsnd2CnoZgfECO03LOII22M92QIlcyikU44TjCpWMU7g8K3i428Ehs4HQOR2Ir8XLSaUanvDBqErEr5F3CEVM8df+jqgqEetBMRUFtxu1W/Q6BspGfmWIx+Lg6RV0QDOP1DiPOnVP5EjZwJL/vreDYBQ1UG7qrQWjKoFyisYkR6QdDKsNhL7QnvgaXk4lnyJVChJVo/Wuk9EYy/kUDQ9qnKLS2O3SPbl+oHev/Nbydgpksn1sdG113XRvw8qRscFBtoNSjqw/jhr3u3bng1EVpZIl01DWEWoHw2wDoTXOly4ctCe+OwUyKXMhmxK5rJ+4+eQu50mlvF+99CsxHD1SAo6nfkVrqxae6F4FaNkUOWej2imQSVWIqirxXrxLSzjA6VXUy89Q2NmhkMnYDj0yNjjgdrBTyJAlTiRcJmNZR6kmOo7zOIrtYChtIPSFDmO+9UGAipYlVfATVSOeT2bo5GlvdGf91qMbG6ttW0VDqygo5EnlA6gN3T6TMvlUCqIqarSXgQezjhW0bIpMzanIkCqME46rqP7GwY+jZQPzHParHdjZKWTQJWy8tq2USzXEPINRlciRaQd2htMGgictXis2aevbDvV4VZl8KkfJVSTqlPN6DMoZ5/LCLd7Z8WCTZ3zMa4S5Tjvv9AejKpFAs1HlWi1dvKGjYYODage6rVsmtx5YF/0j0g6GzQZCG5hhhjbFty3PV3+ig96gVFQ/ejfTEWwyn7zWa95LvLNSGZ5uke5pBImqquuKGHV0z8La4TwqNjioduDm1XU+0r8/HFQ7GGYbCP2h7bCD+SR2H1CpB/hTFneg3l3yxj3NOIEAVPLt1q4J435jOlTrp35rnNN/Wud51GxwsO2gjxzadtBH+moDoVfaFl/nk9jeLdKf8t777TgHGQBHt0lBoUy2a6fP3h2uaFlK+AlUKlS6zbILjqINDrQd9MwRaAc9Mxw2EBrp6g23emMyY3+NuHeb2njiBqOoET9aNtdD49uhkElRsG4KKgQqZQ7yk9hH3Qb72g76wiFvB31hOGwgNNLRPF9zuKCcT9FkVlHX1F7TTHUhOiUNTYmhqp7RU7RsD828yeR6N+/FHGzqlKG2wQG1g544Iu2gJ/bbBkJfkJUskBUMQGwAYgOQ2Q490eFsB/mqmSAIwgAQ8RUEQRgAIr6CIAgDQMRXEARhAHgOuIE+0PBDoNkAg9hAbABiA6ENOhxwayq+giAIQpu0EF/nA7zLZYQEQRCEdlnP5Zg5/5+2bRLzFQRBGAAivoIgCANAxFcQBGEASMzXyq3may61zeUmo50HUYbQPkfkmg/rbIzDOIPkoGZ8iPia3PL1T9C88jqIMoT2OSLXfJi/PbGeyx2672V41bnfSNhBEARhAIj4CoIgDAARX0EQhIPmkwsS8z2KdDKQIa+TCsJgEPE9YnQ6kHFQgwuCINiRsEMriiuc8fkYqf3mWTuMZQjt84O65uOE41GCTdMEiar2NMGoSjSIvrRUPMz4vtbRymGrrzcivk3JcElZdCw0mORsX2+UgyhDaJ/DfM3HCcdVVNXyayk0OxQyZQJqnLAlYU2sACiRy0OklleQQKBMuY/LwI2H47Z6x8NetR6O+vaDAxDfDJf2UUiKKzOcWSk6ypthuQhr87pXcSnTZeaZNHeM/0aXNLaWpo2/kjzoNs9BlDFQDtn1P8TXPK7GUCp5UqlU7ZctB4g5hKpGMIoaDQIlcikNf8QQq2CUiF9Ds4pVKUe+oqAEYTysECBARFVRYwp+v0KsJpweZXkSJKqqxqKx9XrniVjEdJjq2z+aiK/9ptEb+QqXbF0ly29mhaJrPnE+WHrC2flOW1WR5Rmf/cYyu2q1vDL8/v55Pl8IWY4LoRhteXa1yl61yu14h0WbxW098dxX2HI/22Esozt+mNf/MF9zfzlPyrFU8k4hQ77sR4m08oBL5DIFdggSjfjR8oWG1bNLuRS5UhBFAS1rCGVWo1LRLMKZodDBstvBaIRAOU8qYy9vp5BpserzYOrbT1p7vsUVzsyssAXALLereoPeWpomuqSxZ/y9t75ACP0mdd6Yk4sbkEw03rAd3ZB6V40ljb1V/W5am7+BcneBUHGFM8681uZtZXXt/R5Sov16osv1PzRomrtalTSNij9AwGwPNQ/SyTjheATyeYjUu/HBqDWEUSLXR8FSAhXPetcYovr2k45nOxRXZvSbCQCFkUX9fxfTdQ8juqTxtc0b6ZUiyzMJ7syl2TPzLa7w4ORdbodgbf4+6slTjPgSlmPOs1Wt0s9aHCZy+QpqTEUBKlqWTJ9an1z/4aXidYl3KlTw4/cDOxAMBCiXc0DAliwYjREoZ8mUdoAyaiAIpRKlXIrSeJh4BPzhODHF31BETFXqf7h44F74qXjX26zXENW3n3QV87V5PNUqD+ca07h5QN16PWvzCldZYmu13n9c+2yRO4sKIz4f10/e5crCqq0+Fz9aaLzxiiucMeKBR55SzuhW5akosTYHX9pDrv9hpEKlAvrgk/n/OsGoSoR8/SFd0tD8SkPvqVLI1NpVmTL5VIpUvqwLmNmV76uQHbb6tk8PA24ZLnnG+SC0sG7cCHM8rN2oGjengbl0revYityiwtnkHA/X7TeTHs/TuDm35Ij5GaTne+jiHiVK5FIpUqksGgqxvk2zkes/bPi9Luy4v+5hBgMEKmXKNW/TTziuC5ldhHYolyEQ8Mh03I+/UqHi3O4ZInCngt+73gxfffvGb+/t90sWRSbfT/B7n4/r09PkNuCmVmWvg75gdHqa3EaSB5lVZp33a2YN3jduysw8I4lkfd/0SZduZ5yvqwvdnszhZDxMPKbgB6hoZDONAxP7h1z/gyQQGKew03h1g4qCv5ynhN6Fr5Sz9TYQUAhoWVIuYamdchkUI1Zhz5FoTAEt27Bn3O+n4nRTm1Cu+D3rzRDWt5907/kWtyh47AqzZkwgV5hUEtwBchsbwAZXlbo3oo9kZxwj6I5pSefvsrU0zZ2Eo7tYXOFMYrGW35mt9+td4fQcnJrUb7ziCme6nOoUmjzluS882Z9o4n6VUZs3aTS6VCrVMKLcE0f0+h/ma44Sa5gfG4yqRAJl8oaXWMql9K76eJh4JADlvMt4gPGSwk6BjOld+v36A3w8TFyNQD5VP65SoRKIoKoqMQXK5fZbWSGvgRJr8D7NebvDVt9+0tzznT7JpNe+4lNypxKEwBgJ19l6ugGJ9QYPY23ex4OEOShTZHlGQZsMASFuV6vcblKN0MI6D5/6OKvM82Z1lVmzfKa5qa1zxdleQyeJJtOsJdKcTTzhprauH9Mp8QQXSerisahYbDHHO11OXzuoMszpNT2Ns/0Qr/8hvuaZVJZwPIZ1LEmPbdpjmrogV9C0Mi5jUXpXv1yuvwQSjKJGoFxWiCl6rNTGToFMyutR3IKdAplUWa+3GrFUO1WbajZU9e0j3uJb3KJwapKQ7dbSb4SvKbI8k4SNJJcSVW6vVo3GXeSbJ3O8s9q80OLKe1w9lWavg4Y2u6px84nC2ZmTbK0vEIqvsmd8V3pt3sfZJ0v6doDQLOr0ImdvLLFVXdWnIs3A53fh18p9VLcb1pU4t7UlCra3kaa5qa12J+YHWEYu1WOM8wd7/Q/vNdff/kp59kigPlClC3IQvxqxiZ5JOV+vWTDgR8vq07X0HlVjesfBHQ5iedd7OOvbHzzFt7h2n3BiHRw3n+m1XD2VZm89xPKMj5EbRsPPfMbVUwn2WhQaWlhvmcblKK7cXSKlLDI5A1vrC2zN+zib1Kc57a1a6rYBF+fmILnI7zMLfLB1n9ypjxqEpL1iF/Y/TngQZXTID/r6H+FrXsqlqMtMiVyqteiUcvUH+U4hw0E6jYetvl7MRKOs37dv8xTfraeneGcBYIGv16G4ch+efsYZX5JwulrzWq6sV7mSmWdkZoWbp55w832r25Phki9hvEo5x8MWHpGdkJ63bVO9wa7N+7h+UmOvGqJ+003bBnRuJ2Ak4eMO09zU4hA62gMuYFzkPnxSUq6/IPQX5702sletdu6EHEWOyHpeQgcckWs+zOuhTUxMHLo13Lzq3JJfGgul/rm96y1fNRMEQRgA8jF1k8vV/V/i+yDKENpHrrkwQCTsIAhHgE7i/AdJs+77YaxzUzoMO4j4CoIg9IMW4ut82EjYQRAEYZ9Zz+WYOf+ftm0y4CYIgjAARHwFQRAGgIivIAjCABDxFQRBGAAivoIgCANAxFcQBGEAiPgKgiAMABFfQRCEg+aTC72Kb1H/nmuThRQ7ZW3esqRMi3xbpW2+36i75wKLjv0NS9E49vfRBk3r0adyxM6CMFi6Fl/9htM/XN0vaisSmCvdssikx6qzrdK23v8e3DVX1U1zMZkw1hQz9xsfDK8tR57kbO3GL7I8Yz2+ysNTi0z2XRj2pxyxsyAMnt6/7ZCZZ+TGyfoSLt1nxCXfDRTrEi/FFc4oT7lWdS6v0iptJ3npmB/n/nqh/nFu7SNzzTHjPBPw0OP4lvv7Rc/liJ0FYV9o8m2HhteLm4Ud1uYbu4jFlZn2un3FFc74HKvNtiKT5g6neNOq4KFJwiR54HTKWqXtJC+jvteT06iz5gEh3jwFd25YPLAbSZhLNL/hmy046UFXdjbLETsLwqHFU3xnE3OQTFvibxl+v7jBxY969XCb0MlN1Spty7wsS5YrT7lWtS+qOLtaZev8fSaNJdBT5zX2Vr1WfNRFI3p+tmPbdGbn7sux8QO0syAMG94x3/j73Jy2eDCZNHeml/ignRVnQwt8XW13heCmGaFM9yutc3+c20YccU87yXWfzxaLJDPP5OIG0SWNraVpcouKfb+FtXmFqyzx+UIXJ9yBnRvKETsLwqGlyYBbiF+en+ZOWleFtXS/PA6LJ+Qc3d546lhftoi2MY3iVmirtJ3kFVrg86VpcvfXjO5vhkuJJBfTVb5eCOmr7WpLsPheQxe/YdnyjmnPzp2XI3YWhGGm6WyH0Ox5osk0a2R4YIvV9YLFE6pW2TMHTkInifKEb6w3XXGLgjOm2E7aTvJyo7hFgTnesXqfoUnCbKBZ8uyXILSyc3fliAHbHo4AACAASURBVJ0FYajZq1b3vH/a3s1p9i7Oze0xl3ZPk57bY3ppb8u6TVvaizK9d1Nrlnfj7+EclnL0sqNLmiVP9i6m20jbcn9676Ktzum9izj2Y89va2l6D+b2Hrrm3+vP285NyxE7y09+w/N7G/3nsu/f/u3f9vZ+vFL//R//z14L8a3q4mq5Gc3fwzn2wPkzbpouRcG8eWv5WW86hyg0TdvOfuO8zJ/z/MzyGs7N5VjXNA15eexrZudW5Yid5Se/4fl1Ir4/XtmTNdwOgsw8I+lEk1F8QRAOPZ3M80W+7XAgrKWTXEyI8AqCUEcW0DwAZler8jaWIAg2xPMVBEEYAOL5CoIg7DMz0Sjr9+3bZMBNEAShHzQZcHNDwg6CIAgDQMRXEARhAIj4CoIgDAARX0EQhAEgsx0EQRAOgPVczva3iK8gCMI+s57Lsb29bdsmYQdBEIQBIOIrCIIwAER8BUEQBoCIryAIwgAQ8RUEQRgAIr6CIAgDQMRXEARhALSc56t98Zyv3niNhdgobFdZ+fQVv7h1DKWNzJ9lX7D8vY/r744Br1j/3QsefeddlQu2fPX022dfR52yJNt8ybWHo1z50MfxNuowMLarrHy6y9THrzEzYW7cJXX5Jcy9jspLriVf8bZtv8khP3dBEJoyHo735yWLZ9kXLH/5Chj1EBOAUWY+fJ2ZdjPd3mXzuzGmvn/BteSrht3Ll+2fbZs4Zzwg9pPNl1xL4nhI1M/fWgftL1U457TFKBMnYBtg6hjXP66y8ukLcNpsGM9dEIS+0oX47nLv8nP7phM+rtyqe2PaF8+599jc+ZJrj4HTxwwPuD2e/X0Xzh1jJjbKTMyyY8i8P1N4p+YsXup2la8ej/GLWy0EccLHL05Xuffpc7Ytxx+WcxcEoXs81dAuoC+49iVMnfPRGB6oUw8zvM71d4086Ex0dXb565cw9fGQe3ObLxuFF93rnZh7HQVH2Gazqoddks/ZNNJOzem2qnNIzl0QhJ7wVEXFIqC2mO+Xr3i2DbjEKbW/vWLiZ6Zo7FJ4DJzW/6qHJppgesebu2wyyoUJPV+3WLG16+3V7da+eM6973wNnqJ9ux6HtYqhLc7qxXaVleRuY/rNl/oDZ0pP89V3Pn7xxkuuXX4Fp49x4fRu3Z5u9OncrfW55lZPQRAGSmcuqaWb/Mgjuwsf6kLwLFvVBe3xS6491mPB1y1daPtgnJVdUsndhqp5iYf2xXO+8qiu8tYYPN5F2/bVY6rbVb56DFNzdeHdPvca181YbbbKs6kW3frtKiuf6jFdZ520/9iFx7t6qKXWS/DVzl37wp6+9lA6fYzr79K3cxcEYbhpU3xfsf67Ksc/PFbziFul1/42ytvn4NH3Pq68UWX5L7vMvLVbG7CqiZtjEOtZtsrm6TGmHttz3LR01Z1MnPPYMeXj7RMv2Pz7K2YMcX329122GeMXU8D2K7aBiTfqnqMS87U4t13ufQowxgUXj9O0z7PsC/76hiM8s/nSCOXoYRy97q9x/Zb5wHrRv3M3mTrG9Vst0giCcOA0Fd9n2ReGWFTh49dQHF30Bk7oXXmyL3l0wscVqjwCjsde4zqgffESThsiax4zNcYULylsgjIFz74f5cK7YxQe79qy7s77G0X52SiP/rbLs5iP42Zo5JwhihNjTJ2o8ij5nM0TjeEJd8a4cMvHs9+94N7vqu7HbFf5K8dq9a3Fz08f4/ocnoNm/T13QRCGmaYDbl+98RoXTr/gqzeOWaZCeUwn23zJtYf6f00RIWudErVL4fEob3/sLHKMn58bZflhlZ9P+VDePaandWbfpfd3/J/GmPiyyl83fagTu2x+N8rUv5geqzH9zQgjLF+u1h4gzUV4lJkPj7F9+SXLv8ORfpfUp1U2qbJpeLe2QbXtV0x894pnwHHs4Zd+n7sgCMNL0wE3fbTeuecVj7xivid8xrHHAIt3ixFOODHGFZc5wLpAOmKzDrr2/sw49X/s8vM3dtk+7VLGhI+FWz4jBGIIdcvBqTHUj31sf1pl+YvReux6c5dNmgyETYwyQZXC5i6F5Es2GePCx6M1Me7ruQuCMLR0Mc+3tefbyC5//fKVMcjlgiGQX1lis0568f6Ut8YgWeVPJ14xddZyyttVUn8fQ7WVOcqExwPArd4Lc6+4lnzJNXNKnTXGahmYqwvxGOHTcC/5Uo/3xkZ12/2f3vN3e/J8ZbaDIAwdO4VMN+Lb2vN1onu9Pq40ufmVt8a499CMzTbSk/dnxJU38fErax4TPsLfP+faZXNDszf0vPI+xvW5l7oAf2fGvI0ZDCd8XLn1unE+jfHybSMW/ew/duHEMfF8BeEHxMhetbrntsP9leFdUperTHh6vnbvrXE6WbtzandJXd4l/PEoX31aZdstiZO2B8z2l4YXSwzvd7tB2K22cNr4cJ67IPyg+aXhfP652rDLbQ03T/EVBEEQOqBD8ZV3WAVBEAaAeL6CIAj9oInnC7r3a6Wp+DoTH1VmolHPfWIDsQGIDYQ2aCG+TjzF1y1GcVSZmJhwbXRiA7EBiA2ENulQfCXmKwiCMABEfAVBEAaAiK8gCMIA6MsaboIgCEJznIO2Ir6CIAj7jNugbZfiO044HkNBI5spsNM0bZCoGqCcylFq2K5QyWYomBkEo6iRQJt1qKBZj23IO0KgnCeVK7kl6Avj4TixQPkHbIN9agdm3duqw6BtsE/t4JDZQOiczsV3PEw8puAHQCGm2pfSrGhZMrZWUCKXD6CqUag1OrfGBpRypEpmMXEi5G15uW1zqSDheAS/plFWFMLjJY9G2Ts7Bb2MwHiBnaZlHEEb7Gc7oEQu5RSKccJxhUrGKVyeFTzc7eCQ2UDonA7E1+LlpFINT/hgVCXi18g7hCKm+Gt/R1SViPWgmIqC243aLXodA2UjvzLEY3Hw9Ao6oJlHapxHnboncqRsYMl/39tBMIoaKDf11oJRlUA5RWOSI9IOhtUGQl9oT3wNL6eST5EqBYmq0XrXyWiM5XyKhgc1TlFp7Hbpnlw/0LtXfmt5OwUy2T42ura6brq3YeXI2OAg20EpR9YfR437XbvzwaiKUsmSaSjrCLWDYbaB0DPtie9OgUzKXNymRC7rJ24+uct5UinvVy/9SgxHj5SA46lf0TqpciO6VwFaNkXO2ah2CmRSFaKqSrwX79ISDnB6FfXyMxR2dihkMrZDj4wNDrgd7BQyZIkTCZfJWNZWqomO4zyOYjsYShsIfaHDmG99EKCiZUkV/ETViOeTGTp52hvdWb/16MbGattW0dAqCgp5UvkAakO3z6RMPpWCqIoa7WXgwaxjBS2bIlNzKjKkCuOE4yqqv3Hw42jZwDyH/WoHdnYKGXQJG69tK+VSDTHPYFQlcmTagZ3htIHQK21926EeryqTT+UouYpEnXJej0E541xeuMU7Ox5s8oyPeY0w12nnnf5gVCUSaDaqXKulizd0NGxwUO1At3XL5NYD66J/RNrBsNlAaIMOv+fbluerP9FBb1Aqqh+9m+kINplPXus17yXeWakMT7dI9zSCRFUVtWlK3bOwdjiPig0Oqh24eXWdj/TvDwfVDobZBkLvjIfj7YcdzCex+4BKPcCfsrgD9e6SN+5pxgkEoJJvt3ZNGPcb06FaP/Vb45z+0zrPo2aDg20HfeTQtoM+0lcbCL3Stvg6n8T2bpH+lPfeb8c5yAA4uk0KCmWyXTt99u5wRctSwk+gUqHSbZZdcBRtcKDtoGeOQDvomeGwgdBIV2+41RuTGftrxL3b1MYTNxhFjfjRsrkeGt8OhUyKgnVTUCFQKXOQn8Q+6jbY13bQFw55O+gLw2EDoZGO5vmawwXlfIoms4q6pvaaZqoL0SlpaEoMVfWMnqJle2jmTSbXu3kv5mBTpwy1DQ6oHfTEEWkHPbHfNhD6gqxkgaxgAGIDEBuAzHboiQ5mO4yH4/I9X0EQhEEg4isIgjAARHwFQRAGgIivIAjCAPAccIPGZS+OKs0GGMQGYgMQGwht0OHrxU3FVxAEQWiTDsVXwg6CIAgDQMRXEARhAIj4CoIgDACJ+QqCIPSDJjFfaBy0FfG1csvXn3wuuxv/wMoYFAdwbodp1sFBzhwYVrscxhkkXV+3FuLrRMTX5Javf4LmlddBlDEoDuDcDts3Fg7qOwnDbJfD+L2Mrq9bh+IrMV9BEIQBIOIrCIIwAER8BUEQBkBXK1kIw00nAxnyOqkgHAzO+1LE94jR6UDGei4nAiwI+4y8XtwNxRXO+HyM1H7zrB3GMgbFPp/beDhONFj7g3g8zHibxwajav3Y5glRnfm6bTuUjBOOR2luhiBR1Z6mZrsObd47h62+3ojn25QMl5RFx0KDSc764GF1ldlDU8agONhzGw8EoJxvvvadcw22gIptqTOXlYPH/X4qZc2yLUg04qdc9qMECwe/Rpsn9pWKgTZWQt6hkCkTVeP4sxkKRsJgVCVQNtefK5HLB1DjYSqZAjsECQTKlHPQLxUbD8eJWSpe0bJkCm61Ho769oMD8HwzXNpHT664MsOZlaKjvBmWi7A2r3tblzJdZp5Jc8f4b3RJY2tp2vgryYNu8xxEGYNiv87N1XsJoihQLrex7Gg5TyqVIl82FgFNmb885cbCCATs+QajEfxanlxOg0grL+zgiKsxlErecj4psuUAMTVO2E10glHUaBAokUtp+COGTYNRIn4NzfpQKeXIVxSUIIyHFQIEiKgqakzB71eIqSqqqqJ6leVJkKiqGovG1uudJ9LYKxmK+vaPJp5vhku+NO8YHkpxZYZfc57w4mLthrIxvcTW+gKhhh1xPli6weR8hr3VeAdVK7I8o5A6r/H1gpFrcYUzyiK5ubSRV4bf3z/P5+vWUkMoxj0+u1plb7WDIp012Hriua+wVYR449kOYxnd0Y79W+RwgOem32B+iKkojn1eXlQpl8UfV4nSZIXh8QAByuR3zHLiRMiTKuwAOw4Pa7D4y3lSjhPZKWTI+1UikTDlpnUskcuA6dVr2cbVs0u5FCWCRFXQsind6xwPE49AvsvzD0YjBDzq3XzYeDD17Setww7FFc68B9fOA8xyu7rAbUwxvlu/MWvJZ5hc3HDJKMFI0rGpzZtYR+/CsqSxZ5S5Nn8D5e46oeIKZz6b5GtrXmvzjCzWC7yYrnK7E+0/5ETVOBVLt6x3Gu0/PARRFL+jiz1OOK5QyeQogSPcELAvqx6xhx4CqqJ7x7kSQUXBj6aXElWJ+DWyGYtQlHJk/XFicVp07/cfTXN/gpQ0DSUWIDBeYGcH3RaBMqkGN3+ccDwC+SxEVKKa/lAKRlUiAWr2zaX6F2dRAm0sYz9E9e0nHcd87eKqMLKo/88qbtElrUGUe6PI8kyCO3Pp+o1fXOHBybvcDsHa/H3Uk6cY8SUsx5xnq1p18cR/GOTyFVTDC/SOn7WLi/2HiUCAQFlD8/vxgyGAfvxU6mGEUo6UcWMqlSyZgp+oGoG81esNEo370WoiGiTgr1AB/KbHm2m8kXcKGbLEiUUrDR7cQVLxusQ7FSr48RvGCQYClMs5IGBLFozGCJSzZEo7QBk1EIRSSfcgDY/R74jNmsRUS3/DxZP1wk/Fu95mvYaovv2kqwE3p7iuzft44Ejj7QEbdOD1rs0rXGWJLUv6tc8WuZNc5M5ivT5XFlbr9Um4hECKK5xR7qNq61wZQg3pK4bY6DG1GKquwl15Z272HyrKdWE17j8IBghUypaua7Amtrp+7pBLlfRRcPIQiei3djlfOyYYjUBZgwBUChlS+kbdCzNu1vFwHKWSIWfuH1oqVCoAQQKBChUNsGhSMKpawilASUNTIoTHS7beU6WQIVXQ84mqAcqpHCWHTfrLYatv+/Qw4Jbh0swKRY+9oYV19qpVHs7N8bBaZa9aZa+qcXOajoQ3t6hwNjnHQ0c8eXbVyG9uic/dvLH0vGV6k4+R+cM+etUtJXKpFKlUFg2FWIfTbLzsP4yUNA1/QB+l0b0l2wgMuVRjbLeUS5ErmTZK2W/IiobWOAI3tPi9Luy4v+5hGg+l+vihn3DcEDKbcXYolyEQ8Mh03I+/ovcKbNQGxdqjgt+73gxfffvFeDi+31PNiky+n+D3Ph/Xp6fJbcBNrcpeB3dxdHqa3EaSB5lVZp16nVmD9w1RyMwzkrAEladPuoQd4nxdXej2ZA4n42HiMUV3GrrwfJvaf5D4lVrXsZw3tu0U0FCJRgME/BoNoUSrLTypoBmx8lKhAOPh/td9nwgExinsNF7doKLgL+fROwQBKuVsvQ0EFAJatu5BWtgpl9HnrTn3BYnGFNCyDXvG/X4qlQaJ86Rc8XvWmyGsbz/p3vMtblHw2BVmzZhYrzCpJLgD5DY2gA2uKnVvVJ8iluFSs0n45++ytTTNnYQ+faxe/gpnEou1/M5svW9411X20nNwalIX3uIKZ7qc6haaPOW5LzzZHz9wv8oYD8f1qTRGo0ulUqS6GRDysn8b7Jv9/Lonp2VTZDX7jVOpVAgEApQ1j3OtaPqUJn2emT4dS6sYU86yaC3uw0aPeohQYsQd86b0wacyecNLLOVSevx/PEw8os+LbhwPMF5S2CmQMb1LI57OeJi4Gb4xj6tUqAQiqKpKrN3pfgaFvAZKrMH7NF+KGLb69pPmnu/0SSa99hWfkjuVIARsWTZvPd2AxHqDh6nHYc1BOX0akzYZAkLcrla53aQaoYV1Hj71cVaZ501zcn7xKTmmuekWvw2dJJpMs5ZIczbxhJvaencT+uMJLpLUHx6LisUWc7zTLy9wn8pQFMv0mh5xtX877Jf9avFsGK+Nwegx3UBFI5sq4I+qqJEy+ZQx26EfGPNJWw3OD4pMKks4bsT3Tcp5Uo7Rfl2QK2haGZexKL2rX7bEy4NR1AiUywoxRX9g2dgpkEl5uWIt2CmQSZX1elumnJQtA6FDVd8+4i2+xS0KpyYJ2aRVvxG/psjyTBI2klxKVLm9WjVuyCLfPJnjnRZza4sr73H1VJq9Dm7A2VWNm08Uzs6c1OcTx1fZM75ZvDbv4+wTyzzj0Czq9CJnbyyxVV3Vp6LNwOd34dcdDbjFua0tUbC9pTXNTa2fb2ftTxm5VH9j3A32b+uog7AfEIiiRvxo2RQp42GzU5vjqRIpa2h+pXbj1ke6rVPOLNPNYiqKM0Rjzg9NDX5+qDc7FDIpzx4pWAaqUiUgiF+N2KfdGZTzlqHKgL8WitF7VI3pHQd3OJjlXe/hrG9/8BTf4tp9wol1cIiv6bVePZVmbz3E8oyPkRuG8GU+4+qpBK2WxggtrLdM43IUV+4ukVIWmZyBrfUFtuZ9nE3q09z0lymMum3Axbk5SC7y+8wCH2zdJ3fqo4YHSXvFLux/nPggyuiZRvu3JcD7fG7NJ+OXLHM8C01FqUkBZIznWMZlOkPrlwGGC/3Fg9pfbc2BLeXqD/Kd2uyBg+Gw1bcTPMV36+kp3lkAWODrdSiu3Ienn3HGlyScrta81ivrVa5k5hmZWeHmqSfcfN/q9ma45EsYb8TN8bCjt81Cet62TfUbeW3ex/WTGnvVEHXRnbYN6N1OwEjCxx2muanFIXT0B9xmotE+fVKyuf0FQegNT/GdXbUrpR5uAFZdFDS+aoix88aMt4zndstsLdQBrkJh1qvaw/vFhxT5RKQgDD/ySUlBEIQBIJ+UNLlc3f+lzw+ijEFxlM9NEPYBWTpeOFR0Es8eNAcZ/hlWuzSzwWGsc1OaLB3vtpKFiK8gCEI/6FB8JeYrCIIwAER8BUEQBoCIryAIwgCQmK8gCEI/aBLzhcYBRhFfQRCEftBCfJ1I2EEQBGEAiPgKgiAMABFfQRCEASDiKwiCMAB6FN+i/j3fJgtpdsravGVJoRb5tkrbfL9Rd88FNh37G5Yicuzvow2a1qPjcjq/RrrdLMsGZRyLkVp+l2xmcywJZbNp6/Po5NoLwmFjPZez/boWX/1G0T9c3i9qK1KYKx2zyKTHqsOt0rbe/x7cNVdVTnMxmTDWlDP3Gx+MN9aFeziX5GxNEIosz1iPr/Lw1CKTfReM3srp5hoVV2Y4+2Qa29vt8dX6+njWdfKml/igthqJ/u3mwpJWT1Nbobr1eXRy7QXhsGG+Xmz99T7VLDPPyI1OlpbxzIhLvhso1iV+iiucUZ5yrWHdsFZpO8lLx/w4+9cL9Y+zax+Za84Z55mAh15rmLXa3y+6Kafda2TaSDvJ9abLLen2SZ037WWIJ2mL4HZyHp1fL0EYOvr1bYe1+caueHFlpr3uYHGFM74OV7vNpLnDKd603uyhScIkeeB0gFql7SQvo77Xk9Oos+YBId48BXduWDzdG0mYSzQXgmYLjnrQlZ3NcrqxsydFlt+7j9rO+mrFNVIbc1xbMO2V4UFympvvd7gqpnkenV4vQTgCeIrvbGIOkmlLnDPD7xc3uPhRrx5uEzoRr1ZpW+ZliU8qT7lWtXt5s6tVts7fZ9Knd91T57UmXp0uztHzsx3bpjM7d19OK9bmFVLn77a1sOjaZ4uw9H5dpItbFDjFm0VrbLjZQ8HlPLp4cAnCYcY75ht/n5vTFs8jk+aOLcbXhNACX1fbXSG4aUYo0/1K69yvL3G0V62yp53kus9ni/mSmWdycYPoksbW0jS5RcW+38LavMJVlvh8oYsT7sDODeX0y86Zec4+abP+Db0EkyRn04laTHdrCa4qzkFKj/NwpZNrLwiHjyYDbiF+eX6aO2ldFdbS/fK4HCPi1lkEG08d6wsX0TamUdwKbZW2k7xCC3y+NE3u/prR1c9wKZHkYrrK1wshfbVlbQkW32vw5hqWre+Y9uzcezleGCGVjUXDy/cxoiySY4OrinM2g76qdW7uIxfBt4cdQgsfcdElbOB5Hp1cL0E4AjSd7RCaPU80mWbNiOk1ejvdYPE4q1X2zAGV0EmiPOEbq7iZ3Vlnsa3SdpKXG8UtCszxjtX7DE0SZgPNkme/BLGVnfdPeMFcfNQ2k0FbIoq+EvRtmwduhEQSDrc8NEm4jZI8z6PX6yUIh5DmU81Cs6jTSR7Mp7nj6u140M1AUGiBa3MbXP3MdJWKLL9niS0WVzhjzittlbbVfjJcsg1o6aJS8ziNwZ7rljBDceUGdyyCXBvd74cgNrFz03J6GXCz2rPtQ254hETifLAEV9+r27Qje7W8XoJwBNmrVvea/tJze8DexbR9+8M59sD5m9t7WK3u7WlLe1Gm925qLfJu+Gl7N6ct+c2l6/u0pb2orR5N0raz3zgv8+c8P7O8hnNzOdY1TUNeHvua2blVOS3s3PoauZy3Z77pvYte6V3L69Rera6n/OQ35L+30X8u+/7t3/5t71//9V9rv788+f/25JOSB0FmnpF0ov05sIIgHD46mOc7Ho7Ltx0OgrV0sjFOKgjCD5qxQVfgh8DsalVil4Ig2BDPVxAEYQCI+AqCIAwAEV9BEIQBIOIrCIIwAER8BUEQBoCIryAIwgAQ8RUEQThgdgoZEV9BEIRBIOIrCIIwAER8BUEQBoCIryAIwgCQr5oJgiD0gyZfNQP9y2ZWRHwFQRD6QQvxdSJhB0EQhAEg4isIgjAARHwFQRAGQMuPqWtfPOerN15jITYK21VWPn3FL24dQ2kj82fZFyx/7+P6u2PAK9Z/94JH33lX5YItXz399tnXUacsyTZfcu3hKFc+9HG8jTr0j1b1d8N5Tnbs9mmv/OGxhyAIvdCXlSyeZV+w/OUrYJS3P36NmQm3VKPMfPg6M+1mur3L5ndjTH3/gmvJVw27ly/bg9oT54wHxD4zNecQPy+MB1Uzjv/TGBNfvmTljTbqPqT2EAShO7oQ313uXX5u33TCx5Vbdc9L++I59x6bO19y7TFw+libHp7Os7/vwrljzMRGmYlZdgydp7dL6vIu4aa9gV1Sl1+y6bX7yxdc+9K50e41Hx57CILQDp5qaBdQXRymzvlo1pWud6Nf5/q7Rh50Jro6u/z1S5j6eBg9N/fww6btgTTGhYa6N+sVOGjwmofZHoIgdIOnKioWAbXFfL98xbNtoEFEXqH97RUTPzMFYpfCY+C0/lc9NNEE0zve3GWTUS5M6Pm6iZ21m+3Vxda+eM6973wNXqF9u90rbR1WcIZPPDzf7Spf1f4YQ73VwQNowsfCLcvffbJHPb+XXEvuth9CEQShfcz5vi3ozCWd8PGL01XuffqcRx7ZXfhQv+mfZau6oD1+ybXHutd33dJd9h5s2iWV3G2ompdQaF88t4icHeWtMXi8i7btq3uc21W+egxTc3Xh3T73GtcNsdKyVZ5Nte7COx8mNc/XJbzS1oPHBV1EX/XNHoIgDA9tiu8r1n9X5fiHx2oecav02t9GefscPPrex5U3qiz/ZZeZt3a5loQLt47VxW3zZW2bgiHap8eYemzPcTP53DNmOnHOY8eUj7dPvGDz76+YMcT12d932WaMX0wB26/YBibeqHuJSqy9p5Zert3D1B8ojemOx+wPnjoeMxgsPMu+7J89TKaOcf1WizSCIPRGizfdmorvs+wLI+5bhY9fQ2k1cHRC78qTfcmjEz6uUOURhvgA2hcv4bQhsuYxU2NM8ZLCJihT8Oz7US68O0bh8a4t6+48vVGUn43y6G+7PIv5OG6GRs4ZIYKJMaZOVHmUfM7micbwRP/ZJXW5ykS7sV/6bQ9BEIaFpgNuX73xGhdOv+CrN45ZxMJj4GjzJdce6v81BYOsVfl3KTwe5e2PnUWO8fNzoyw/rPLzKR/Ku8f0tM7su/T09OlcVf666UOd2GXzu1Gm/sX0Vo347XaVlU+rety0AxHedpulcLrZAa/YPjHGzx22czs306vutz0EQRgOmg64KYD2hXPPKx55xXxP+IxjjwEW7xYjnHBijCsuHp8ukI7YrIOuPT0zTv0fu/z8jV22T7uUMeFj4ZbPCIEYQt3GQFS7YYfafiPk4aSb25eolAAAG6NJREFUgS/xfAXhcNPFPN/Wnm8ju/z1y1fGIJcLhkB+ZYnNOunF01PeGoNklT+deMXUWcspb1dJ/X0M1VbmKBNthASOx15jwWXbda8Dtqv86ctXQJU/Zcd6fgGiJ89XZjsIwsDpQnxbe75OdK/Xx5UmN7ry1hj3Hpqx2UZ68vSMuPImPn5lzWPCR/j751y7bG5oPRe3meg1Ypp3l9SnVTj3Gtdjr0hdfsG1v/m48mH3LxiK5ysIhxvP7/m6vzLcZMDI5U2rxulk7c6pNebOfjzKV59W2W7nTPZ9wKz1zAQblu9g4PKySUfznofSHoIg2HDO720x20E+pi4IgtAPOhRfeV9VEARhAIj4CoIgDICmIz7OBd+OKjPRqOc+sYHYAMQGQv/xjPmu53Jsb7c1tHPomZiYcG1067kcM+f/cwA1OnjW7/83TxtIOxAbCG0gMV9BEIThR8RXEARhAIj4CoIgDAARX0EQhAEg4isIgjAAuvy4wDjheAwFjWymwE7TtEGiaoByKkepYbtCJZuhYGYQjKJGAm3WoYJmPbYh7wiBcp5UruSWoD98cgH+x/+CSL5Fwjfh2U/g+JrL9tMQuwf/bmy6MAvLP2mzAv9lP7Yh7xhks/DP37SZX6fsUzswr19bdRh8OxgPx4kFyj9oGwid07n4joeJxxT8ACjEVPtSmhUtS8bWCkrk8gFUNQq1RufW2IBSjlTJLCZOhLwtL7dtLhUkHI/g1zTKikJ4vOTRKPvAbx/D/Gn4ad5DAE2+gSs/gWezFgF2EV6Ae2twz/j/JxeALPz2H/X9btsa+DHkY7Bq1u+bFvXrgv1sB5TIpZxCMU44rlDJOIXLs4IH1g52CnoZgfECO03LOLo2EDqnA/G1eDmpVMMTPhhVifg18g6xjCn+2t8RVSViPSimouB2o3aLXsdA2civDPFYHDy9gg5o5pFmf+PYYPFIP7kA8z+q73rmSGseu/qnFoLaLj+G/K/gL0Z+D4DshSYecqccUDsIRlED5abeWjCqEiinaEyyj+2gWe/MOI86dY/0SNlA6Avtia/h5VTyKVKlIFE1Wu86GY2xnE/R8KDGKayN3S7dm+0HevfKby1vp0Am28dG11YX3vA6rdiE1SUE8cmFHitmYoQarOX9ex5i9EeAD7IdlHJk/XHUuN+1Ox+MqiiVLJmGsg6gHbTVhde9TitHygZCz7QnvjsFMilzIZsSuayfuPnkLudJpbxfvfQrMRw9UgKOp35F66TKjeheBWjZFDlno9opkElViKoq8V48bGs4wOldfnIB5jHE7R8QuWc/dv5X+n4rTg94tbtq1ajV4Q+NAvvveTj+X3qZvXjYB9wOdgoZssSJhMtkLOso1UTHcS0PpB1YQmNO77JefobCzg6FTMZ26JGxgdAXOoz51gcBKlqWVMFPVI14Ppmhk6e90Z31W49ubKy2bRUNraKgkCeVD6A2dPtMyuRTKYiqqNFeBh4M0f3Jf9lF7rf34Lc/hvxvjH0OD7Ntz9fM31qmi3Bbt337GL49DWT1uHJDCMTkWzj+B/jjb+CPvQ7C7Wc7sLNTyKBL2HhtWymXaoh5BqMqkQNrB2ZbraBlU2RqzmWGVGGccFxF9TcOgh0tGwi90ta3HerxqjL5VI6Sq1DWKef1GJQzzuWFW8y34wE3z/iY1whznba+7fDH30Cs2ewCEzev+EfNDtBx80g7HXC7MAu//NZFWL1mW9Rp59sOB9UOglGVtie96AfWRX+f2oFpA71uzWYXmLh5xYfXBkIbdPhth7Y8X/2JDnqDUlH96N1MR7DJfPJar3kvMd9KZYi6Rf/8B3QR8/IsTQwP00ovMd//ux+DcP3hoNqBm1fX+Uj//qDXLUhUVVGbptQ9TGvg4ajYQOgPbYcdzCex+4BKPcCfsrgD9e6SN+5pxgkEoNJq+mw7jPuN6VCtn/qt+QaOW73K1h4lv73nva9pmh/D/0CfrdArPzU97zbq24KDbQd9pK/twDkNrHWeR88GQq+0Lb7OJ7G9W6Q/5b3323EOMgCObpOCQpls146vvTtc0bKU8BOoVKh0m2U3/PE3+kwDN9w86G8f11/YuPDfgf/Vw+wER/x49U/Aj+Db/7fbDIEDbgc9MxztQGwguNHVG271xmTG/hpx7za18cQNRlEjfrRsrofGt0Mhk6Jg3RRUCFTKHOgnsf/5Dy4b2/A+L8zC8v8Gse49VPgHRBzlX/jv8O23PeRpZ1/bQV8YjnYgNhDc6GierzlcUM6naDKrqGtqr2mmuhDekoamxFBVzwgyWraHZt7sJQs3L/bKHyxT0zrAfGW5m9DAvf8LLv9Kn+vryn9BrIdZDgfUDnpiv9tBk5cs3LxYc9DxQNlvGwh9QVayQFayAFnJAmQlC5DZDj0hK1kIgiAMPyK+giAIA0DEVxAEYQCI+AqCIAwAzwE30Acafgg0G2AQG4gNQGwgtEGHA25NxVcQBEFoE5ntIAiCMPyI+AqCIAwAEV9BEIQBIOIrCIIwALpcOv6IcsvXOk07XG4SaD+IMoT+2XmYaHLNh3U2xmGcQXJQMz5ktoPJLV//BM0rr4MoQzi6tvE4r2H+9sRh/F5G19+3kNkOgiAIw4+IryAIwgAQ8RUEQRgAMuB2BOlkIENeJxWEwSDie8To9APw6/dFgAVhEEjYoR0y84z4fPXfzArF/czfN08vq7cJHVBc4YzN9jMsFw9w/8AZJxyPEmyaJkhUtacJRlWiQfSlpeJhxve1jlYOW329EfFtg7V0cv8yz8wzknDmn+Ts0N2kR5DiCmeURcdCkhtcVQzb7/f+vjNOOK6iqpZfS6HZoZApE1DjhC0Ja2IFQIlcHiK1vIIEAmXKfVwGbjwct9U7Hvaq9XDUtx8cgPhmuLSPnlxxZYYzK9aWnOGSIVxr87q3cSnTSwkZHuyj9ha3ntT+fzFdZS89Z/y1QWptkOqb4ZLNY2v2876+xZUZRubbuACZ+YZ0jde2zxSf1oQxuqSxtTRt/GXYfr/395m4GkOp5EmlUrVfthwg5hCqGsEoajQIlMilNPwRQ6yCUSJ+Dc0qVqUc+YqCEoTxsEKAABFVRY0p+P0KsZpwepTlSZCoqhoL59brnSdiEdNhqm//aCK+dtHUb4QV7xvSsyse54OlJ5xt5wa0UWR5xme/+cwuXC2vDL+/f57PF0KW40IoRhufXa2yV61yO95h0VYyae4ATE+zH5HRracb+5Brn5heYquq29D7p3Fz2juL0MJHXEwmWj4A19JJLiawta/JxQ1yi4qtnfVTjK0PPoDQ5KkD3d9v/OU8KcdSyTuFDPmyHyXSygMukcsU2CFINOJHyxcaVhAv5VLkSkEUBbSsIZRZjUpFswhnhkIHS48HoxEC5TypjL28nUKmxarPg6lvP2nt+RZXODOzwhYAs9w2brqtpWmiS1r9JlxfIITh6TiEeXJxA5KJRsHuSJAzXFIWYUljb1VX07X5Gyh3FwgVVzjjzGvNHkft1vs1Qw7R8+cJd5dFU8wHhP6QKLJ8o+5mhydDTY7sgp9G4NlsDxm06sW4ecsJ7gB3Es7t1q53hgfJOd6Jx2vty7WNVat8vdBnmxwhNM1drUqaRsUfIGCqb82DdDJOOB6BfB4i9W58MGoNYZTI9VGwlEDFs941hqi+/aTj2Q7FlRldTAFQGFnU/3cxXfcwo0tan2+SIsszCe7Mpdkz8y2u8ODkXW6HYG3+PurJU4z4EpZjzrNVrdJbLcyQwzTq7CTaYk+ZtaS48h5XTdNOL/FBLx67lU8uwPyP9P+v/qmzY11i0nd89b8vpjUU687pJbaMB7E3RZZn3qv/tXKDO3MfcRtn+wJrG2MuXXvw7gdOT/Wg9/dKxUtgdipU8OP3AzsQDAQol3NAwJYsGI0RKGfJlHaAMmogCKUSpVyK0niYeAT84Tgxxd9QREy1tAIXD9wLPxXvepv1GqL69pOuppo5xXVt3scDR5rGm8hBBzfS2rzCVZbYsqRf+2yRO8lF7izW63NlYbVen4SLABRXOKPcR9XWudKOKpshB07xZgi0tmrbJcUVfl2z1zQ377YSsDb4428gBvAtHL/XXR7xVfaqq8YfGS750rxTXaXuPxdZvlFLzO31dq5piCvr67U8f7+4AXP1va4P78w8I2mzyA6vo1ctJk8Bus1ziwqTB7z/YKlQqYA++FShogEWTQpGVSLkSZkuYklDUyKEx0s2r7FSyJAq6PlE1QDlVI5SMIoaKO+TgB22+lpwfuvBQQ8DbhkuNZlyFVpYZ69a5eHcHA+d8cEOhDe3qHA2OcdDhzeld9c1bs4tOWK+Bun5HkIcoIuK4eHNJeils95WWe/VR8UvpnsTFQDyv4HYt3D8D3C8x+HO2nSpBHdIctYjlOMWcmr2O7NSpLhyg8K0PWjsjPOO+HwuM0L6QHyVhxbRvzg3d7D7+4zfK6g77q97mMEAgUqZck2g/ITjhpDZxGiHchkCAY9Mx/34KxUqzu2eIQJ3Kvi9683w1bef7PNshyKT7yd44PNxZmaGEd97cLfaUdcxOj0NJHngpp2ZNXjfEGXLXNmzSbjz5KR9sGg1DqEFvq62K2xFNNMRTSZqsUsANhaZ7OMMDlu4YS7d2wChSeQPkP0JPPsNPLsAP+0xP8fg20MXHTEfuM7fwzljJodj+9cLIbY4z+cf2QeinHHevap1FggdXsfm2GLuiYPf30+8hCeoKPjLZUroXfhKuVwfnAooBMpZVy9wp1xGj1U05Eg0poA1H4Nxv59KpUHiPClX/N6COYT1bYeRR+39uhff4hYFj11h1gxPSfn/27uDkLbyfYHj30gIImV4iyeWMszqONAomcujDxq7CJdLveqVMIuShQ96Fw0dCC9aGgamNDA8cOjAxaL1IlRShnFRLsHFEIrJU8pMFjVdyLwZ0QhjVkVKi5syiMghmLc4Ock5SU5yommP0/4+q5r/Oce/sf7yO7//P/nR79WC1nouh7bHsXblunaRpiaoXXvE7oyfxWCDzevBWOV6V3Zvm/9QB/q1oFyY58pZftNCJlItz/jNpZVT+69/apnvArD631og/p9/P9m1cjH6Db+nsWaJaCZie1fCaLS+vPKuMl9jpn5lvlBXk33b4x3nHa7bH/vJUIjLH+/xvBysXqwnyWy90d5scPlj2HuufW0+S3uTwpstMnqQ++gj7a7/3wYZCV2G58nqeb//zu8fXyYUCqHFOPurW1vP8+Adrss+9X27Z22+ndS85uu/aF2nKuywPhBEgfJOCM3uTg6CWZ6pUdPhWh1WX5QrMBfwku9XAIWHqsrDJtNQollWdjyMeSN8qtcbCzus42e2Ud1PuchQIkU6mGIsuM1sPnuCssFIzbwyfKFnv7YWlewxvYEjF6PfU13VMy5insrXj+FrtN0Oq/8JX5/gpajmZ25U59elUwkGgwumxxaDnuqdQ4PrGbWs+XaIMnqNoViOdWprsn5CowoKb3e80zLJVQZHhjGuJbH3nGTSnCVqAfl38vk9GqxFabf6e3vVN4d8MkToMuzteRn2avuITd5skUlapWItvNkik9zT5h26bJh2srLV7EzNt4Osg29hl62BfhRTaNUC4TMKzAUSkEvwRVDl4YJaDm4FftsO8/lCowsaLj1/g1sDKUptBJbRhTyz217GAhe1P9qRBUrlzypORzyMbRv+mJVRQv4YY/dm2FUXtK1oAfj+Efy9Aws1f1j/9xx6T3CeEuVZ1vzQaOV3XqMwz3QC1snwcKT6C27nhWQ9ZtjhYBQOVr5HJxbcUKI8S+3UZNXGF/S3Pd5pb9jKJC3vSMGwUJV8AXzCR6HLpqCn23tefV/eJx9/RH5V266lvROt/viak9tczLKe99mcb2dYBt9CepnBYBZqgq+etd4aSFHKKswFPLjulQNf5j63BoK0ao2hRLMtj2lwFlOPZkh6Y/QHYDcbZTei3f7eTKmUFgxzy5UXNxIx/pGJ8uXuMusDd+peSNpTmwl3xuiCPvczqCYTtxZmBdAXDplJMbscxBXQ/l+0611lvkDNbg4Hxt+xF+tJqmHmBevJ1kHnxXp1weVNZffAu/FHm287LIPv7s4An0cBtKynML8MO/e54kkwmFIrWetUVmUqE8EVmGd2YJvZ28b/aIZbdcKstPV/UNGubXooWilnpCMepi/mKakK1aDrZzavUir/3T4MgivoYRE/s/kRUEbqyiHvm8DQENnl9o63ZHvP7n1A2xKYvFYOnFGVv80HqsE7UVN2gLpdL+mIXku2yHxJ4Crf4bzvv0fx/pMebjrp4fb+eF+fG+nh9k6ctoeba83e4fKpZkII4QD5MHXdpPr227q/i+8hOvs8nyXyO3+vSNlBiPdAO62j3qVmt+9/xDk31WbZQYKvEEJ0gtR8hRDi7JOarxBCdNBPP/1k6zgpOwghRCdI2UEIIc4+Cb5CCOEACb5CCOEACb5CCOEACb5CCOEACb5CCOGAUwbfgvZ5vk0aaTY9T28R0/B8e9dORzy4PIYWQ5lIfQsai4aPDc9vNL+6NkQ14w2bc9a0R7Jo4Hna+VevYf1cOj0uhKh34uCr/cF5q40fbSswFyg30tQbLA7E6Df80dq9dmE+wNi2H9M7sUcWGjdf9M/w5YiN8ym3qh9IGRpAJhgzzc84/xQ3E8GanmXa5xhvGRtBNujNdtr568/V2Lbe3DLPLDH6DYHe6XEhRGMnDr6VrqypdtthK0xlzW1URoNhyO1U+kzYunZhnr/HBlh5dK3F99NawA9dGzV/KLjl+QV+24abwWqkq5+fcf4jfF4zzXQkyGI4Vd+NoZPzByDDDwk/s4/0DzzXun0MJVLlTN3pcSGEFcvgm47U3yoX5gP2bisL81ypu5VvoVmzzvpvwNyNZUL5hdaNMQtpkrkwcVMgbHa+wqcDsHhP/zm14Ec42KRnmbEhYjkg3W7WsOy089e/VYpFBvjUOKT0M0iCHzJnYFwIYcky+I4Gw2DKYDL8I5bj5p3OdO2tapbZNaa1q3lkqwlh+n4MZm6bglyr80cXVHavLZdbpWutccxlA0M917tDXDVkwoVdthjg04Kxdmt+ITrt/E1avWg5PS6EaMi67DBym1m/IYPJpFi0qDvWUaI8U+11aE1HvNxihu+b3aIbZSKMbds8vi4rtXl+JkJ/LMfQTJ7dGT/rMW9NTVdrpllSVUr5i0x7PDXjCcZSwUrNdncGbnnLi3annX9LCl7/WR4XQkDTmq/C3675WUxp0Tedai87taOu5XtL5RJALlbOSj24vDHWyXHLW78boJBeZj18x/AiYOf8DF8EE9xMqTyLKlqn5fwMxG40LqMoUb6f8bO+nDaUY8xlByV6h5sk+CFz2vk3YKhF6z9jPufHq5yRcSFEQ00X3JTRa+XFE62O2V4G1lz7gRf0jsamnQD5GYbQuhY/NGXl5TJJcKS98wu7bBHmc9Np/QySI2+nhq30M/jW5l97uYsMsc1vxnnpZQ/lDIwLISw13+2gjBLyJ/ghkmKxVQZm1GLBLR3xMEaKUluBtz2F+Xv2yyRG5QWjaUMZoTB/j8VKQM7whWnRUQuS1buCEb6cgVs3qseYzz/l/AvzXNH3/CpR4uEct+7rKXOBuRuGGrHT40IISy0+TF1h6k4YVzDBzdSCaSQd8TCWqH7d74kBYVbUFiv4mUj5vCCuhHGgeu6Jr139JlrWmMqeILiP8DA/wxWvF1esfm4wwsM7KVyeaoPGmymVZ4YgqUSzrOx4yvOuPb+z8x9dyDMb8OLSpxNOUTLUk50eF0I0Jh+mLoQQnSAfpi6EEGefBF8hhHCABF8hhHCABF8hhHCABF8hhHCABF8hhHCABF8hhHCABF8hhHCABF8hhHCABF8hhHCABF8hhHCABF8hhHCABF8hhHCABF8hhHCABF8hhHCABF8hhHCABF8hhHCABF8hhHBAix5ukF864On5HqLDXfBaZf6bY/7yoBuvjYvvrx4y98rD9HU3cEz220PWXlpPZcJ0Xe3412PnCPkMh20eEV/pYuorD7025qD/DI9felqc02p+NS60up4QQlhrGXzt2F89ZO7JMdDF1bs9BPoaHdVF4KtzBOxe9HWRzZdufK8OiSeO64bnJlXT133j5ReIBrzXu/FNHvGvVbflMfr8epcO2PpTTcCvkV864DFdEniFECd2guBb5PHkgfmhCx6mHlSzwPzSAY839MEj4hvApe5yBmzP/q9FGO8mMNxFYNgw0CTzrb4IWHhySPxJ/cPGwN17vovNX4qEfG6gSHKyyKApIy+ytQG+cEdet4QQHyjLCGIOoFrQ8o17qC8PVFXLDOeYvq5niO0FXU2RH5+A7257Jene4R6mh1sf1/Qan7np+/mYfaAXN6FwkfjkUfVn3iyyiZuJJpmxEEK0YhkVvYYAaqr5Pjlm/zVQV1o4Jv/zMX3/oQdMLUPkkvZVy6wUqtnxZpFNupjo067bqBZrLDtYlRzyDUoI+6uH/Itu6/JDnxsfh/y46dHO83UzNX7I3FKR6etu8r8U4ZK9mjebR8QTRXzh5mUMIcSHp72UtM/DXy6pPP7mgMat6d1MfKUFtf1VlU2AjSPiG1ot2JiVmhfjjIokE8W6qVkFsPzSAU/rHi0HbDxM/FWrRVd85sH33SHxn60WzLoIjLmJr6j82aeN9w73MA3wWuXpRhdX70rJQQhxOjajyDHZb1V6v+quZMStjs//3MXVcVh75WHqvMrc/xYJ/KlIPAETD7qrQW/zqPKYl3LQvuTGt2G+4mbiQAvmDfSNG78qkpw8YvOSh6svi+zjMR/8q8raSzdXx4vMTRYbLxD6upn45aCa/erPwXcqjFstKDbg62b6gc1jhRAflKbBd3/1sFz3VeFuD149sFmdUN5+xeoRaxc8TKGyRjVzzC8dVW7Z9/VzfG58HLG1CV4f7L/qYuK6m62NounS9jJfbX6EzzHtg/3VInPfqXgrGW6RH58c4wv3EPBB4PwRcdN4lfd6N1uTh2TLwTm/pGXSU5a7JYQQwr6mC25Pz/cwcemQp+e7DdmexXayzSPiK9o/9QDKqnE7WJGthrfsbv483sVc+Tbfe71bO7b28rYyXzehB+cqj/cO9zDx6oC5pS6tXrt0xOalbqb1IO4z/LuOm9DdY+a/OYLxY9Y2urh6V/b1CiE6o+mCmxfIL9WOHLNmVfO94Cmf2w0YslvK5YQLbqYa3LL3fuam70mR/GuP5S19ezVf48/Rw9VvD4lPgrZTo/2dF2tPtO9vu9wghBAtnGDlqHXmW0+/3bfIHMsLeU9/PSZgcVtvv+Zrtr96ZP9dawb6Vru+cW2hMPvtAfGE9Ta7hmS3gxDCgqtUKpWcnoQQQnxoXMCZCL6lUgmXy+X0ND5Y8vw7S55/Zznx/MvSvRBCOECCrxBCOODMlB2EEOJDIpmvEEI44MMOvkOz7O7OMuT0PD5U8vw7S55/R/0/GgEzzB17oy4AAAAASUVORK5CYII=

xiaoxiaoliu 发表于 2022-12-10 15:20:53

xiaoxiaoliu 发表于 2022-12-10 15:20


发给你了,你研究吧,但是只有这一个开仓也不行的

xiaoxiaoliu 发表于 2022-12-10 15:22:09

13149132000 发表于 2022-12-9 00:05
能不能把macd的设置发张图片,感谢!折腾一晚上,看不懂

你看一下我发的,再看一下唐老师说的,修改一下就是呀

李奕臻 发表于 2022-12-25 22:44:39

xiaoxiaoliu 发表于 2022-12-10 15:22
你看一下我发的,再看一下唐老师说的,修改一下就是呀

能发一张macd背离指标的多空下单设置照片给我吗,仔细看了还是不会设置,谢谢!

ya1637 发表于 2023-1-7 02:06:17

唐老师 发表于 2022-12-7 17:44
没毛病。

有些指标,没有值 的时候输出的是个极大值 ,有值 的时候输出的是现价或是收盘价之类的。


老师可不可以这个MACD 设置,一个界面多个品种多个周期同时监控

327621 发表于 2023-2-15 20:20:54

学习感谢
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查看完整版本: MACD背离指标是不是存在问题呀