Если случайно выставил заявку ниже рынка

Страницы: 1
RSS
Если случайно выставил заявку ниже рынка
 
Здравствуйте. Что происходит, если выставляется заявка на продажу например ниже рынка в Quik?

Инструмент имеет в стакане заявки на покупку 600 руб, я выставляю заявку на на продажу 20 руб например 10 лотов. По какой цене будет исполнена заявка? Она выкупит сверху вниз все доступные лоты, или заявка выкупит все, что снизу стакана плоть до 1 руб, если там мало ликвидности? Скрпины прицепил для понимания
[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAARUAAADKCAYAAACL8dSsAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFiUAABYlAUlSJPAAADoSSURBVHhe7b0JdFzXeef5q31fse8AQQAkCK4iJWqjdtmSnHiTO47spNtxHCcZ29NxZiad7uR0OumZ031mshw74zjTmRzbaSft2HFsyVZsLbQWiqTEfQGIfd+BQu2ovWruLRRJkABIWsIZAaj7ky4B3Pfhouqr9/7v++67i+bli3M58uTIiu+ayq20VNqWqhTvikQiwcLiLGfjPyaYmSnUKm7HNuNdNBr2Cr+9SCAzXahVLMeicXDA8jQV1kbMZnOhdmOhLXwVaApfFQqF4t2zTFQUCoXivaPNBygqSFEoFOvE9UhFCYtCoVgHtEpLFArFeqJ55dLS0x/5TzabU09/1oHN+vQnHV1k9thZ+nsCDEzLINZM+V2NND20jUYXWIMzRPpH+dkxP/MLSbQWM7aOdnbsLqFju2mpkfmCzVvCxreGzRpsmqc/8j0OTAg/gGVnOW1P11IuqvPvLpWE0UEun53l1LmQrMFUX0fJ7u3cvduMx6kr2AwJm5kVNoc6zHhdwmYNNtXTH9W1UtwkF4IsXBmm79wE/ZdnmRr0ieLHNxcjmsqRycUID88yenSI3q4ZhganGe8e5fKro/RfFHaxHKnsdZu+VW3E9ZQt/MFNR5ZMMoa/d4KRs4N0nhzg7PcG6D7jY14cTeVtUmRiIWbfHmPo1AS9g/OMD47Tf2qEi69MMD6dJJK6ajO6qs1E3ibf2KZFPf1R5PFf7KHne69xJtdG2cd/gS9+7eOiPM2zv9LK3vI0dsMsQxeDvPOKjV2ffYznvvZBPvPv22kZHyJwepQLs2khPtdt2j+zmg3CpvAHNx0JksFZuv7fl/jhty/y3y+DPgqlhaNLhIlFpzj+wyQJWyu/8LWP8rmvPcQT+41YXjpLb3+Y0dCSzYnnb2VTaG6Tku9TURFKMZMRZR5/MMfUXDWt+8pp3ePG4bWKYsFqM2DMpNEMzuJbTDPSUE5VmYNabyneihraD2iwWhcZvBAifnHqmk1l+UqbgStR4ovy721GDBjsHpo+dDcPfmovTz9VTrnXwA2JynyYVP8swx4HqRovrV4HJd4a6rY72bEnzvxUlLmLviUb9xo208JmMlFocHOiIpViJ5uG4Az+UJKxhAvbYoiECMc7T4zQeWaeiYkYCZGzJIZ8RDNZos2lOC0G7JgxmNw0dZix2DNMdAeIdM9ds3GZV9pM9kdIxjarqOjRW5xUP7iL/U+28MA9LlxOfeHYEpmFReIjfsIVDrTldhHFaIUUOSmpttO0W0dwfpH5Kwt5m9AaNiFhE5iJF1rcnNw4TkWFLMVHQlzkV2YJBOfo0c1w9k9/yg9++7t89Qs/4Kt/eIZXX5nBJ4TC54uSzWZxiwhEb1i6P+t0WpyldjQaDb6pkCjB6zbGlTaB2TDp1GYVldsTiyQJ+SJYneZ8uYrZasJZYmcxFGdB+OhWNlFhI8tmRo1TKXZyOUhnyc7EyE6lMT26n47ffISPfP4g99fPkZkc4/jxKIGAiGgEWiESUiCuohUJtPwxK4RHlnydsFl+Qi23kX9uq5ITb04+QdWI9yvf81Wu/iyP5f0kvsqfV7PJiWOync3MDU9/FEVMSode46DqURHeP3eIxz7RwYN7c1gSQS6eCxONbN0IQ7G+5LVSCYqCilJMe1voaLBQ5wCDSU/djgpsbovI8SNktnDaolhfRKSiZEUhkGmNUY9Br0FfiF91Bt21EN3utua/l/0BV/tFZBgf9i/mv3rKHfly1eaqCC23kX0rV/tjtiJmqxGHx0osnGBRlKskFpOEA4tYHaZ8f9OtbCzCxmK/9SDBjc71PhUlLMWJ7P9wmTFqslgWQoREmhNNZclkkvhnFkklpBjYsFc60GdyJEf8RBJp4qRIJ6NMDSySjGupaHLirHHd2qbeLiKgrSsqBpsRixCM3GyEuC9KhBwZYvmnPlMDyfxj+pJ6121sLDhLNuZI2TtFzVIuduRTmh3leAxpqs730T8SYzSUEHfOAJ3HJgkvZGncW4O53os5lsJ+eZqpaJJ5wsJmisvHxB12wShsnMJGlFvZdDgw27auqGA3ovNYcA36SI4HGUIKqxydHODymxoRydkobXPmbZy3sqnd3KKi+zf/0//2R1c1JZvL4bYZKBHOUbx7Mhlx70mJO3S6j0QuWqjdoMjHMjojhlxaXBNhRi5O0v9mP11vT9Dpc+LZ1cjhI5VUlJmw5cSdNDVLd+cEXUf76Ts1R8C9nZrDTewVouIRobs1u2TT0zVJ5wobkSJZuJZe3YxHV41bV5n3WzwXKdRuRGIkwyH6fxxCI6Iz70OVlIhao1akiwYTzpSfsG+W00cH6H11kHGfBU17B3seLKe+xozdIm0Ca9tUGrEalv7SzRg0JqoMLdgNbvT6G8fJbBTW+HgVxYM8BZyU7ahi59M1lOhipCb8zE6n0DRvo6qjih11OiwlZVTvqWTfYx6s0SjhgQi+OR3ue7dRf1cldW4dJvd1G0s0stLGCVsj+9GjN9kp311CWaMdh6jJvy1RZ6yopuPRCuqFz5IDC8wNJMi6vdQ+3UZjvUh/3AWbx9awqRM2Qng3M5rXOueXZimLf1NZEeqWqVnK75VNOUs5lyWXEaF4NCMirRw5GcGIO6FRqIDJWLj3iAgsl04Ti8s+l1x+vIpO3HX1Bi3X+l/vxGYNNs8atcJX4lpJRrL5sEtn1edFJR/xywtJvP9kMiPOg8K4HaM4bjIiviw9br0TmzXYHLOU5Ru4WhTFi0acCnojFpcFu5z3I/IUh8NwXVAkOh0ak0hxhI3sdLQLG4v5JrG4E5tNj/CVVo/JacQkBEUmIdcuHynGBgNGmzn//mWx2Y2YRTpzTSzuxGYTo9IfhUKxruSFcXlRKBSK94KKVBQKxbqiREWhUKwrWtk7f7WoBEihULxXVKSiUCjWFSUqCoViXbnh6Y9CoVC8V9TgN4VCsa6o9EdxjWwqTXR0ksmLw1w5MSLKOMMDQRbi+RUnSfqD+LuH6T8ljw/TfWqM/sEovqBcO0XO9kgTm/Mzc36YvrcLNqfHGZ1IEFzM/wnFcmKLpKbnGD43x9hIBDmFcisshaX77Bd+Lz9LWZ4SmayapbwebKpZystIhcKM/ONPeO2/v833v9XN2z8eZSphQNtaQ4kVImcu0vnNH/ODb3Xys+93cvq1EXqiXoxOG811crB6hLFXznPyz17ixe918voPOzn35ijT1nosHge1cirvLdg8s5TXiYlRgsfP8q2vCPGOaXHdW56fnHirq28zzFLWffaLQlQKqU86o0RlPdiMohK8MsDoa+e4sODB2NjEXY9tp/3eBnYcqqa+1oQ7NoHfl2U2V0vDoSba7y+jaYeJxKUQWo0O7TYPNoOfeEhPPFtD0wPC5oCbhioNvs4sGpMW525nfmvQtS6F4hCVJMmwn4EfnuHMyWFOjCQJnsvgFf4rf6gSr7DY7KJyY/qj+lWKEBmjxggMzzJ0fJJwaQM1j93F4796UJQ9HLq/knpHDlMujr7Ei/ueQxz+xCFxbB9HfrGRuqiP1ISP0bDc7UOLrb6K+icOcf8nhc2ndvHAk5VYR2YJDy7fHrSYyZHLpFic8uMLJZkzWLBrtfkIZasgREX10hY3cuuNWfwRPTPhNg7cXcqOnTdNqdcboGQbVS0V7NsN9vzKGCa0OgfOUh3W/BUhpyGX46lw0ShszNLGJmzK7TgNwkaaKARGkS6Ws+uzT/Lh372fz/xyFZXlWyszUI+Ui52kEJUBISrBBfo0QXr/7i1+9p9e5Bv/8SW+8aeXOHZsnpA4OzI6fX4hbKPQl6V0OUUuGycaNIt7r9wIS7O0ULZOm9egvM1ClPRogJkaF9lKB7WianMv6bweaNBodRjsS5uJ2W06dLqtdfXdkP4oYSlC5GOdqRCLPj8z8SATPfOMd84x1jVNz+s9dJ+dZHAqRTwp06TrJP0hgsPT+EW0onU6KXeKfF8EK5lwhOjwBINnRrjyzhyD/RmMHWWUtbrzm5kLvVFscbTyjnK1KIqYmSTasQyuX36EB//rJ/it//IkHzsYxDQ3ymtHIwQCNz7s9F8UYvPDy8y2lmFqr6BR1MmkKTY4xOh3X+Tbv/99vvK1If5puJaHHq/N7z2sKA7UOBXFEh43xtYmdrS5aaqz5Vd1b97pwWozMDsRJpWUopIkGZqn9ztvcPZkgH7vAQ4cqaZjh+Xa6memqirKH76Hxz/3IB/7cBVHvJOc/8czvPqjYbrmYVH11G55lomKClWKGpcdQ30FNSWG/MLLcmN1b5ULs9WQ31g8k04Smwswe3GMka4ZfFk7pt272b3HS0P19aTGUF5KyaE93PuJgzzxTAOHmzP4z/Vy5dQE/bMiklGisuVZtvRBoUahWIFcnDnK1PFBzv9tN9FDh2n/5YN85FE7Je5bLD5bUY3lrn3ce0BDgzuOX4hKWonKlufa0x9FkSI3E2suwalPU9Y1zMhEnMmISHPiIXpPzxAJZKlp9GCanGRyLk6XtZbqOhcNFSasZm1+g8M8Mj0amCc4HWJc/Jjf0FMnIhxCLIzrSUbklqCiamOO11KsI9fSHyUsRYoclVlVTkWlmTbjAuMXxrh0bIjOd0Y53ZUmobXS0SZSo9k5fEIwhuMawkNTzJ5fmtsjS+/leUaFGCVmfPh6J+gUdV35Y/30nB9lMlGK1lVCbTmY1OOfLY/mnX5//lmh3EA7kshQX2pR+/68RzbXvj/y48+Snhpl7vwVvv+1IQZHo0TNZtLb9/DoL7bw4cedRF9+iVd/MsaLb8WxWGSEcv02ZN+3m7qH9/Js+zhDrw/y4rdHRXwih9VlMbjs1H7kGe55qIZ79xryuxMu+9Ub2Dz7/qwXPsITY/zLb4+jOVjH9j/cS4uotS8dXJXNsO+P5tTAkqjIyYSRuBKV9WBTbiaWiJDwLdBzagF/QKQ/cgRbWSWN211srzUQHxllbDjEyOTKThFDeRnO+nJaSyOExgIMdQbz6Y98XqQzm3C1N1Nda6dKpD+3ovhEJS7Swgijr0egwo77YCnywfutgrlNJSrZLEJU0tQpUXnPbEpR2QAUn6j8/GyOHQrzvSmqR0WhUKwP10bUKl1RKBTrgXr6o1Ao1hU1TkWhUKwrN04oVOqiUCjeI9fSH4VCoVgPRPpz/T+FQqF4r6inPwqFYl1RT38UCsW6ovpUFArFuqK5MBLMD9OXe/4EF1PUlqhh+u+VzTpMPx1dZO74Ofp7ggzOyPuNmfIDDTQeaaLBCamBQaZOddM1BuGYuCOZzVg7drKjw8uu5pVLWidGx/FdGeHUmIfSneXsvr8UeWattQJLcQzTT5EMhxj5ly6Gh8JMFrY3crY1UXVoJ+114vtbbD2wSYbpL5HvV1EULfktTXtG6TszTt+FKca6Z0SZZ2YqSjiRJRMLE570MXZ5lrEronRPMHxpiIsvj9B3MXBta9Ql5H0qTnBgjL4fXeDNHw7TeTmI3FZtK2zr+d5IkEkGmBW+HbsgfTktvg7QfXyUc2/6mA2mhOc2N9cGvylNKW78F3vp+e5RzuTaKP3YL/DFv3pWlKf5xK+2sa8khS00RNziJnPkWT7+x/LYB/m1/9BOy/gQwVMjiOuDyLUJzHIvoRmmBmc5fzRC5KZFs4ubJFpLBuf9D/HAl4Qf//IjfPFPDnKwIsv8P5xjaDaS33RtM3NtOUlFsSIv+Hn8gSxTs1Vs31tO614PrlKbKFZsdgNGgx6tq4rSbeW077VTVm0Xx1y4Sjx4nVlMhjQJ0Uwun0hDNp4ifHqYyGKS9L560YYpv9K+QmJFbyynpt1JVavwY7ko29w43UZs0QS5TDa/eOdmZln6o+KVoiQroorgLIFwkrGEB0ciTHpsku53xug+72NqKkZSqyPnKMNd4aK+Fkz57hOtOGf04gIxYDDrMArV0MizKZ0gFQwyejFCLGek6r5KXE6j2kTsGmZ0ejfeKj0OuXGyRKqxSQ9uC1a9btP7Ss39KXZkiNE9KyKVOXp0M5z505/yg9/8R77yhR/wlT88wysvzxAQZjKhuZEE2UyU4LyFbNaMu3xpd1Qi88QmhzkxWUnSUsHDHeJaUXuero3cIVL6P5VhfHcVZTZjftO1zYy43Yh/laoUL/IuKU7o7EyMzHQK45G97PzsQ3zoM/u5p2aO9MQ4J05ECYVu7BcJds8w+koPcw2lGJvLqNeJNEizyOyVeXp/OoOp3ounxYPFKE4yNXDhBrLxBOEz5zn9zVf55v/xOt98RUPEWclHP15FRZlxzadjm4XrH7cSl+ImqUOfs1P1eAf7P303T3xyN0f2ZrEkAlw4GyEakaKSJZOME+ifZPTsLAM9Kcx7K6ho91CSFsdnZ5jqD9I3pKey2UVFgwpRViOXzZAOBAiMzTHa52PUB5mMhgpjgngyS3STb2NyfZZyoUJRpFSUYNrbQkeDhXqnSGVEjl/XVoFN5PmB2TBpEc3IlCcZnKHzv73E2ydC9DU+zIOPVHNgp5lsLEHwrUtMLKSY3HcXzQ32fDuKlegsFlz3H+aBL/4iX/o/n+JLH8xgu3Kev/6913n1dJBRuWr4JmbZhEIlLEWNXofGZMCo1+RXvJfngt6oE6mLhmwmI7IkkdqcHaXzO70EtrVR90QHDz9YQlWFEaNhkWRsip5jc/S9MsDYqyf5lz9/mW//1xN892/7GOru49Kbffz0m8OMzcSJLf3F4kXcxeXAQbPLiqvShaujlfo2Nzu8PuLBFOHNLiqFrwIlKUWJ3A3MacaoyWHxhwlHMyL8FmlOJiUilEVSiRw2h8jzo36muma4dCqKflcrLUe2cVe7GbtVnkJpcpo0CYMbixCmMgIsjMwy2rvAxEiUxXCU0HyUGfm9HEi39JeLk3iKbCDGYjq7tOGaEHOqSoW42Km1pdFlc2RW9opvKtTgt2JH7lC4sxy3IU3V+V76R2Ii/BZpTixA57EpwgtZGltLMY9NMBVI01XVQlPVUop0HQcW73bu+3dP8dzXP8GXrpb/61E+++V2Wve0c/AD7Xz8f25lW7UlP1S/aJkRqeSlScaiCebyFUsDBQMzwu9XHJjMOqybPG3UXJkIX5v7Mx9OUuM1q7k/75HNNfdHDrWKMPvOIEOvDnFp3kBKmxVpUJqZaS31h1rY/2gDpZd/xpvHF/jJZSN72u24nNefUZjravF2NHNwlxnPsnr8Y/i7B/j230DZ3XUc+XwzJaLauHR0BUUx92d6ikjPMK+cCeMTIq0v+D+R8qCxNHDg4/U0brPmN8lfjU0190dRrMhTwEn5zmran67Gm40SG/IxOZog07SNyo4qdtRpMboduDwmGpxxguPzjIpU6GoZHwkxu5AhdXPYrjehd7qpbnVTJqIbKSZFHxHbhOh6dOQm/ITy/psTJUba6aH2mR001a8tKJsFTfeySGVORSrrwqacpZzNkE2niUfS+XMhKx8J6g3ibqjHbNKQFe8pEc+IO2phLP4ytAYDOpOwNS3bsF0i28xkiC9KGx1Gq+6WqXZRRCo3+7lQrTMa0FtM+YG1txrXszkilauf8lqftKI40OrQGk1YvTacZXbcpTbcbqM4ccUZXnhaYXGLOnnspuJ0m7Dl91cutHUV2abBiNUl2hGCIg8X/Wl2s58LxeEybZmBglvgLSgUio3EsnEqKlRRKBTvHTWhUKFQrCua3slIvuctlckxG0pQY87S4ljZGae4cxI6HcFcjP6Fl4mmlkYjKG5PlX0v5c49DKTfJpLzF2oVyzFhpdlwNyXmqg3bUavpnVomKkEhKvMjtPiH8wcV745EfQOJqmr0l0+hDcuFAxR3QqZ+O5mWXegt2vz0AMVK8pPK43IckexE36Ci0rdMVGakqMwM0DLblz+oeHckmppJCmGxnj+DLhgs1CpuR95vO3dhtVrRiWhPsZJsNsvi4iJ6vX4DP1Jehro3KBSK94p6pKxQKNYVtZ6KQqFYVzT908v6VAIJqou+T0W6I00oGGDet8BcCpKiSqcz4PBWU2E3U36blYk3U59KLpMmEZ5lKrzIeHS1RQnkeilWqqs9OIiRC/kYCqeJpqWfZKBrpsTroqLEikm0M3eLdgyinRrRjtdiXHWmsupTuT2boU9FicoK5AXh55233uCFn77KC36YEcJidZRy1+Of5ZMd9XysZslyLTaTqKQWA0ye/Se+caafr19ZbXWgCkpKdvAbn3uEA5l+Mmde4o/O+ukOyDUPpbo28eQT9/DLT7VSdfb7/OBM35rteL1tfP43HuXxxjLaC7XLUaJye5SobEqSooxzvnOWkxdCpJzibp6eJRpZ4O25Fg7s38GzDzfRKKzWWoF1M4lKNhUnPN3DpWk/Z33yvS+RSS4SGD7FucVKxl338Ecf2UnN3AkG3/4Jf5e9B7fTw0GPjFTcbGuqpn2bF7top3fVdk6LdioYc97Nf/poO/dVOVZdMV6Jyu1RorIpkXfgcUbnbUz6y9lVC47cAJOjl/j9v53Fsa+Dp5+7j3uFlSdvv5LNJCqrkyQmUplzLz/Pz9LV9Ncf4fd3Ocn1vsLbp45ytv23uLe5iV+6TcR2czt9op1/L9ppdegLx29Eicrt2SSPlGUXreqmvY484euo9pSwX4QjNvm5Wczo3W7K9TpceZutjp9oYoxXL5lIpL08vd+NV64DIjfC0go/OPV3uJfPUjtHL9/cjmIro83lcsiS759UCKTA6tGLO6XJIB+PiR9DYZJzcwyUlJDzuPP9AVt684lggPTMJGNVjZirajlkArs2SjQeYmxmhrdee4Gvf/dbfPnvv8cfHx/mZ5NrbCl+tZ3KpXbuNmlFO+oGttURorI09DcrxaVQqRBJUCyIf2aQM/29vNkzydnJNOamGuprSvP9KVtzG095BqQIzfuZHJ4jVV+Dt6ZCvN+ciFHSGEVaYnOXYor48E328c7AZV4808Nbg3NMJpeeki1xczvVhXZkrKPY6mjT2RyyZJSi3EB4sosLr/8d/8vf/BW/9EIXfzKznc8e3M6ndshVVrcqch2yED1TPl69HKLWa6W+VK5tKFMWJ2277udf/+sv8vUvfJHv/NtP8/VP3cN9813M9PbwYgAWri0neWM7NV5boR1FMaCNJTPIkhBFRiuKJSzeepp2P8avf+AZ/t099XzSPsxLb7zO357q4fWQiOy34j4TcrP28AQTKS2XLW0cLLHRYZNPeCRaDEYLTqebcrebKnctdZ4m9pRH0GRmeWckRDhecMpN7dwlROV6O4qtjnaxICqxVJbs1QUzFVg8NTTsfIBPPfI4Xzrcxi9VJRnsPsMr3QOcFHfl8M2LPG8BcpkU8fkxFjJaAhXttDhFpLJmnmdDryuhriSNyRBjJpgmWQh38+34lrXjulU7iq2GNp6SgiIilbSKVNbEsw1Xy4M81wL7bDGmhKjIzfq3GulUipmxMTKZDFVNjRjv8JGlw2yhyuPGKDfGEuTbGf3521FsDa511Co9KZAWajE1xYzfT5f4cVHW6RZJawJMzRuJx414bEsby20tEkIoQ1wZjRMUb7qqxIDRcIsnNYk5Ygs9nBjTMhkXouLW5rdMvdbOWOLO2lFsOVSiezOyPyA0zej4IEd75JOfXo71dHJiqI8rySp01kra3WBdffzWJiYuxCBI37SWSFxHpXiPcvPCJWRevMjCwjSdwh8npU+6LnKi9wrn4hVkLUs+WRqCstRO/5RmlXYUxYASlZvRigvIGaK76xjf+POv8HlR/tWf/x1f+B+nGWi5j7b9+3naA94td6HESGdCzAatZLJWkc4IMbgmnDLXG+P06Z/yX4Q/fk365Ovf5Uv/0ke47QHuvuqTvP1SOzMh2yrtKIoBzUsXZ68lPjIFavINFfcw/WxK3Gxn6Bqd5vTwAhFRJS8pg9FMVeM+dpY5aXPkLddkcw7TjxKLBTh3PojW66ayrZpKUbvUGyKf6gQYGprkUs8UcpsvOdxN+qSyca/wiYsd13xyq3ZujRqmf3s2xdwfJSrrz+af+/P+oETl9mySuT8KhUKxfihRUSgU64oSFYVCsa4oUVEoFOvKio7a3GgnucELhRrFu6G6o4OKtjZ6X3uNqG++UKu4HdW7OqjcvYfe3l4iEfncTXEzJpOJlpYWwuEwIyMjhdqNxQpRCY92ERy6WKhRvBtad+1imxCVk6+/zsK8T41WvgO0mhxtQoybd+7k5MmT+P1q29PVkE/G7rnnHnw+HxcvbszrdIWoVKf81KbU3fW9oCkpBY+X3PgYqUicVEoNU78VcosYkzGLrkz4rbxCnIdKhW+FRjpMsFH9tEJUGrJBmrNq/9/3QsrtYUan57v//M802dw8vnNP4YhiNQKxRb535jgNbS184LHH8uMvtFrV3bcaUkji8Xh+HI/RaCzUbixWfHJSWHLZrCrvpQgnJtNpuienGF9YEHU5VW5REslk3leThZRHDvCSPlRlZZG+kax2bKOUFZFKfTpAU9pXqFG8G9LeEpJOF5H+XnTxDCbdll7R9j2Ty2WJpSMYKsux1jdgMBhUpLIG8qJNpVJ5/8hRtRuRFaJSl/LTVMR9KplEhEDvGxzvm+CN0fzCBzfhwe6q58gz+9lR7qKqULucTEkpc0YT3/3BD2gwO3i0dVfhyAYmMIx/vJP/cX6G8aAIr002XM33c8/2ah6oWxLFxeluJvvP8mJ/hJlofkaUKBXs3L+DQ/e1Uid+shba+Y5oZ+xaO/eJdmqutXMzQZH+/PPFUzS2tfLkY4/mLxYlKquzGURF9yu/9b/+UeH7PM5MDFc6mn/xxVgyiSihwZO8faWPV66MMzk3ly8T05MM9V3g/ECQTr+DHXc1Uuux4l6ljZzVSlCj4Yevv4FFZJi7q2uXFHtDlowoUfwDF7hy4g2+fWmSzskJfP4Z+uatmC12mqpdGDU54Ze3hc0PhY2fzokFgoEA0/MarOUl1LVV4BXtRAc66T55nO/1TNA1Oc6cT7ZjEe04rrWjkwtjL3sNoXiMFy6dx+J2sr+9/YaOSFVuLJKrKZD002o273dZEanUJuapj88WaooQEYpLYYkmU6JcX18zFV1g+vg3+PFCDaedH+B//2AtHWXm/C5BN5MrKyft8RLsvoJ2MSXSn4286HNClH5ef/5tXnx+AOPHf4m72rS0pXr5+69fJtN8gF3PfognvBA5933OvPU8x+q/wJ7mJp6plxe/XgiGGYs1h1G088bzXbz042nqPvc47U0ZyuZ7+Ye/vkx62/V2ym/qX8wh058opuoqbE1NajLhbbgqKhs1mlulo1aojewoK9YihFVrtOGwu6n0egtFi8saZnDIgclQycP3lFNq06Fb7fdlEY0E43G+d/4iJ4aGV7fZKCWdJhecxxfTMGGqY3t1KTuq6qku2U57RRCr3s/ofJa4ENhMVqY7TirK3VRXeKjwuEWx4zLrMSaFOI0NMR6Nc6msgW0lZezy1FNX1sr923PYDQHODvgJC5G9+TUEF2N878JFjg8P589B1VF7+yJZrX4jlFVFRX6oqiwr8Tli/iHO+krAXMmD26w4jJrVbUWRPkxlMvTOzjIZDK64iDZUyYgigxWtEZ3dht2kwaTVI5Ia7FYdZqM4gUX0lssmRC6fZVGIz6JviNHhTk5193JhMshUOEVGRHbx8Qn84n0v1NVSZjDgyVox6svZs120a0nSO+pjMZ688e+Lkkyl6Cv4Sp2Dty8b3Ucr+lQcqQjOZFi+alWululegkPd/Niwh7rtTTxVY8W8ml2haOx2zG43B21Wdrq9Qrl1onp1VX/fi8hgckYd/rFJwkO9xJrasdkTuBMDvPJihLS3kY6H6mky+pntvcjpkyd55fxlXjt5nJfPXOJktAKT1ckuZ5rZvre5ErEw79jJY40OSi1aNOkE5tAw5xZ0nPDb+eB2FxU2ww2vwWzQcXdDDXtatmMSkaGsU6zNRh/8tkJU7EkhKonQDRdJ8RbZiRli5Eo3584NMV9/gB31FXS4RM6/qn2h2B0EdXq+f+wYoVCUeqdndbsNUeSnrseQiWBmjvO9I1y4cJ6zfWNMWXazrb2Vw41O3MLKoLfgKaujubWdAzuqaK81ExUpjVZjQFPmQjN5juG4jQnjNh6qs1BqFoGwEBWNr5fT8xrOLnp5prWESrtIo5a9hnAiwfPdnSyaTGxrbBRV+ReluA0b1U8q/blVySTJJmYYnAvzzoQ44b02Gt2G1W2XFenDVDZD39w8k6HQqjYbpoh0JSsuaq3RiN7jQRuYYm5kgu6xGLpyA2aHgUxInBMpM2U1O7j7kWf45FPP8GsfepJffmg/e1NDRCb6eWsqTiAh3rv8L58uLfsbwh/5C+Dm+kKJi9Spb86X95W0U+fg2iXvxw1+na6IVGyJMPZY4NqHW9QlHSO3cJmTE1lOxLfx7IFadnqN+X1NVrUvFI3DgdXtYa/RQKvDJew3cPoj36P/HK+eneQfz1l4+EOP8eEnH+Gp9ibcgz9kIhDlrHYnTbYcDv3y3zWRTepITB1nLGugO1nBzkQXvpyTMUMjD9ZYKBGRSi4VJzffyxmfhgsiUnlaRCor0h+9lkO1Feze3oyppCS/X9Dy46pcLxL51Ed+Ly/gm49vhLLymZQ8IF+sKiJyT+AbGSKZzmBvaMZmNmEo3G1vWYQPw8kkL/T2cXpySvws6zZmSScTLIwNMheNES6ppdJTQp3bRZXXTXuFE4QonB0YJRwT4nDD78qTRSdSohxWkx6n1Y7XKVIgUbsQCAifpZbaz6RZCIXzF4DX6UCXvyCWt5PNpz8v9PVzSvhKcvNJqsrKspH9pB4pr1lSJBNRxoZmiCcylNeWoTeIiGNV25uK8GFS3G0HFvxMh8Or22yQkk2nSQSCxEQKkrBa0Gk0+UflUhxsFgtpkcbN+RdIpm56apNaJBVbYC6sIaMxU+Gx4fG4MWSyxGZmRCqUIJpNkEyGGJwMCx9qqCtzYRRRyQ3tiJIQr2HQt8B0YQ2V5SeoKivLRveR6lNZs0TFhbDAleE0gXCOclcWvXY1u5VFOBGv2cwXD+7nqW1Nq9pslKIV6uF1OtHG40wPDTEVixES9XEhCt0jo+K9RygVkYteRBg3/O7iBIszF3lrSMtYxEKZR4Pe48SaiOMU7QwuLjKR9RGNDXL8UlxEKybaG1xYjDe1I4rbaOQLd+3n6eZt6hy8g3KV1Y5thLJiRG2Zf5QK31ChppiZY2FukL//v98mvr2d5o8+zhELlKxMGFdgaGhksaycf3r+ecrTGu4prykc2YBkkhAY4lRnL0c7hwlZhcDo9BiyOWbDcWob2jiwew+HKiPMDYxw7uwQE+LX4skAqWSUSU0Hu3bu5PEDtTQyw0RXF6fP93HWZCenS+DKJQkmWmhrbeX+g000msF6kw8jIgp6eXyQ7bvbefTIkfzUfnlyKlYiHyfLpSFkv1NSpNgbkTUilYwqUnG1OhxldVSVllBryWBkNbuVRfYTpEQaMCjSihkR0udk3UYtGpHSebbT1lDDBxs1JOcn6O3vp3Nsmjl7G7W123mizoTbECfkn2FIHhPlwug8g2ETte272ddaz06hFBZrFdub6nh0nxtjcIax/in6pzO42tqFqAgbcwaL8OHNryGRTglfBUT6c33O2fI7nyrXy1X/bGQfrYhUSnzDlM/1F2qKGSkQaaKRNBqDAYPFKERF3CmWDt4SU9M2dLV1TL/zNtngIob8b25ssukk6VScSFIIoohShKKCzoTVZMCR3ww5TSKRJLaYICXtRdEIG4PZjsWgw3x1uk42Jf5PEEhk8sK6qs1NiEuERC6Gc3sznvZdxEQKJu/EipXIJz8Wi5Bm4R8Z0W1EVorK/BClaofC94S5qZl4VTXff+EFSuMZDpZUFI4oViMiIpWfzYyJ9KeDRx58IL8DXzotl1ZQ3IwUFZvNlvePFN+NyIpxKpaoH2t4bklhVHlXRe/xErPZ+cnps+gTKVrsrlXtVFkq0VSKN6YnsYs0s0NEK4lEIh9GK1Yi+1TkIlbSP3JdlY3IikjFMztAyVR3oUbxbrBsb8HQ0MTkibfILEQ2RfrzfpJPf4jjbmuhZPee/PYTKlJZHRmpOByOvH+i0WihdmOxQlTiI5eJD5wv1CjeDY27d1PftoPzPzuKf84n7iqyP/yqm2WvjPp++fdyfpxWm2ObSH/qO3Zz4cIFgmpj+1WRT3727duX38Kkp6enULuxWCEqocGLhHpPF2oU74bWvfvYtqudky+9jH9+bunykV4W36jv1/6+dd9etu/Zq/b9uQWyk/bw4cOba9+fmrkB6qc3pgJuFnLNLeRE+qM58w4EA0sXzdIh9f3St6t/v034rX1Xvt/g6vR+xY1cfZy8kX20QlSafEO0qKc/74lEUzPJ+gas58+gU2H8HZP3285d+V341JKSqyM7aOXTMbnotUyFNiJ3MD5UoVAo7hwlKgqFYl1RoqJQKNaVouxTiUX8BILzTMUhnhHKqtNjtJdS6bBSbS3k8skI8cUQvf4YkZScB6TH5LjJZg02RJ+KeP2JxTA9fjA67FSUOnCI6pVbisiPP004GMC3EGA+LX5VVOmET+yeKsptZspMS5ZLbYZEm7fwyZ3YrIHqU7k9m6FPpShFZeDiK7x57Hn+2yDITQgNVjdVBz7Kvzmwnc/tkJeeYOYSo91v8VuvDnNxflHYuITNx260WYMNISri9Y91n+a3jkLFvt186qMHOSCq5VqzNyLn2AQ4feJNfvTTo/xIiNBMCiwOL3c99mt8Ylc9H7s6yXrmsmhT+OToEBfmCj7Z/1F+9UALn9951W9LNr8tbM6vZbMGSlRuz2YQlRXD9D2xACXRhcJPW4xsEqKDDPuT9Kcb2Nncwr1t5eyuMhMeCuTvzoaqUjz6Gfq6hnn1nQXSbTvYv6ua+6qX21QKGzCtkTxmPF4yLjeG6Sm0Cbn/xf9fJIgtznHmxOv8qKeHf5peZLQ3SVVVOc176pHasHJbMykqs8yFwJ+qp2NHC4eb3OxywchoDq1BR3mTA5uw6e0aEj7xkWqRPqm57hOtAaPwm1s/y8CVgk3rSpurfpPrYa9G3m9l5Wov5VsgHydv9G1Pi+uTy2UhFULvrKKy/YN8+tEP8jtPP8xvPLiT3YvjRGemOBdJEQmPcXk6xMuzpRy+6wE+//Rj/OaRPTzABIuz4xydTRFIXQvwNhAZMukYs9NjdAfCXBZSUIKO0sLRW+Gp2Ma+Qx/kM08In3zgPn7t7gZck6PMTk4ynE2LVHDJJz+dKeHwwQf4jbxP9nJEM0VsdoyjM4sEAqPXbO4+cP9KG+k3mVsptjTFJSo6E7g62FFTx1NN4kLKR48WcRd1U+HS45L7h6fSIicaZzKToaupgW0ixKzHg9XUyOO7zZQ44pwbDhCNb8S5KRZs9joee/o5/uDZZ/jLRxpodl3tEFkLebero9pTyv5GsEufWMzo3MIneh0iYIG0yIfGxpmSPmlspMlkokEkUjZzA492mClzCp/0zRPpG75uI/y2wkb4LZJQc3q2OkUWY2rEOzZhFOG13HpGlx+QmBR5aozgohWNxozXliEU8pMUYabLW4JVhJgGucCzEKT6Eof4mmPMF8ivq7rx0KARaYbN7qLU6aDKJtKSpTd5C+RxA3qd3I1QuEf+GI6Qmp9nsKSEnMdNqxCK2IKfhMjnnaVerHJ9GekTrRDcUukTGJr1MTk7d0ubsXnRhhRtxZam6BPXWNTP/Py4SGzcaC0e6i1yfdbF/F41bpstf7FJ5CrwLqsUHg2BaJR0ZmtNzU/HQgTnRrgwOMCJ3inOTyTRNVZTU1NKQzZHIraYz+fdVumTpdNGKxToqk98Qoh8kfB1m0KfyHIbv1wnRQiUYmtT9KIyOTDIqeMnGayvx15fx35RZ186VFSEp7q48Pq3+N2/+Rr/6vlO/nhmO79+Vwu/suNOemQUiusUqajIpyRTnHjjR/zoio+3bQ/wzO5GHql3ILsUitEpZk8tDe0P8auPfYAvH6rjWdsoR996k2+e6eGNMARV1qK4Q4rs+pFPHlKEQ/MMD/dztr+PwZQdQ8P9PLW9ggOlRrQiTDcZDPlwPZ5KijRoKc2RYX1crrQlmjAbhV2+82HrYMmLyhEhKk/yO/e28VxVnL4rp3ipq58TAQ1JuV9y3icpsnINW4FwyZJPhFOsJiNW4ZdrNvLgTTZm9ai4KCiyT1gKRIjuy5d58Sdn8e98mkcffYz/sN9Fre1630mFy5UXlym/3Glv6RadzmaZCQbzIlPldmPUbcwxAuuCpwln64M816Jhnz3GXEiL21bwSX73was+yTArfJIRvqnzllBXUnJLmyq3B+MGHVuhWD+KS1TSCZjqoccf5Wf6RtrKS9lfYqPULJ9SLEUeGp0OvcuJPZnEOjbGYCLJpBCixcQ4x3ri+KMm9tS7sZm2yMUhL/6paWb9frrEj4uyThcnrQ0x4zOQiBvxOLWYvU5sIuKwjY4ylEjkfRJLTgifxJZ80uTFWe69pc3eBuk3NVJ2q1NUopJLp4hPDTIs7qTnMgYi85NMjPZxom+pnB6b4Uooy6Ktgnqrgb3JSS6ODXK0r5MTg72cXHCiMZdzb40Vx1rDaTcbWSEqwWlGJ4Z4TfjgeN4XXbwz1EtXohKtuYJ2rx6rt5IGq5H9qSnhkyFeFTYnBnryPsFUzn11TpxlNddtRgdX2Ei/OfPbfSi2MkU19ycVXWDynX/gL98Z4C+uxPCa9RiX9Y14m++lY/9j/Md9VmqCnXRffIvfeWeKXv8idquTtsOf5tk9zXyi2YxFaMpaQ0A2xNwfppib6+PP/qIffXsb937qfg6LWu/SweukRWwyd4q/P3aBv/hZPz5RlSSDSaQ7rXd/io/vbeaXmk1YRG189HzeJ18WPumRPsnbPCdstq+w+d13pukWEeGNNnfgNzX355aoCYUbjIzcLGvqCuenFjgzv3LLSIu3lorKZh6qMlOSniM4P8aPhgLMLKYwmKxUN+2jvdzFbebFbRBRiRKLBThz1o+2xEvVjmqqRO2K0zCbgvg0nSPTvDM4T1hUyd4Qg9FC1bb97CoT71cEGnmis4TmR/M+mY4Kn7xbmzVQonJ7lKgUKRtDVDYfSlRuj1pOUqFQFB1KVBQKxbqiREWhUKwrSlQUCsW6okRFoVCsK0pUFArFuqJERaFQrCtKVBQKxbqiREWhUKwrSlQUCsW6UrzD9NNxmOvm6ECE1+fMPHRkBztL7Pn5MZLo7ABjI528MLLIdEyuqyqXOihl165m7j3QSIP4SS6+vxrv5zD9THKRwMgZ3hqZ5XW5BWMeJ3Z7pXiPO9kh3mN1ofYGQuMsTPXzza45xiNJdEYrroYD3N9QwcNVheHgP4fNt67MMRZew2YN1DD926M2E9twSP1MEw75mZ4YZnDsAt9/e5h/Ph+ian8jVR4bFUuGLIyc59K5l/l/rgQ4N+XHJ8RhzKfBXuahobkiv5fOWptfvH+biUEqHmb8wr/wwqVe/q43xHxggSl/Cl/MSMOOaiqdlptmKsuFq+L4R/voOneGb/VNcn56kknfHN0BG1aLjdZKO0ZtnNDYajbWn8PGKWzWnqWsNhO7PZthM7EiExV5AQW5eOZN/vHHL/BnC1qGZ/TsSploPdxC3TJRmRrtom90kMjO5/jIkSf4wycP8YnD7Ty0rYIGoz6/098a18b7KirJeJTezjeZsrXgPfQr/MGT9/C5B/fxkbua2eO1UypOxhtjALnU4wjHTo/zg2Np9n/8aT795G4+2Wpj/vgVwhkd4bo66kyjnD87tsLGd6Jb2GhX2nzsKT79gZtttgkbsK8RhChRuT1qh8INh5QBCzV1O3jowUf59cOtPFTvXnWx60xOrrfqoKpcRCaVcqlEryhOSm2mDb04dk68x0zGisPmoqmmhPoy+drdVLttOPU6DAW7a8iNwqbGGY0lOVdSR1tJGftL6mkua+bRbTnxO2FODS0QHh5e1eaRptVtWlexeWc0TDihtujY6hSZqMi3a6W6biePPPg4nz+0jSM1Ny+OIlOkFOlMjpgIMmKBcUYm+3l7cJjzsxGmFjfyRZERd7I08ZSOWCREcL6fi0P9nBmf5UogxWL6WvfZNXLpDInpaRayGeZqRHpkNFKGDbOhgoPbhDhZUnQO+/CPjK9u07yGjcm0wqZrIsCi2qFwy1NkonInLC2OHY4t0D82yovPf5s/+euv8txf/S1feKWPH4/mV3HdoMTJZBeYDS7w9qljfOMbX+XzX/0qn/3Oq/zncwHGoisvaLkwtVzQO5PNUeW5vjC1Tre0ALhOq2FswceYz7e6jdN5xzZTfv+1BbEVWxclKitYSpEamvfy1NOf4Msfeobf+9C9fObeWsrHuhjsG+TNsJCdDRmwGDBbyjh4/wf5lWc+wh/8wmN8+Zm93O9MEDtzkpPTYXqvPhC6ighelnYNzOV3FdQUOorkl6XdGTWkRDST+nltpIFguY3ckUD2CSi2NkpUVrAsRXrkaT7/1NP87jOP85tH9nAoNUxwapijsykCqY14cRgxmUvZfeBBnn1Cvu6nRHmYD9eZqJg6x+mpAFc2phoqthBKVO4ID2ZDPbvrkuKuu8C5oQDR+GYI42UKUke1x8au2gWGZhcYmd/I6ZtiK6BE5Y7QiZBfpBbGLHaTHpvZik67xnPRDYVMPgwYdFqsxhwOsxmTwbh0qIDcPK3E4UCr0TIfDufTGInc/Msnfpabp1W6XaK4V7eJRFa3KWzEvtymTPwdwwZ9DKpYP5So3AmZOJlEkNmohqzWnB8kZ9BvAtfJLVtTstM5wVzchNthw229ccieVgiOy+nEKGyjs3MirUuxSJJkOkLfdIR4Ssv2yhIqSryr20yF79imqdwtIj4lKlsdJSp3QnyS6NwlXh3UMxy1UuUG42a4NrIJCHbSMzHHS6MuDCLKct08t0BEKkJVcCSSeIeH6YknGEE++h3m1ctx5kNm9jd7sVd4V7U5ejmxhk18hc2BJjd282aI8BTvhSLeokOOdO3jh8/384NXgtz7b5/i8LZy9uR3vZnncucgJ88OiwsDYik/iUSE4VwHd+1q5xcPNtFmhsL2yyt4/+b+hIhEpnnjjW6u+CJM5VLixU8zkyknZtvFJx/ayaEqBw3Lg5XCvj+XL17hjXN9nLQ40OjieHJJ5mPb2b2jjScO1NLKNMOdq9gsNrN7544VNm9bHUKwbrIRfmsVfltrRK2a+3N71BYdGxrZ32DF4/GwrbGMcnEXX7qJy3EqiywsTNHV08NJUY4NznIpYKKxYz+H25o4YFtbUN5fkqTSAYZHhzgnX3fvIMfGRBLiquWew3dzuOImQZFoDcINdXRsb+CjB9zoFybp6Zng/EQKz87d7JXv12HA7ljDpn3PqjY63yo2wm9rCYpi61DEkYp822lisTSL8SwmhxlTfhj71foEkWgiH89ImdGINMEk7tA2gx7bbVKf9y9SyZDJpAiHY8TS2fysHoncJdBstiKue/RXB5DcTCZJOiXSHeGPZCa3+vtdL5s1UJHK7VE7FBYp75+obG6UqNwelf4oFIqiQ4mKQqFYV5SoKBSKdWVln0p0mpboZKFG8W5IVFaTLK/AOtCLLhot1CpuR6KyimRDk+pTuQWbs6PWY6ClZMVSPoqfg4T44JOiWMWFobs6pVdxW/J+E+egEpW12ZyiUm6lpdJWqFG8GxKJBMlkUl0cPyfKb7dHPf1RKBRFhxIVhUKxrihRUSgU64oSFYVCsa4oUVEoFOuKEhWFQrGuKFFRKBTrihIVhUKxrihRUSgU64oSFYVCsa4oUVEoFOuKEhWFQrGuKFFRKBTrihIVhUKxrihRUSgU64oSFYVCsa4oUVEoFOuKEhWFQrGuKFFRKBTrihIVhUKxrihRUSgU6wj8fyk1J3xfs4niAAAAAElFTkSuQmCC[/img]
[img]data:image/png;base64,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[/img]
 
Блин, скришоты криво прицепились. Как их отредактировать? Кнопки редактирования нет. Добавил сюда
 
всегда продается и покупается по лучшей  встречной цене на рынке.
если лучшая цена  покупки 600 руб  а вы поставите продать по 20,то продадите по 600
-----------------------------------
но если рынок неликвидный и цена покупки 600 на 1 лот
и далее цена 100 1 лот
и цена 20 1 лот
и вы продаете по 20 три лота,
то догадайтесь сами по какой цене вы их продадите.  
 
Здравствуйте, Киришка123.

В соответствии с правилами проведения торгов на бирже Ваша заявка исполнится по лучшему встречному предложению от выставленной Вами цены.

Исходя из Вашего примера (на скриншоте) предположим, что в ТС выставилась заявка на продажу 10 лотов по цене 20, результатом исполнения станут сделки: 3 лота по цене 624, 1 лот по цене 623 и 6 лотов по цене 600.
Страницы: 1
Читают тему (гостей: 1)
Наверх