唐老师 发表于 2023-4-11 23:11:38

MT5入门:用MT5手动交易CTP国内期货品种



[*]如果还不清楚怎么添加国内期货交易品种,请先看这里的教学:《CTPMT5交易》

[*]在交易品种列表点鼠标右键,点击“图表窗口”,打开想要交易的图表。
[*]这里以rb2309(螺纹钢23年9月合约)举例。
[*]点击“图表窗口”后,右边会在MT5的图表区打开rb2309的图表。


[*]在图表上点鼠标右键,“交易”,“新订单”。


[*]一共有八种下单方式,市价单2种:现价买单,现价卖单。
[*]挂单六种:多单突破单(Buy Stop),多单回调单(Buy Limit),空单突破单(Sell Stop),空单回调单(Sell Limit),多单突破回调单(Buy Stop Limit),空单突破回调单(Sell Stop Limit)。
[*]先说两种市价单,如下图,选择“交易所执行”。
[*]设置“交易量”,这里的交易量应该是最小交易量的倍数,比如量小交易量是1手,这里不能输入1.5手。
[*]“止损”“止盈”按需要设置,不想设置可以设为0。
[*]开仓多单,点击“买入”。
[*]开仓空单,点击“卖出”。
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kT9iuvlK68Uo5bbpHv+HF5n3lG3r17Q92zbKdOyfcP/6Cpf/kX2b/yFTn+/M9NrjGAYmLp5MPsLh/EJz7xUejsLpdKt29XicsVVu5ZuFBTf/AHmrr66phjN8rLy+V2u9OKn4l9FDPbokVy3HKL7H/+5/I9/7w8P/6xbIHvMpiETD7/vEr+6q9kW7TI5NoCKAaWTj4AALPn6O3VnK6usNYOb2Wlzra2yhtjFqVYyUK08vLy8qj7cLvdJB0ZZjv3XNlWrZJ91Sp5//3f5XnooennkBw/rqmbb5ajvV32VatMrikAq7ObXQEAQP5x9PbqnO3bQ4mHr6xMZ1tbdfqxx2ImHtJ04mAUK5EIlrnd7rDlbLPZbEmtk+gnlf1HbhO5TjJ1SmW9eOy///sq3b1btk2b5Csr8+/31Cl577tP3j170t4/AMRj6eRjeHiY+MQnfpHGx+zZTp7UnK6u0Ospp1OnH35YU2vWxNymvLw89BN8Hfmv8X0z+Xy+pC7ifT5fzJ9IxqQk+H5kWbTtUhFr34mSoVgcN92kkscfl6+2NlTm6eiQ74030qonAMRj6eQDAJC6OQ89FGrxmHI6dfY730n41Oxg60VkC0Zk60bwdWSiEpmszDC0Q03lTdoxlPrniXWhnugCPtVWj2gJRiaSjmBdjPtJJiFKar8XXaSSv/u7UAJiO3VKnr/927TrCwCxkHwAAKaNjank5Zcl+btaTd56a0oPA4zWxSpaV6zIRCWb3a7itWDEu4BPpeUjFcbkJ/LfWEmQscUj02znnquSO+6YLnjuOfk++CDjcQCkZ/369SmV5ytLJx9mz7ZDfOITH4XGceBAaHnqiitSmj43MvGIXE52LEjktpIkZ5t63b1qcyZdnahSGWuRastHtPejbRdMJKL9Gy2xMSYewS5jqY5DScS2aJH0+c9Px3z++VnvC0D2RCYahZZ4SBZPPgAAqbG99VZoOdXndiSazcr4fqwWknjbpyuy65IUe/xHZEKQTOtHom5X6bSYGOsYrR4ZaZExTLXrGxlJa18AsieYcBRi4iGRfAAADHwXXhhatkc82yMe44DyaOM5IstjTcdrZOyOlc6YDym81SCZcuP72WhpCO7b+G+iumeb7/jx6ZgJxvgAyL1du3aFlo2Jh7G8EFg6+TB7th3iE5/4KDSe5ctDy6X9/UknIMYB5fEGm0e2fiRKVjLF2EJgvOiP1SoROUNVMq0MySYksbpfJap7NvmOH5eeey702nbNNVmPCSB1kYlGoSUeksWTDwBAiubP16ThOR6l27dLY2NJbx5MGoyJR6xEIlbCEi1RydSYD2k6AYl1UT/bloZkuz7FSnSyMZg8Gb4PPtDUX//1dMHnPy/bueeaUhcAiQUTjkJMPCSecA4AiDC5YYNKXn5ZtvFxlbhc0je/qYm77oo73W687lTG6XWDr2O1asRKUjLJeLEfb4C3cd3I5Xgy1VKRi+5Wvjff1NQ3vylboMuVr6xMJd/4RlZjAkhfoSYeksWTD7Nn2yE+8YmPQuSrqtLZ1lads327JKnE5ZL9a1/TREuLPDEeNJhMghBrJqxcidbdKbIscv1UE49o2ya7XrR6ZZPnX/5F3h/+ULZTp0Jljs2bZbv44qzHBlC8LJ18AABmx9PUpDOS5nZ1yTY+Lvv4uM7p6pJn925NtrTI09RkdhWTFi/BiHx+RrRkI9ZzNmIlJokSj2hjTqLVK5mB6LPh3bNHnh/+ULaTJxXcg6+sTI7Nm2VftWpW+wSAZJF8AACi8jQ16Ux1tUq/9z2VDPmnmXKMjsqxfbs83d2aXL3aP0A9hYcQmmE2XaUinyYeb1/xtk12H6nWKZX9SP5xHb7nn5+RdEiSr7ZWJXfcETbVLgBki6UHnJs92w7xiU98FDpvdbXOPvywJlpa5CsrC5U7hoZ0zvbt+si6dSr97ndTmpYXueM9dEhT996rqeuvl/e++2Q7eTL0nq+sTLY/+zOV/tM/kXgAyBlaPgAACU22tGjyy19W6b/+q0p375ZtfFySZB8f15x9+6R9++SpqJC3vl5T9fXy1tWZXOPi5T10SL7nnpP33/89lGyEtXSUlcl+001y3Hgjs1oByDmSDwBAcubPDyUhJS+8oNInnpDd8CRsx+ioHN3dKu3uliRNLl8uT12dfHV1KT8tPV2bN2/OaTwzXTw+roUffKDqDz7Q5e+9FyqPHBHy7ty56rvkEh0pL9eZV16R7r47txUFAFk8+TB7th3iE5/4sKT58zXV2KipxkbZXS6V9PbK8cILYYmIJJUeOKDSAwckSd6yMvmqq+Wpq5PX6ZTn8suzNlZk27ZtWdlvXhgbk+PwYdmHhuQYGJDN5ZI90AoVjbeyUp6rr9ZUU5PmVlfrS5K+lLvaAsAMlk4+AADZ5a2u1kRbm9TWJvvAgEr274+aiNjHx6WBATkGBkJlnooKeQMJia+6Wt6FC/N+8HpOjY3J/uqrsrlccgwMyO5yyTE6mnAzY8KR6xYnAEiE5AMAkBHeujpN1NVJbW2yjYzI0d/vv2geGpqRjEiBblqjo6HWkSBPXV2opcRbUSFfVZV1E5NggnHypOyjo6GWDGOSloi3stLfmlRXJ099fdyHQQKA2SydfAwPD5va9YP4xCc+Xa+Kla+yUlNr1mgq8FBC28iI7IODoe5CjsOHY27rGBiQQ5IikhLJn5hIktfplG/ePP9yIEGRJJWV5cXdfrvLJQW6QwUTC0mynTole3Da4hQSDCPP5ZeHuq95a2pINgAUFEsnHwCA/OCrrJSnslKehgZNBsrsLpe/VWRgQPaTJ+MmJEHBC/ZkL9w9CWbdMiYx8RiThkR1yyTP5ZfLW1UlbzDZyIPECgDSQfIBADCFt7rafzHd2DhdODbmT0hGR/0tBkNDsp06lVRiEk2ihCAbCUMqfGVloQTI63T6u5hVVMjrdFqzmxmAomfp5MPsLh/EJz7xgRTNny/vFVfIG+Nt+8sv+/8NJCWSZBsdlT348LxTp+R49dUcVDQ+z8KFUrBbWFWVfBUVkhRKMiTJe8UVptUPAMxi6eQDAGAtwQv2ZC/cg8lKzPcDLSyJBFskkqkbACA2kg8AgGUlSghitbAAALLDbnYFsml4eJj4xCd+kcYHAAD5h5YPALmxfn1u4+3aldt4AAAgIUu3fAAAAADIH5Zu+TB7th3iE5/4cSz/urRhqX/55DPS1qclLZd2bQgvi7Ze1G0BAEC+s3TyASCPHfi+FHyA9dd3Scuflj67QXrmLunp16Xr75euPyg9HVxvgXT/Pf71DkQrM+2TAACAJNHtCoDJFkgXn5Qix6e/8YZ0sbH15HXpjcj1opUBAIB8ZemWj+HhYVO7nhRt/FwPLI4n1qDjZOqY5oDlqMc/Mm6qMdI5ttkagJ1OnRZcL93zJenQTul1Sd3PSPfcI30p8P6hX4Wve/Gv/OvFKwMwg21kRLaRkbCyaE9399TVhb32VVbKV1mZ1boBKC6WTj5gol27TE++El4Ux7sYz2YCFYw72xhJJhFhxz/bCWGUOoXiP/po7O1ef1pa/3Sgi9Ww9HTgteQvCzZpLLhe+prCx3ZEKwOKnN3lkm1kRPahIenkSTlGR6MmGany1NXJU1EhVVXJ63TKV1kpb3V1BmoMoNiQfAAw38VV0hvGguX+1o+7XifxAOIZG5Pj8GHZ+/vlGBiQY3Q0K2EcAwNyRJR5KirkqauTt75envr6rMQFYD2WTj7yfrYf4lua2Z8/7+Nff7/0pSr/8slnpO+/Pt0NS5J2rvd3p7r+s1JVlbQrUP7MXZKilD1N3ysUibExOfbtk2NgQKUHkptpwVtZKV9FRei1b948eZ3OGevZh4ZkO3Uq9No2Oip7RHetIMfoqBz79kn79kmSJpcv97eQrFghzZ+fyicCYGHOB50a2jIUem3p5ANAHnt6qxTZcPG6odtVvPUUrQywNtvIiEp375ajr0/28fGo63grK+V1OkM/vnnz5L3iirRj219+WbZTp2QfGpr+iUhKSg8cUOmBA/I+8YQ8jY2aXLOG8SIAZiD5AAAgj9kHBuTo7dWcQAtDJM/ll2uqvl7eurqsjcMIJjCehobperlcsg8MqKS/X47Dh6fLx8dl7+5WaXe3JlaskKepSd6IgewAioPzQWfo32Drh6WTD7MHPBPf5AHnJjP78+dd/GzNtgVY1diY5mzfHrVrlaeuTlONjZq6+mrTujh5q6vlra7W1Jo10tiYSl54QSU//akcr74aWmdOoFvW5PLlmrjlFrpjAbB28gEAQCFy7N6tOU88MaN71dTy5Zpcsyb/WhLmz/cnQ42Nsg8MqHT3bpUYkqbSAwfkWLdOEy0t8qxZY2JFAZiN5AMAgHwxNqa599yjEkM3JkmabGzUZEtLQYyh8NbV6WxdnSZGRlT6xBMq7euT5O+OdU5Xl6b6+3X2rrtoBQGKlKWfcG52lx/iF2+XK8n8z1/s8YFCY3e5dM7NN4clHlNOp04/8IAmbr21IBIPI19lpSZuvVWnH3hAU4aZtUoOH9Y5N98su8tlYu0AmMXSyQcAAIXA7nJp7u23hz2nY6KlRWcffjj/ulilyFtXp7MPP6yJlpZQmWN0VHNvv50EBChCdLtCZq1fnz8Di3ftil6fZOoYa9t0RO4v1Rjp1CcbnyfdOgFZsm3bNrOrkJKLx8fVevSo7B6PJOm0w6FHFi/WG4ODkkmfpeGaL6S9j8YvXBP2erKlRZ66Op3z7W/LNj4u+/i45t5+u8784AfyVVWlHQ9AYbB08pF3s/0QP/fxTYueJ5+/iOOjuD300ENmVyFpk2vXyhZIPHxlZZr38MPasmiRafXZvHmzJOmahqtmvY/n9/8yarm3rk5nHnhA59x+eygBmXPvvTr7gx/MOhaAwkK3KwAATOLp7JTt+HFJ/sSj5OGHZTMx8cgFb3W1zjzwgHxlZZKkEpdLJU88YXKtAOQKyQcAACbwvfGGfD/5Sei1Y/Pmgkk8rrvuurS291ZX62xra+j13CeekO3kyXSrBaAAWDr5MLvLB/GJT3wAsXh7eqZffP7zsq9aZV5lUhBMPNJNQDxNTZqsrw+9dsR4gjsAa7H0mA8A+cO2PrfxfIyDz6jy8nK53e6E6yRi3Eeq61uNd88e2QLL9htvNLUuyQomHM8++6yuu+46XXfddXr22WdnvT/PihUq7e+XJJX09WnKMCMWAGuydMsHACAz3G530slCrJ9E60d7bVXel16S7c03JUm+qirZly5NYesetTZ0ajDe+zabbDabbLZW9SQsT00w2Ugn6Qjy1NfLU1EhSXKMjMj+8sup7WBoh5qadmgo7ZoAyBVLJx/Dw8PEJz7x8zX+cn/rhG+X5LtfCna+2BtZFmM9SdrwdaljQXbqX+zKy8tn/MQrj7ddtPWiSTbBsQKf4fkWts9+NuntBjsbZLOt1M446/S0rpT2+uTz+XSi44hWtvbELU9FZMKRfgLSp/6T54Re2UaeVXvod6ZdfensemiHmgy/f007gilKnyFGucrb+6KUG2PHKgcwG5ZOPgDksQP+rli29VLrG9Idy/3JRO0z/rKGX0mPXR++Xqf860n+JKUrlZvFSEm8Fox4LRrJrhcrmTGWGdeznFOnQou2iy5KerOaTfvlO9ERloSH61H3zg1a3RxYf9WNqj9yXIMxy80ztKNJ5eU3aJ8+Ol32Tz+UnvL/vhy6/6huaE/jUt91TIufCv7+PaXFWzdqx5Ckvj2hGG73Id1/9EHtGJL62m+IEntIO5qmy91PSTfQ0gKkhTEfAEy3+GLp+LAkww3g/jekmogbwkffkBRoUFm5Xuq4P1c1LG6R4z3ijf9INlkItnLE22/Y66Edalq6W2sO9arNOYsPUaxqFmlJf7dOaFGMcqkmxqaxntWRKc62Xrm/uEM/2ngsVHb8P/4frQrMuuv84hot2z2oITUq9JUP7VDTRmnN4q3a+ug6PXXoMknH9LdN5Xr0oCQt0/3B35HGDnWE9lyty5YFFsPKXTp2cLFWOb5lyTUAACAASURBVPu059F1WtURGVs6dnCdVjUGt12ldTfskUsSv4bA7Fg6+TB7tp2sxF+f/Khds+caypvjH+WYBQc/JxyUnMLxnhE/2RVTiJF0vRXj+KfxeWKJPZA8iSOwQDpxj1RzSLK9Lqlb2nKP5PtS4P1D4etuuVha+3pa1UWKoiUa0RKHeOWJ9h/vtWXNmxda9AXGfhSrKn0YWn73bInOD75w1mjxwSgX+ge36tgWt9wdkoZ26MGDR3XZIbfcTn9rytKNO/TF3rbwbYZ+pt1ao0emsxjtaFqqrQfX6Sl3hxrVpz3G9UOxayQd1eCQ1OiU/EmM8TWAVFk6+bCsXUzjk7RYxyqZa/BcHOdUY6STO2Tr86yPnwzZHo2z7etS7Xqp/nrpxPVS7dP+15K/7LHgegukE1+T1m6V+jNUbSQWTCRitUjESjQSJRDGbRK1fIQ429TrbpvNx8hLtupq+QLLvpdeyl6gweM6Ur9YW5ItN8jGE86judL2Vmj5nYnS6eQjlmX36xuNxtdr9MVAIuD84hot23osImHpU3ug1Wy6zKm2Xrfa1Kf28iYNHop1JBrVcWhQTUvLtTVUtk5PkXgAs8aYDwCmW3LxzLI7viTtOSgSDxMZZ6AyjsEwlhsF34ucuSpyOXKbWAParcx+5ZXyVVVJkmxvvinvoUMJtohjsFMNodmrmrV6w051B8aSD+55Uv1LFqkmZrm5HL9+Qx+3nZYkeSrO1fEPyqbfHBrU0WWXqTqtCH1qL39Ql8XsrteoVesO6pgrotgY29mm3uDYpUP3a1nadQKKm6WTj7yf7Yf4xC/i+PXXT89i1XWxtPZp+RONQJl2Su2vS/XLpJoqaX+g/MT1/u337pI2VUmb7pH2Ls/6xyl6ibpUpdrdKrjPeFPthu1vaIeaypu0w0Ijfe1f+lJo2fvkk0ltM9jZIFttu/r721VrsynahFXNXXullf4pdWvbl2hvV3Pc8lREPlgw3QcNOl6c7kc51fQ/tGrdo9oTGGM+9LPdOri4JqWxFUM/262D61apUQr8zsxMPIZ2tBt+j/q059Fluqy6MYnYQ9qxcau05ouM9wDSQLcrAKbof1qyPR1R+Pp0t6u468k/4By5k6irVazuU6kOTo8ss/LzPuzNzfL88If+F889J++ePQmfcl6zab98myJLN2m/z/i6WV0+n7pmbB2rPDXBBwumm3i8+81GLXjZEXp999wVurPjKe0pL5f/t2CdnnI3xtp82sGtWloe6BS17H4d6vVvM/Sz3Tqogzpo6DK17P5D6q2RthrK1j3l9icnsWL3tav8hkent2fGAyAtJB8AgJiCyUC0LlixulElk3hE2z7u+hYb8yFJtosvlu2mm+T7yU8kSZ6ODtlqa2VbtCjBluYxPtk8+Ho27C6XPn7iXEnjkqSzLS2684YqSVXqcLsNs1FFcLaptzfidYzfC2dbr6K/1SG3O1qExuixG2OtDyBVzged1k4+8ma2JeITn/hJzdCF/BEvwTAmF5GvYy3H2jZW3GjxrMixaZMmX3pJthMnZDt1SlM336ySH/ygIBKQdBKPubffLvu4P/GYcjo11dKSySoCyBNDW2b2lbV08gEAmJ1kLvijTbWbaDmV/ReLkjvu0NTXvibb+HhBJSCzYR8Y0NxvfzuUePjKyjRx112ZrBqAPGfpAecAAOQ726JFKnn4YfnK/DM92U6dkmft2unxIBZR8vjj+oihxcNXVqYzDzwQmvULQHGwdMvH8PCwqV1PiE984pv9qEsUq82bN5tdhZRd7HRq7fHjOv/sWUmS7x/+Qa/++Md65tJLNXTuuTmvT6aecG4fGFBpV5dKXNPz2U45nZq89VZ5q5m0Fig2lk4+LGf9eh4wCAAJbNu2zewqzN7YmDz33ivHwIAkacGHH6rt6FFNrFihqa9+Vb7KSpMrmDzbyIhKHn9cc/btCyv31NXp7J13SvPnm1QzAGYi+QAAIF/Mn68zDzygkt27NeeJJ2QLdFGas2+f5uzbp8nlyzW1Zo28dXUmVzQ2+8CASnbvVumBA2HlvrIyTbS0aGrNGpNqBiAfWDr5MLvLB/GJT3wAszG1Zo2mVqzQ3O3bVWK4iC89cEClBw7I43RqcvVqeZYvz48WhLExOQ4cUGl3txxDM2e3mVq+XGdvuSU/6grAVJZOPgAAKFjz5+vs3XdrcmBAJX19Ku3rC73lGBqSY/t2SfInIo2N8tXV5XQMhd3lkm1gQKV9fVETDkmabGzUVGNjXrfUAMgtkg8AAPKYt65OE3V1mmxpUelPf6qSfftC3bGkQCLS5X9uuaeiQt7qavmqq+WtqJCvqiojF/72gQHZTp6UfXRUNpdLdpdLjtHRqOv6yso0tWKFJv/gDwpqjAqA3LB08mH2bDvEJz7x6XoFZIqvslITbW2aaGlRyb59cgwMhHXJkiTH6Kg/KYgo91RUSIYpbb1lZfJFaSWxuVyhqXAlSSdPxkwyIk0tXy5PXZ2mVqygexWAmCydfAAAYDnz5/vHhKxZo7OSHPv3y/HCC3IMDMg+MhJ1E8foqGRIIhzSjAQlVd7KSnnq6uS5+mp5GhrS2heA4kHyAcAcPa2yrdzpX67v0In9m1SjHrXaVmqnsSzqeoPqbKhVe7+xDChOnoaG0MW/3eWSTp2SY2BAttFR2U+elOPw4fRjXH65vFVV8lVUyFNXJ82bxzM6AMyKpZMPs7t8EJ/4xI+juUs+n7+fek+rTQ/2bNLq7pU60nFCvk01Guxs0NrOVdq/KbieP+F4sGeTuvSg2pfslW9/c2jbrubsfyYUhoJ+zkemlZVJV1+t886e1XlnzoS9Vf3BBzNWdwUeZrikbqkk6cOPlev0x8rDV3r7A//Pa2/EDd34hWvSqDgKGedg+hqu+ULa+8jXc9DSyQeAQjCo40fqtXhLeGnNoiXq7z4hhdo0arRoSb1UKw3uOaL6wAbNqzdoZXePuprJPjDtoYceMrsKBWvz5s266BOX6pqGq2a9j0w9HR2Fi3Nw9jZv3ixJlj0Hs5t8rF+f1d1L0vC990oKv8s6PDwcWi7U8kvuvFPRBLfJl3pmqnzBnf7XPsMD3IPrB99L5PV7U4trfC9fjkOicim/6pPscbbZbPL5fJphsFMNte3q37BXvhpJWzp0X22tbO2B9zesDlv3viM36rEa6cTRfi1ZTUcrAAAKTXaTj127Eq+TjvXro3btCJaFX7TF7gaSrfLgbD+z3k+U4xdti3jdW+Idn2yXZ/L4+xL8KtnWp378Y8XO1HHI9v5zefxnU26c7Spq4iFJNZu037dJg50Nauis1f5N/teS/N2uVKvACzWslR4Lju1YXK8jxwelZhIQwAzXXXednn32WbOrARStQj4H7WZXAABOHO2PKOnRg+3SjatqZiYeCnTJOnrCv2b3Tm1YTZerfFZeXp70e+Xl5TN+kF+uu+66sH+R3ziHrKfQz0GSDwCmGOxskM1mk81m08ojHXpsUyDRsNlks62U9u7XphppcM+T6u9vV21g3YbOQal5izqOrAxtu4Xcw1LcbnfoB/kleLETvONaqBc/iJ7ok/jnPyucg5ZOPvJ+th/iE7+I49ds2i+fz+f/CbZq1GzS/kBZcPaqsPV8Pu3fVCOpRpv2R2wLy+DiJ1t61BpI4m22VvXMci/Bi55C7fIBP2OCb0z4SfyziXNQsnjyAQDIvWSThuB6xvW5CMqentaV0l5/0n6i44hWtqZ+6RN5sVOoFz9WNpukPTLhLy8v59zLAs5BP5IPAEDWRWvNMN51jVwnavePoR1qKm/SjqGcV98CetS9c4OCw6NqVt2o+iPHNWhupZAjsVoTjUlGZLIxY33OvzRxDgZZ+jkfxtl2iE984hdXfOSXZO+iRluP7ldZULNIS/q7ZXySTqR8fk4AUpPo/HO73VETEc69LCric9DSyQcAIP9F6+IRtduHs0297rYc1gywLuM5Flw2/itFJC2cf8gQkg8AgCmiXuAgNwaP60j9Ym2Js4pVn64MP+N5F9niwTmZA0V8Dlp6zIfZXT5mHX/9+ow8oLFQPr9tfeyHCMZ7L1Pxs4X4dLlCfClf4NDnPA3NWr1hp7oD41sH9zyp/iWLmCmuyKU03S7nX5o4B4MKO/nYtct/oQ5L8O3yJxvZ3jaY0KQTz0yFWm8gkWhdQIzlSE9z115ppX+az9r2JdrblfoDciKfKVCIzxhAuMgpdyPLkDmcg36FnXwAACwlctBr2J1XZ5t63b1qc5pUuYLXrK7QM3O6NNtncxb605UxS5x/GcA5OLRlyNrJx/DwMPGJT/wijY/ci3xOQKzX0Z7vEXwdebd1RgICU0U+VbkQnzFgVbM9/5ItQ36wwjnIgHMAQEak2k0jWqKRif0iu5599lldd911BXnRY2Xpnn8oHIV+Dlq65QMAAGReoV70AFZRyOegpZMPs2fbIT7xiQ8AADCNblcAAMvZvHmz2VUoePn8nADkP87B9Fn1HCT5AABYyrZt28yuAlDUOAcRj6W7XZk92w7xiU98AACAadZo+YjxoEGze5ybHT+TZvdQu9kdgXQeoBe+7XT82T4lHQAAAJlT+MnHrthXlcPDw6YOejU7fqalegE/m8+fTpIQuW0wvlWeBh58Mns+ycc6AQCA/GXpbldmX/gTn/jEBwAAmGbp5AMAAABA/iD5AAAAAJATlk4+zJ5th/jEJz4AAMC0wh9wDgCAAc8YAID8/VtI8gEAsJyHHnrI7CoAgGny+Qnzlu52ZfZsO8QnPvEBAACmWTr5AAAAAJA/SD4AoMiVl5eH/ZtovWT3F2ubePtJNgYAoDBZOvkwe7Ydq8Sf7VOs8+Xz+3bJlKec58vnL9b4SJ3b7Y578Z/o/UTKy8tVXl4ut9sd8/10Y8Ris9nivhf8AQBkFwPOAaCIxLqwj2ytiJcERCuPlVAY10+0TvD9YOx466fK5/PJZrOF/o18L1KyiUi0bQEAsZF8AECRibyoj3Whn+rFf7QEJpl40eJnKwGJtpzM+tHQUgIAqbN0tyuzZ9shPvGJD6uIbO2I1foRmXAEkwjjj3EfxgQjcp/GbSVJQzvUVN6kHUPpfx5jVyu6XQEoBOvXR+9DHqs8X1k6+QAAzBQtETC+F60sVstEMoJJifHHWB5vn5HrzEa05MLn8834SWZ7EhQAZopMNAot8ZDodgUARSdWS0M0xvEf0bpKxeoalWjcSLw6GMvC9u1sU6+7LWGdIwUTi8jEITgGJJ19AECurV+/Xrt27SrIxEOyeMuH2bPtEJ/4xEchidXCEfzXOCVvtPEcxtaUyBaNyFaPWO/FWi8bjIPPU0lEAMAMu3ZNTz1qTDyM5YXA0skHACCxyBaMeK0V8QaBx0oaYo35iCdqnAyO+QgyzoIVD12uAOSDyESj0BIPieQDAIpSKlPrprpepEQtGtEGouei5UNSzOl3jZIdGwIAuRBMOAox8ZAsPubD7Nl2iE984iNfGVs5onWtMorsSmVcL5kkIVGyEtniEnOfsxzzYWRs5TAuJ9sCAgD5oFATDynHyUfwKdOzeVo20mfGU77zSazPn85xifxdTvcYp3JuzDYW51/xSuX5GsH3g2WRYiUMyTyAMNlB6Jls/YjWwhGZaES+ppsVAGSepVs+MFOxXnjG+tzpHI9YF/+z3WcqyUQuYsB6Yg0mj7VeMhf/ifY5m4cXZrrLVbQWjlhSeRAhyQkApM7SYz7Mnm2H+MQnPmC+aC0csX5ibZPMfgEAiVk6+QAAAACQP0g+AAAAAOSEpcd8mD3bDvGJT3zAHJs3bza7CgCAKCydfAAAis+2bdvMrgIAIAa6XQEAAADICUsnH2bPtkN84hMfAABgmqWTDwAAAAD5I2fJh2198T7gLh9w/LOPYwwAABBfzls+fLty95Rls2fbIb614yf6XU41fqbPjWjxi+n8AwAA+YfZrgAAlsJsVwCQv38LST4AAJbz0EMPmV0FADBNPj/ryNIDzs2ebYf4xCc+AADANEsnHwAAAADyB92uAABZUV5eLrfbnfR65eXlUd9PZh8AgMJg6ZYPs2fbIT7xiY9iES1xiJdQlJeXh36CyYXx3+APAMBaLJ18AAByI1aiESuBiJVcGPeTbMsJAKBw0O0KAJARwUQhVmtH5DrGxCKyBYTEAwCsKavJR7yHmeXiQWev3ztsateP4eHMxM/VQ+EyLVOfP9/jx/p+Zhs/U993vPi5+J0y+/uHeWIlFZHrxGrhMI4BCZUP7VDT0t1ac6hXbc7s1h8AkD1ZTT58u1Irz6RCvWCPZTbHjIu/7Mv073Iuzo1cxEDxmU1LRWSCEUxGjOW0gACAtdDtCgCQtlQTBWPXrOB2sVpIJEnONvW62zJSVwCAeSydfJh915/4xCc+ikmsMR/G15EzW0XrchW5TMsHAFgHs10BADIqcqrcWFPnGsd8RG4buayhHWoqb9KOoRx8AABA1li65QMAkDupdruKHNsRbR2Jlg8AsBJLt3wMDw8Tn/jEL9L4yK1UB4ZHrmtsHYna8uFsU6+bma4AoNDR8gEASFu8Z3xEltGSAQDFi+QDAJAxs5luNxP7AQAUBkt3uzJ7th3iE5/4AAAA0yydfAAAAADIH3S7ynO29TyRGgBStXnzZrOrAACIwtLJx/DwsKldP4hPfOLT9Qq5t23bNrOrAACIgW5XAAAAAHKC5AMAAABATlg6+TC7ywfxiU98AACAaZZOPgAAAADkD5IPAAAAADlh6eRjeHiY+MQnfpHGBwAA+cfSyQcAAACA/EHyAQAAACAnLPuQQd8uybb+krCng9vW57oWxT3bEPGJDwAAYGTZ5CMWYzICAAAAIHfodgUAAAAgJ0g+ssjs2X6IT/xijg8AAPIPyQcAAACAnCD5AAAAAJATJB9ZZPZsP8QnfjHHBwAA+YfkAwAAAEBOkHwAAAAAyAmSjywye7Yf4hO/mOMDAID8UzTJh209DxgEAAAAzFQ0yQcAAAAAc5F8ZJHZs/0Qn/jFHB8AAOQfkg8AAAAAOUHyAQAAACAnSD6yyOzZfohP/GKODwAA8g/JBwAAAICcIPkAYI6eVtlsNv9PQ6cG/YVqnVEWXL1BncGCwU41BNez2dTQOThj9wAAIP+QfGSR2bP9EJ/4eR2/uUs+n08+n097l7TrwR6pp3WljnSckM/n04kbn9TazkEFE5KVOyO237A3tP3+TTXZ+hgAACCDSD4AmGxQx4/Ua3FteGnNoiXqP3pCUrO6fCfUUW9K5QAAQAaVZHPnxgGnxruguSu/RLb1+VQfyikvvnJJstls8vl8mmGwUw217erfsFe+GklbOnRfba1s7YH3N6yeuU3QzpWy7ZSkDdrr61Jz7DUBAECesEnySdIVn7lSn/v7npgrPlA7J+6Ouru79eKLL+rhhx/27zjWxUYODQ8Pm9r1hPjEJ/4lSf0tGOxs0Fo9FtZ9KrxsUJ0Na6XH9iuyh1W0bdOt8/vvv5/2vgBkUF+7ym94VFr3lNwdjWbXBkDA7ScmYr734l806+VfvzSjnG5XAEx34mh/REmPHmyXblyVOKGYuS1QGIZ2NKm8vHzGT9OOobT33dc+c7/tfbOpT5NSqk5fu3+7RMFS1LfnUUnSssuqU97WKsc5I98PkAdIPgCYYrCzITRb1cojHXpsU41hFquV0t5gK0ePWm21au/vV3utTa09MbYFCkXgAn3p1oNR3z64danKy9s1q8v3oR1qKi/XDY/OfOvRG8pV3rRDM65V49bnoLYuTT6ZCCYJmTWkwaOStExrvuhMfjOrHOcMfj9APrB08pH3s/0Qn/hFHL9m0/7QbFW+/ZtU4y/U/kBZV2gQR7O6gusFyqNuCxScZbr/kFtu9/TPofuXBd57VDekfEHZp/alW+W/RF2np6Lt9+BWbYx5q3xmfZ5aF6zODQlbCoZ2NEW9GE/b0M+0+6CkZWuUSu4xzSrHOb3vB8gXlk4+AADIR8vuPyS3u1dtERfTzrZewwXlnpTuyve13yD/tf86PeXukHFkhLOtN3RhfHDrxhlddWLVp7HjkELX07t/NvNufqAFIF4LQ7qGfrZb/tzji0o197DKcZ719wPkIZIPAAByqbFDvZFXkca3VwWvio9qMOmryT4Fezwtu/8bijYk29m2Rf49H9Tunxl2HLc+Tn1xTfDq9phcyVYnY4b0M3+zR2pdriTrHOe8/n6A1Fk6+TBO/Ul84hO/uOIDhW+xapK93h4a1NHgVjE3alTwevvgseQvU501iwNLUS7SnW3qDXUDmr4LnzHBLlepHIuUFcBxzsJ2gFksnXwAAFBYhrTjwcCt9XWrot5ZT0f1ZYHs4Ohg0l10hgZDl9tZTABicB3zj63I+LGwznE29fsBZoHkAwCAvNCn9vKl8g+dWKenUnmehbNGofvfGb39Hez2pKxcpCcSnD1r3apMRrbScTb3+wFmw9LJR77P9kN84hMfKHZ9ag89syEwkHndU3JHDGROrFqXpTLwONnxAX1/q62ha9ucpx6B8RXrlH5oix5nU78fYHYsnXwAAFBwHr0h4YPqZnKqbUtwoMFWLY3ynImhHU3TM1Itu0wJH9c3tENNN4RGV+sbuW/28CcJydR1Ngr9OJv9/QCzRPIBAIBpGtVheG6DOzD/66M3zOLBcY0d09PHHtyqpRFPw05tKtwh7dhoeJZFb1vK09ymK/RU81lMsTuT1Y6z+d8PMFuWTj7Mnm2H+MQnPoCUNHaELoz16IMznhOReHO33Ifu18xJp/wPwwtdNC+uiXux2tceHBOxTPcfSrVrUibM8qnmySrw42z+9wPMnqWTDwAACk7jqujPiUhW2PS3wZ8ONYYu6KVll8XuDNTXXh56Uvm6p2Y+2C4n0n6qeRIK9DjnxfcDpIHkAwCAYhB6Zkbs1oTwC1u3UpkIKpPSeaq56bJ4nPPl+wHSYenkw+zZdohPfOIDSJnhQXYZ3W3ggj5Wa0L+XNhOTx8b+0F+mQhTWMc5f74fID2WTj4AAMgvQ9rR1K54Q5xDF6+ZHO/Q1x4aCL1uy8zBydMXtst0/yGzL2xdOhZ4BsfsZ4+11nHOr+8HSA/JBwAAOfWobigvV3mUaVr72g2zJa3bkpH+/H3t5SoP3DJfdv+hGReu4Re2eTCGIDjFbtoPzbPGcc677wdIk6WTD7Nn2yE+8YkPIKYo07QGu9Vo3VNyz+L29tCOprD9Gfe57P5D6o175XpQW5eWz9g+7CfyQn5oh5pC7y8NPfBOj94Qe5sEMv5Ucysc57S2A/KLpZMPAADyi1NtvW653U9pXdT3/d1qZnNBHNO6p+R2uxNcEOeLTD3VnOMM5KsSsysAAEDx8T/0riPDe3W29crdlmJNOtxyz7Yizjb1phownow/1bzwj3Na3w+Qhyzd8mH2bDvEJz7xASB5Q4EHZBTkFLsAkmLp5AMAABSK4BS7WXqqOYC8QPIBAADMl4unmgMwnaWTD7Nn2yE+8YkPAElytqnX7Za7d+bzMQBYh6WTDwAAAAD5g+QDAAAAQE5YOvkwe7Yd4hOf+AAAANMsnXwAAAAAyB8kHwAAAABywtLJh9mz7RCf+MQHAACYZunkAwAAAED+IPkAAAAAkBOWTj7Mnm2H+MQnPgAAwDRLJx8AAAAA8gfJBwAAAICcsHTyYfZsO8QnPvEBAACmWTr5AAAAAJA/SD4AAAAA5ISlkw+zZ9shPvGJDwAAMM3SyQcAAACA/EHyAQAAACAnLJ18mD3bDvGJT3wAAIBpJWZXAACATLKNjMg2MhJedvKk7KOjYWXeigr5qqrCynyVlfJVVma9jgBQrEg+AAAFye5yyTYyIvvQkGwul+zj43IMDGRk3566OnnLyuSrrpbX6ZSvslLe6uqM7BsodHaXSxoflzQzsQ9L6svKOG8wg6WTD7Nn2yE+8YkPZI7d5ZJtYEClBw5kLMmIxTEwIIckHTgQVu6pq9Pk8uXy1dVxUYWiYBsZkb2/X3aXS47R0Vmde566OnkqKuStrpa3vp7WxSJn6eQDAFDYHP39svf3+5OBiG5TsXgrK+WrqAgvczrlmzcvrMx26pTsQ0PhZaOjskd02Qqrz8BA6OLLU1HhbyGpr5envj6pugGFwO5yqaSvT/aBATkizpHZCCXz+/ZJXV3yOJ3y1NfLs3w5SXwRIvkAAOQV28iIHL29Ku3ulj3QtSMaz+WXyzdvnrxOpz+5qKrK2IWM3eXydycZGvJ36zp1So7Dh8PWcYyOyrFvn7Rvn7xlZZpcvVqepibu6qJg2QcGVPr44yqJ+F2P5Fm4UAok8566uhnvh1pHTp2S49VXZ74/NORPap54QlOXX67Jr35V3ij7gTVZOvkYHh42tesH8YlPfLpeIXn2gQE5ens1Z9++qO97Kyv93Teuvtp/wTN/ftbq4q2ulqqr5WlomC4cG/PfwX3hBTkGBsJaSOzj45r7ox9JP/qRJlaskGfNGu7oomDY+/tVunt31KTDV1amqfp6eevq/Il+Er/Xk5H7d7n8ifzAgEr6+2Uz3FQoOXxYJbffThJSRCydfAAA8l+8u63eykpNrl7tv/Ax+2J+/nx5GhpCCYnd5fLXvbs7LBGZE2gN4WIK+c42MqI53/3ujHMvmHB4rr46PAGfJW91tf/8bWzUxK23yrF/vxwvvBCWiBiTkInbbqMF0cJIPgAA5hgbU2lXV9SWDk9dnSZaWvL6wj14QTW1Zo3sAwOa88QTYYNxgxdTE2vWaPKP/iirLTVAqhy9vZrT1RXWtdFXVqbJNWs0+eUvZ/X3NZjET2zYoNJ//VeV7t4dloTYv/Y1TbS2ytPUlLU6wDyWTj7M7vJBfOITH4gu2oWPJE02NmqypaXg7np66+p05oEHZBsZUekTT6i0ry/03pzdu1XS28vFFPJGyeOP+7sJGkysXq3JP/7j3CbJ8+drsqVFk1/+skp/9CPN6e6W5O/GeM727To7MqKpr341d/VBlbpcuwAAFoRJREFUTlg6+QAA5J/S731PcwwX55I0tXy5JjZuLLikI5KvslITt96qyZYWzXnkEZUEpuoNXkxNHD6syVtvNbmWKGaR59+U06nJW281t1vj/Pma3LhRnsZGlX7veyoJzLA190c/km10lHPGYuxmVwAAUCTGxjT35pvDLny8lZU6/cADOnv33QWfeBj5Kit19u67dfqBB+Q1fK45fX2ae/PN0tiYibVDsZqReCxfrrPf+Y7546kCvNXVOvud72hq+fJQ2Zy+PpV+73sm1gqZZunkY3h4mPjEJ36Rxkd+sbtcmvvNb6rE5QqVTaxerdOPPZbX4zrS5a2r0+nHHtPE6tWhspLAsbDFeZ4IkGmRicdES4vO3n13/o1Fmj9fZ+++WxMtLaEiEhBrodsVAOTYz1tbza5CTpV4PLp6ZEQfmZyegPPX55+v4f/4D6mIjsUl55+vz7z7riR/AnLqz/9cL1RWasrhMLlmuXNtV1fOYt35/Z/nLFa++/TJ4/qzl6YTj39b+Fn97/c+LuX1Mfq4vvLxJfrcb49I8icgj787T69ULTK5Xvnv3q9fa3YV4iL5AIAc+nlrq5qbm82uRm79/OdyBBIP35w58l57rS5fuFCXm1wtM3hefVX2n/9ctokJlU9OqrGsTLo2vy8UMqmntTUnCcid3/958Z1nMTjGP9A1234Qej38uS9q8qtbVQhH54PmZg0/fr8uefFnkqQ/Odqn529cL0/ZuSbXLL/d+f2evE5ALJ18mD3bDvGJT3xE4/F4zK5Czthee02lx46FXk99/vPyfeITUhEdgzCf+IS8n/98aDYsx7FjmvzEJ+S79FKTK2Y9xXSexfOpnz6s0tOnJEkfnlep//zyxoI6Nv/55Y06//iv9dH3RlR6+pRqf/qwXvmjLWZXC2mwdPIBAPloamrK7CrkzEeeey60PPnpT2vykkukIvr8UV1yifTpT6v0lVckSSXPPafTJOsZV0znWSwl4x9owYv/J/T61zfdqjNzP1pQ5+DU3I/q1zfdqvodt0uSFrz4f/TKqj/TFK0fBYvkAwByrJDuOqajZHBQtokJSZKnrExnrryyeFs8IniuvFL2116TY3xctokJ2Y4d01RNjdnVspRiOc/iqX6+O7T8VnWd3lq4pCDPwbcWLtFb1XW60OV/iOcnn+/W8cY/NrlWmC1LJx/Dw8Omdv0gPvGJz93caIrljuw5hpmtzixZkrPPXfGNb2j0b/82a+tnyplPfUplL70kSbL/139piq5XGVUs51k8C361L7T82meuzfkxuem6CknST54dTXtfr33m2lDyseBX+3T02q+kvU+Yw9LJBwDko2K4I2s/dUqlhqlkT190UdbuuF60efOMsopvfCPs9ZsPPRS2vvG1FP6dRHs/G04vWBBKPuYOD2v8/fflnTcv63GLRTGcZ/GUfjimee9Nn4Ovfua/pXUO/nHjRQnX+VHfm1Ff33RdxYz3UvXqZ/6brnq6U5I0770R2cfcmvxonk0TjKSQfABAjhXDHdm577wTWj574YX+6WSz9Llff/DBsNcLtmyZURZ5zFN9nRUOh85eeKHmvvWWJMn2zjuaOuec7MctEsVwnsVz/m+nWx5PXpp+y+NjPa/HfX9t84KYMR7reV1/3HhRwn0kcvLSJap6zT/17vzfujS6cEla+4M5LJ18mN3lg/jEJz6iKYY7sna3O7R85oILsvaZL/3mN6OWL9gyczac1/7X/wotR9Yn0etsOXPBBaHkw+52y1NVlZO4xaAYzrN4zj35Wmj5zU/+bsaOx59+6VL94zOvzVj+x2deSxgj3Tq8U/GJUPJx7snX9OYnfjet/cEclk4+ACAfFcMdWa/XG7acrc88eN99oeWaO+4Ie21Uc8cdYXWITFoiX+fqO8rVcSpGxX4sHYHpdaXM/m7t7B7Un37pUu3sHpSU3HHesLpmxnazcWbuR0LLjtOniv47LlQkHwCQY8VwR9bn84Ut5+IzH/v2t1Vzxx069u1v67K779axb39bkkLLwToEy4OM6wbl6jsy4zgVi2I/lj6vL2w5E8ej7frLtOPpY9rx9LHQ/pLdb6rrR5ONz4Tcs3TyYfZsO8QnPvHpehVNMdytO/2R6TuUc99+O+szOX363nv1yp136pU77wwd3+C/xrJYzPpO5r79dmj59Ec+UhS/G7lS7MfydOnc0LLX68nI8fj+v7yitusv0/f/5ZVQWbL7jTwvZ6P0w7HQ8unSuUX/HRcqSycfAJCPiuFu3YdlZaHlsvfek+/0aXnnzMlavIFvfUufvvdeDXzrW6GyaMe57m/+JmydWOvGWi+T7BMTKnvvvdDrD8vKiuJ3I1eK/Vi+fd707FQXvf6f8ly1atb7av+jurDXX//Kp6MuS1LHPw/M2Lbjnwfk8XjU8c8D+vpXPj1jnWSd/9Z/hZbfPu+iov+OCxXJBwDkWDHcrZsqLdWpj31M895/X5L00dFRubMwmHrpAw+Eva77m7+JuixJh273PyE52vFPtiyTzn9zeupR9wUX6ExpaUE9eTrfFcN5Fs9JQ/KxYPhYWsfju/90aEbZbX+yNGp5MufSbOuyYPhYaPnkeRcV/XdcqCydfJjd5YP4xCc+oimWu3XvXHhhKPm48De/0TsXXpjxGL+89dYZZVd973v65a23hv4NitfnPNmyTLpgeDi0/P555xXN70WuFPvxPF16jtzzzlf5qXclSZe9sl9HP3V1Rvb9P9dfpe/s+qU8Ho/+5/qrJEnf2fXLuOsFfWfXL3XbnyyNun48i//zhdCye975Ol16TkE+rR0WTz4AIB8Vy926ty64QB8fGlKJ16tzzp5Vlcul4U9+Mmvxlnf6H0B2YNMmTU1N6cCmTbrqe98LlQUFy4yilWXze7rkN7/ROWfP+uPY7Xrrggto9ciwYjnP4jlcu0zX/Mf/kSQtfG1AAzWfTWt/f/UXyyVJf/33B0LH96///oAkf6IRXA6ua1zP6K///sCM9RP51PGDoeVfLvk8328BI/kAgBwrpjuyroULdZnL/7CzqpMn9X5ZmdznnZfRGL/3d38nSfrFX/6lpPDjGyxb3tmpX/zlX4ZeJ7PPbH1P5e+9p6qTJ0OvXQsXFtXvRK5wTKVfXrY8lHxc9pvDuvi3x/V6VXXK+7lr4+9Jku555BeSoh/bex75hf7qL5brnkd+obs2/p7ueeQXcb8D4/qJLDjp0qVvngi9PnzpZ/h+C5ilkw+zZ9shPvGJT9eraIrpjt3b8+frY+edp6rAwGrnq6/qhMej98rLMxbj3zZulBT/uP7bxo0pHfdU10/Whe+8o4W//W3o9cnzztPb8+fT6pEFxXSexTJVMleHqj+rpa5fSZJWPv8T/XDl13V27kdT2s9df/dv/v0lOKZ3/d2/aWpqKvRvMvtNtN7csx9q5fM/Cb0+VP1ZjZfM5ZwpYJZOPgAgHxXbHTtXVZXKTp/W/DNnVOr1avFrr+k/P/5xjZ5/vtlVy6mKd9/VIkPiMXbOOXJVVRXd70OucFz9fnbFF/W7/3VYH5k8q/PH39OKXz2j/3319WZXK2krfvWMzh/337w4XTpXP7vii3y3BY7kAwByrNjuyE5J+v+qqvSpN9/UuYFxDp/67W/10dOnNVhZaW7lcsAxNaWF77yjT7z7bqjsg7lzdfjjH9dZiTu4WVJs51ksU445evqqNWrp97ceLH31kLxer7qXrTG5ZomtPrhbS3/z69Drp69ao3HHHM6ZAmfp5MPsLh/EJz7xEenari79vLXV7Grk3IeS3r3wQl09MqLyyUlJ0ifefVcXvP++Xv6d39G755xjbgWz5PwzZ3TF22+rzHCn1l1aqhcuvNB/cVxkF1HXdnXlJM69X79Wd37/5zmJVQgOnfdJ1X58iT732yOSpM/+5td6a06Z+hb9nsk1i+1/HP2/+qwh8Xjx40t06LxPSh9+aGKtCsO9X7/W7CrEZenkAwDyUa4uwPLVxHe/qzn79kmSyjwe1Y+MaHL5ck1u3CifRVpCbCMjKn3kEZUeCJ/NZ2LFCpXedpuuMalexSTfL8By79qwc6/5xH6t+B2vJm65RZo/3+S6GYyNac727Sp99VehookVK7Tkttu0xMRqIXNIPgAAOTV5223yXXGF5jzyiGzj45Kk0gMHVHrggCZWrNDUV79asEmIbWREJY8/HrrAC/KVlWli40ZNNTaaVDPAf+5JCv1+lh44INs3v6nJW26Rtzr1WbAyze5yqXT7dpUEZsiT/IlHsN6wBrvZFcimYcMDnIhPfOIXV3zkt6nGRn346KOaWL06rHzOvn366Nq1mrtli+wDAybVLnX2gQHN3bJFH127dkbiMbF6tT589FESD+SFydtu00RLS+h1iculj9x8s0q7uqSxMXMqNTam0q4ufeTmm8MTj5YWEg8LouUDAGCO+fM1uXGjPPX1mvPEE3IYko2Sw4dVcvvt8lRUaHLNGvnq6vLizqyR3eWSbWBApbt3yzE6OuN9T12dJlpa5K2rM6F2QGyTLS3yVlRobldXqPVxzu7dKunt1eTq1ZpavTo3XbHGxlTS3a3S7m7ZA/WQ/C2FZ1tb5Wlqyn4dkHMkHwAAU3nr6nTm/2/v/mHaOP84jn/Opq0qUKUuwJClYGeIgFTN0MZesqSSU4ZkyZSKoQqMthSlQ5Qxw0+JKuEFCTpl6MJSD9QeskSq7JYhVesgKmFDhzIAGy1RlCb2/YbD/89gjP343/slRcKP757vg+DCffw8d/f4sTzb286JyLNnxfe8BwfyHl8jkxsdVW5mRvlAQLnpafPr1P/9V96XL+VJpeRNp10DhyS9vX5d727e7LqwBJTLffmlXl++rA+++64Y/D2vXumDH37Qe7GY3l296hxrgUDLa3tTKXlSKQ398ktF6JCc0P7m3r2eXXqJ01mSbEm6/OkVff59ou6Gj/3vn9hRLBbT+vq6lpaWnI4tS7Ztt26kAHpSL/1fUHgw4uHhYaeHMtCs/X0NPXum9378sfiprJvczIzyw8OyJyeVn5iQPTLSslkGTzot6+hInp0dWdvb8uzvy7uzU3d7e3hYb2/d0rvr1zlpQs/xpNM1s48F+eFhJ4jMzMgeH2/qGPOk07L29uRJp10Dh8RMYa/6NvNf3ffW74b0x+8vatqZ+QAAdBV7bExv79zR2zt35E0m5f31V3nTaXn29yu286bT8kpS1R2lcqOj0vh4RVshnJQrhIsKe3t1ZzSq5cfGlJuZUe6LL5QLBhvaB+hGxdlHlxDiefXKuY6p7Fqm3MSEdHw85VzCQnH/o6MTQ3thf0LHYCF8AAC6Vi4YLJ7Ye7a3nU9OUyl5X76su4/34ECqChBun+g2493Vq86MSxdegwKcV/kSSG8q5fz766+a7coDRTPHVu6TT5Q7XtLFcTR4+jp8FJZQUJ/61B+8+ug/+clJ5Scn9e6W82Rmz/a2s5RjZ8dZHnV0dGIoOYvc9LSzjGtiwpk1GR/nJAkDo3Csvf36a1n7+841Gjs78uztNXWM5aanlR8fV35iQrlAgKWJA66vwwcAoH/lJyelycmaJU/W/r6svb2KNs/BQU2bPT6u/OhoTRsnRkCJPTZWDPwFnu1t6ejI+brq2Ko4rkZGCO2oQfgAAMPW1tY6PYTB9PHHla/fvJH+/ruyrfo1gNOVH1vVx9Wff5ofz4CbnZ3t9BBO1Nfho9NLPqhPfeqj2traWtf/YQAA9K5u/zvT1084BwAAANA9CB8AAAAAjOjr8LG7u0t96lN/QOsDAIDu09fhAwAAAED3GPrsxWeSpNw3HR4JAAAAgL5UyBxDv135TZJ0+dMrnRxPW3T6bjvUpz71AQAApELmYNkVAAAAACMIHwAAAACM6Ovw0em77VCf+tQHAAAo6evwAQAAAKB7ED4AAAAAGNHX4aPTd9uhPvWpDwAAUNLX4QMAAABA9xhqZ+eWZbWzewAAAAA9ZOj58+eSpHDkXks7tm1blmXJtu2W9nsW1Kc+9Qe3PgAA6KxCzig3dO3aNUn9+YRzAAAAAJ1RyBnl2jbzIanjn3pSn/rUH9z6AACgs5j5AAAAAGCE68xHB8YBAANrdnZWa2trnR4GAKBPzc7OdnoIJ2pv+EgsyLqx4nwdWFQmGZZPWUWDfkVSZW1u27nuW86ln+JbUQX9m3poLyvkOqygtu4nFS7v8JR9zuNM9bJRBf0RpY5fBhYzeqo5+SOp0jbzcdnLjY+y1+snwxktWDfk/DbMK37GnxH1W1jf9VjscP02jLnduv0PAwAA7dLe53yElmXbtmw7o0VF9CQhKfFEkam4bNtWfOq4zW27YlvZduXc+nHe0IJ/VQq4DSihBctSIdNUtNfd5zyarDcfL37vybBPvnCy+DqzGFDgkn+g6mejj7SxmDmuv6FH0Sz1DdZPLNwo1b+9qrlurN+yMQMAgHYy9JBBny5OBXTJL2W3Noonr6Gb81qJJVy3K8lqa6O6rV4/WUWDj3Qp81S3XccR0rKd0WLFSc9p+5xHo/USWrAWVJ2vaiX0JDKlh+FGP8Ptj/q+i1NKrf6kwunj1EXqm6xfM5bNTBfUb9eYAQBAO5kJH9moHm3c1lc+KbOZqn/yVLZd4XXQ8isy9VDV57tu/SQW/Np8mKzZ9iTN7HMeDdVbuSHLsmRVnVw5n4DfP9eysJ6sH7qp+VREfsuSf/W27p9jANQ/e/3Q/UUp4nfaaqcxuqN+G8cMAABap/0XnGejCs5JTwtrri8FtLGVlUK+k7eTJF9YSTusbDSoYNSvZNkZi7+mny1tbUgrK5aKpxrBS6es9c42sc951K+3bB+fUR5/z5KUjQY1F80qFPapOOtgn2dkvVlfmzekuC075LT5Fy6e6ZoT6p+vfihc1aZGl921s77P0JgBAEArtXfmwyVQlC+BSMRWNH8z5B48ymQ2C5eSlpZa1PYTVjhpl64dCcwrngzLd+LyDF+dfdqlXj33MZa+79bMOvRy/Y2t0pr9xq85oX6r6jsSehKRbn/V7BHSyvqmxgwAAFqprTMf2Z9WlUql5Lcikgp3obmvxUd+WZacu9AsS9lo7XYVd1gKLCqz7JNUtm47VNvP6RKlO+D4LW3GbTX1AXLDzl4vGw26fN/Nzjr0R32f4opZfjm/HvOKNzwO6rfk5192N6n5uH2GJYpm6rd2zAAAoJ0sSbbkPGTw8+/rX7752P/+iR3FYjGtr69raWmppQMEAFN2d3d14cIFHR4ednooAAB0vW8z/9V9b/1uSH/8/qKm3dDdrgAAAAAMOsIHAAAAACMIHwAAAACMIHwAAAAAMILwAQAAAMAIwgcAAAAAIwgfAAAAAIxo6UMGHzx4oN3d3VZ2CQAAAKBPtCx8zM3NtaorAAAAAH2oZeGDJwIDAAAAOAnXfAAAAAAwgvABAAAAwAjCBwAAAAAjCB8AAAAAjCB8AAAAADCC8AEAAADACMIHAAAAACMIHwAAAACMIHwAAAAAMILwAQAAAMAIwgcAAAAAIwgfAAAAAIwgfAAAAAAwgvABAAAAwIihRjb68Ogf/e/nf9o9FgAAAAA94sORj/R65KMz7dNQ+HjdRMcAAAAAUI5lVwAAAACMIHwAAAAAMILwAQAAAMAIwgcAAAAAIwgfAAAAAIyouNvV+t1Qp8YBAAAAoM9ZkuxODwIAAABA/2PZFQAAAAAjCB8AAAAAjCB8AAAAADCC8AEAAADAiP8DADLd3R6PDRsAAAAASUVORK5CYII=

[*]挂单一共有6种,咱们挨个说。


[*]Buy Limit:多单回调单,在现价下方挂多单,当价格下跌到小于等于该挂单价时,成交多单。


[*]Sell Limit:空单回调单,在现价上方挂空单,当价格上涨到大于等于该挂单价时,成交空单。
[*]Buy Stop:多单突破单,在现价上方挂多单,当价格上涨到大于等于该挂单价时,成交多单。
[*]Sell Stop:空单突破单,在现价下方挂空单,当价格下跌到小于等于该挂单价时,成交空单。
[*]Buy Stop Limit:多单突破回调单,设置两个价格,当价格上涨超过第一个价格时,自动以第二个价格挂单Buy Limit单。
[*]如下图,比如现在价格在3960,当价格上涨大于3999时,MT5会在3950处挂单多单回调单(Buy Limit)。
data:image/png;base64,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

[*]Sell Stop Limit:空单突破回调单,设置两个价格,当价格下跌小于第一个价格时,自动以第二个价格挂单Sell Limit单。
[*]如下图,当价格下跌小于3800时,MT5会在3850处挂单空单回调单(Sell Limit)。


[*]注意上面说的这六种挂单类型,价格输入错误或者类型选择错误,都不能下单,比如想在现价下方挂多单,应该选择Buy Limit(多单回调单),或者说你选择挂多单回调单,那么输入的价格不能在现价上方,应该在现价下方。
[*]对于之前是股票交易的用户,因为没有空单的概念,应该多用模拟盘下单练习。
[*]有些人把Limit叫做限价单,这里叫做回调单,也就是价格回调时成交,是一回事,我觉得叫回调单更好一些。

唐老师 发表于 2023-4-14 17:26:01

建议用模拟盘测试这几种下单方式。
页: [1]
查看完整版本: MT5入门:用MT5手动交易CTP国内期货品种