Средняя цена позиции для долларового инструмента

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Средняя цена позиции для долларового инструмента
 
Здравствуйте.


Для примера. Купил FXGD с долларовой базой. Покупка произошла в разные дни, поэтому цены были разные. Как теперь узнать среднюю цену (в долларах)?

Окна "Позиции по инструментам", "Состояние счета" показывает цену в рублях.

Вижу только один вариант: скачивать брокерский отчет ВТБ и вычислять среднюю цену вручную. Это очень медленно и неудобно.


Есть ли возможность увидеть среднюю цену покупки бумаги в долларах в QUIK?

Заранее спасибо.
 
Алексей, Добрый день! Уточните, в каких валютах происходила покупка инструмента? А так же в каком классе происходит оценка данного инструмента? Класс оценки следует добавить в таблицу "Состояние счета", через редактирование таблицы.  
 
Anna Lozenko,

Инструмент FXGD в рублях ("Settlement currency" = "SUR"):
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33fW3TzJTfQLaovg49UJh43hK444z6q7HF8+tSvEtACARAoJgG92ajc2dg02Gy8RG8N2KRtD4m2lGrfm3THKUdVNhvqmQ31MUrps7RhbyC7cQIdVhpAl/608hyH8MAD0eOPP07XXnstvfzyy9Wf/L15rPS33HJLOvsP/2hpXtx4adAH6YTjP0h3/vAXdOqCHejs/xhJ4WMh9aorX6Q/TF1FB/zPjjRunXBIPaQXbjb6F79CD80fS3t9ehD10Jr00c+Po+FPzaU50nVs8Ut0/2tj6d92Wr+su9XuH6bNm3gmgOfke9wfPGU849WRtNsn16/kXFqTNtthUxr05Iv0vPMrGY0e+hbNplN/9iA9JeRLK1+l6+9Zk/b/z80p+PJG5TVwBB2434b08O0v0NKIzVlpyGZ01NcG0pRL/04zbp9OV5f+lb6/2+CAXbxX/zvL6B+rh9KWGw+gd154jM65ZRXtdej2NPKR2fRo5blVZrCHhmy2Ge24wSKaox/iiOcS2iAAAiDQNAHzAdHKxygv0LH7jm3S7mqac/F/0dbbfJK2rPvvU7Tfxc95fPTeT++8PpsemjlL/m/WC7Qo4txeTWD1yzTzsaU0di/jmY3gMYUvjL+QztxnU1r62CP0YnhNEu9wfOP4u5qEke70+mc4gpsY6mux33+IRhy1D33mgevoiw+/Sctfu53+7Xf70rf/Ooku0dnViNCTl06mo/7zS3TqpKNpcLDTGFBaQS/ccjfNVSD636BLTptGZ53wHbrniB7qm/8E/WjC0+WvijZcGPv+Qf97xjQ696eH0B0HLqFHH3qdnpYu1KHv+mc4gtjV12JPeoCeibkpaCDat4B+f85f6bijDqSbDu0NPrUInm15+hH6yS9fCG71N3yo1DDdX7CKnvjTn+migz5PF523LS1YsIIGrl+i526+hc6b9R71q9/6A2P1z3AEN13U12InPk2jv74DjZ5+C53yqvpIZSFdNfkp2v24T9MXZt1Mt6iHP9ir/hmOgJf+Wux7L9NvfzeGxv/3/vS74GvNyxe+RhdeOJd2PGA3Ovblm2jiQ+pLtyqOyjMcfQPXCr7+vJBuv+yvdMcSNRD8Tz00esj6dNP5s+ipZvnzwPlx3TMc4ddiJz1NL/ouYm4PxyAAAvkjED4get6U52hx8G2U069fTMeEz2w0l0yJhm63Dx1++CL20XqJhm23QeQVoHf0DrTrqKdo1sz51jC2/eI4WtfnUrLGx+j4P9f+JdOqwWDTsfvJv6fdDQ+l/uCl/4lS86/FWqPwHShfiMJoG94rI5UrVUXDeF8WhDMb3ocjVbOVeaG1YDC0Fs4ry0Pd8kzxvdKpDtTeV01X3oSWddgVCupjn8q7siPDbSWDcLA8Un1fC6qiX7Uc6sSMs2outKODqLmkng3Vv88xlC45qP5rsZWwaoHV10uIs3cNGhx8JWf5OyuC72c7aiTxtMVpq1Ed23L1Qub8vRJXkq2S1LmHLDSS6syqKa0Yjmh5bULYM6HlcLysLb4PRvRA2XTVUfiu4i+0psMO86pqKyMV/er04HjYh8pfi732tNq/w1EeDv01vq9wiYyzbKKaTC3fSqiMbcVfVTuqRtX4PeKshFv2V8lFCXhsQpxV05UxMd+oOEPfoYVaXerYVpRqsTXWqFbuKjyhfxxx1vWVkXvZXJh71XTlTUPMFWgGQ884w3khilpfhW7LEYjvPWokxlwpXM2k2f8836qBMK9q1rU4a4HX51514BGnrZfq+icizsDG5JP3L/9ZEP0vjU7Yu0SXBV8HXDJgLH1v3w95P7Ox+cjFdWtTpaj+hknSxxfUM5bqb6k0M9/8WypJ7Ih3OFRieBWIQN9KWtK3Kf3o/P3pzxdU/uGvRNmtXklvqRsJxiJOZAeTYhEY9NGP0cl7jKLBy19rfDg1liUogwAItIOA+c+anzP1VfrWPmPKbpv9Nor6A2rNvJqdr30ntYM7HAHBot/hqP7GrLolzm97db/hmb9VlA3Zf4uq/Sok//ZcCaNsIwyp/LNsU29m4sSp7FT+V7Gp35dtOeKsTapohb4rMZixOeI0Y1bedALlGLTBaqZynOUwzd+czJhDO1VTOrnQZlSNwnllK9X3RpxmzJUw6hmGjGpmhDgrmFm+MeMMbVSp6Xw72Ut1bCsBlsMK/1/tvaNGhlJjX4U2a3DlGpVRaiCh+7q6lBW0hiquDrEcrFec5VAqPir64fvQbdmO+F5Nqw6w9yGsamyVNzUzbeilWmjRcVYRsNw1z5CRgUHTDfmHI1K+SXvJYKvc5/3V8IhC3hNC/CAAAiAAAiAAAtkjUHeHI3vhISIQAAEQAAEQAIEiEMAdjiJUETmAAAiAAAiAQMYJYMOR8QIhPBAAARAAARAoAgFsOIpQReQAAiAAAiAAAhkn0PC1WPWvlj3x6AMZDzv74SmO+pUWT9Qm+3VvdYRmX6XdX83Gjv5slmC8+a5eaHUtJPuSLF5GzWl32n9z0bdmttkjaV2Hmom0YcOR1Fini23zb5MnzdNnHvdpHvMxH3vQAQGTQBZOHKhINgjwXujk+YXH0m5Cnfbf7nyj/PFe4MdR81sxjo9UWkGV2cRCaANkuAABEAABEMg0AecdDr0jUj/Vy7xw2mRKxxzjuypuU9u12dP0tG8+n8ckXdzNOTY73I861jHx3LVu0p8mE5sPm9z0KdmR8k8aJ+bli4CtZ+LKddZmfymZ1G9Kznsu6bx80c5PtHHr76MvZS/1Bz8/m/3SbJ/oOH3P6ba8pFwgaw0B54ZDueRNpIorycxG4u9tofNGMf1FNaM0l5/4tF+bXBrXfl3+bfmY9lzNLcXum7v2YasBjzsqVoznj4Ctt/jJna/VuD3mIiP5cumbvqUejpqLcZmA2QtKQzrXSbXi54mo856kL0cU75oh2ZB88bxs5z/OQPPxsSnFAlm6BCI3HLzQuqC6gNJ4WiHqZuH2WunT9GXzz+ORjqVFLun5yHi+fPGo8XbUwydW6LSeAO8H7dGnX3lfuqI1+4r3nI8vyXbSeZItyOQNBufiwzxOX3D7/Fg6H0kyPs88jorZx15aPeuKE2PxCERuOGzmzILbdJqV206szdr1nd9p/1KctoXYjnpI8UCWDQJJTq5J+zuJL00pqc9sUM5fFElqlUaNpPORJLMR9YnBZY/nrfz42LTFA3k6BBI9NKoverrgvqHYLpY+85uZ62M/SieO/zi6UX7VuGlPMefck9bDxzd0ikXA1ps2ueuk7kPGZpf3tY8t6LSOgK1ONrkrEul8JMlMGy4/0pjLnhqL2lxINl05YSwdAonucJgXPF1Y24mJ6/oWml9Uoxooyr8a5zY1QjMmno/WifJvloP7Meeacdr0bHLJh9I19ePEmU4LwUoWCPCeMfu21f3N8+f9aLs4oFc5ufSP0+oLmx0pYl5/peMji9Mnkj0zFt7zPP5u6L0s5ty1f7xN74L1T2nhQAYCIAACIAACIJAOgUR3ONJx3X4rfNfb/gjgEQRAAARAAAS6k0DX3uHoznIjaxAAARAAARDoDIFED412JlR4BQEQAAEQAAEQyCsBbDjyWjnEDQIgAAIgAAI5IoANR46KhVBBAARAAARAIK8EGh4azeK3NrIYk6vg5sOpWi/J17DylrfEJG4ONn2bXPLpktnsaLmrdknGbP5cMUaN8TiS9FaUj6KPS3XhMpOzyThL/G0xxq0fzz3ufOhnk4CtP6R6mzLe4yq7NM4zDRuOpNikBJLa8p3XCZ++saVRHF9frdTLAuNWx8Dt22qn5Vxf85fmKZlNP0ndJFuSLIltzKkR4Ez5Md+ASLVvNU8eEz+W/Js6PvqSjTRknfSdRvx5sMEZ8+OoHHhPx50v2cdHKhIVyEAgRwT4iSFHoecmVBdjvansdDKuGDsdG/x3nkAW+sO54VA7GvVSP/V7jc0ms+lLuLkNyQf3Z9Mx5Txu7seMkduT4kxTJsUZFY9v/DxvM25tg+drk/O5Zow+NfGNOSp305fWtcUmxehr37SZ1/dSbTkTXhep/nH7yPTLY8gryyLELdVW94POT6qXNI/L9LHJieuYvmz6EmeXHR63aZf7cNnhujpWLlfH3KcUM2R+BCI/UlHA9c5Iv5dkyp25g4raTdls2MI27Zlzo/xI88z5yh8/tsUQR242alSM3L+NjS3vKH2bfZuc52mrqy9bibH2LcXA/avjKIbcR1z7pk81V798/GrdpPOkfNOWSTWU2Gs9c8zFMg6ftHNqpT2VV5brqXJ3xeiqrdQLZg+b46adpL0h9ZKOn9fQFTfX1cdSPi47UjwufZvfrMtd/eETu9n/tnr52DF1Ijcc0glFJ6J+SuM+QaRhw8ePTYfDtOklldu4mE3g0tF+bTq2+G36tjwkO1oWZUuaa/Oj5HH1Xbaksah4pTmSLKmdpPOkGNols9XEJxcfnXbl0Qo/Zn6KUxbzdcVoq20Uq7TnNcOtmbm2PHxs+uhEcczCuKs/ouLTc9Ps/cgNhy0oFUyzgaRhwxZflDzPDcW52xZWFAM1LnGQZNxWkhh87HI/OG4tAdSktXw7aT1pbds9r1WMkubRqnjyaldx5Of7pLk4n+GwGdUXOB2ITc8lj7LRzEXU5Vcaa7cvxc3Frp3xmDza6TcNX2nYkPohbzKJgySLyivunLj6Uf6zNB4nN6XbiYtb3BiT8I3joxXnEsm/JIvKLe6cuPpR/jsxnmYOrutVnNwS3eEwneuFZtsF2Rajy4ZKgCdowpN8cn0NwTVP62h7ccBF6fJiu3zw2F26EpuoWLh9M2+Jj2lPz+Ux+dqM8mWzY8vJ1PeZ66PDfcWpHZ/b6mMpH12bZtloO7YcuG/Jr21u1uQ8FxWfmT8f52yi1k078nXFaBvTcvXTfK/jtc2LyifuPMm3roHE1rTPfUmxcR117HrZ9LncZSNrYzx2kwEf0+xbnUMh/3ib3uTon62GmDf74NJYsVYxaZXdxgyyIem2fLNBHVG0gwB6u3nKie5wNO82fQvSrjh9L/m1CD7u2kX9BuSebR9tlV27x/aPoLfazxwe20MAvZ0u50Le4UgXEayBAAiAAAiAAAg0SyDRQ6PNOsV8EAABEAABEACB7iKADUd31RvZggAIgAAIgEBHCGDD0RHscAoCIAACIAAC3UWg4aFRPInbfAOYDxppa/prSK6HCG3zfCPi812+tE1bvSU5t69saB9Jx1xx8BhMH2Zu3LdP3r5Ms6jXbflmsQZZicm2JpqJj68701azveey3UzMmJsPAg0bjqRhd7qROu2fc5MuepLMZx7XkY6l/CWZNDeOzJaDufGQdCRZHL88F37MNyDN+osTWzt1ed7KtyRrZ0zcV9bi4fEV5ZhzNo/5WBo5SzYlWRq+YKOYBPCRSjHrWs6qqBfdqNxU3upE2C2vIte5W2qYRp6d6INO+EyDFWx0hoDzDofeveqTN/8tkp/4JX2+A+Y62obLh+mHz+cxZXkBmLGbF0WfmE2OnKlv62jGvG56vjnuaxN62SIg1ZjL9LHuu6hxlSHX0TJbHyft0WzRzHc0Zg2k+tnqyrP2raWPD9O2TZ/7x3FxCDg3HLohzROTPsFwmdI1L5w+F1HJhm5u3uR88UhzfXy2q3RRi8mVj44xaT6SbxdPXmd9LLGSbEt6XJZ0nsmiWRs8pqIdu2osrRdT3zXusmuOSfaKxjhL+aiaudaEVFMVv66Tq646T65jy5/ruXyYMcT1Y/MPeT4IRG44pIuebnT1UxpPK3VzMZk2W+kzrdijYrSNu+Sah01Hx67HbfyayTHKt8120nm2uvMTnM0v5OkQsPVSGnVNJ8LutGLyb3ZN8Fo2ay+qIraeipqH8fwSiNxw2FJTzdnqhuQLwBYL5CAAAq0lgLXYWr5Zs96OzQB6KmtVb308iR4a1c2oNx2+YTbTxM3M9Y0vy3p6cxeXeZZzihNbnPq3eiMcJ+526MZhk0Y87faXRsxFtJF2HUx76jzjc65JK4a07BSxzkXKKdEdDrMR9S5Vy/iulev6NhZvdm6XF8Hmn+tl/Zi9p5vmAAAWlUlEQVTzicpb58N5Kbk5l49zu3zcxilpfDZ7acXPT5ZR/vI6LtVJ15KP8RonzTmuXa2flv+kcRd9nqsuZg1seja5yc1lR+npGttscbm2zeXaTtFr1u354Y+3dXsHIH8QAAEQAAEQaAOBRB+ptCEuuAABEAABEAABECgQAWw4ClRMpAICIAACIAACWSWADUdWK4O4QAAEQAAEQKBABLDhKFAxkQoIgAAIgAAIZJUANhxZrQziAgEQAAEQAIECEWj4Wqz6emERvqKUZh5xbfGvjqp+Mb9eZusf2zybPpfz+T51tOUmybl9nZf6mXRM52Dz55MD51D0Y5N1M3wk5kVnx/PLOwNbL8RZj1IP8fmmTt6Z8R7AcfsINGw4krrudBOa/tOOxWezwLlJi1iS+czjOtKxlLMkk+bGkdly0HKbT9u8OL6h2/in6G28wcpNQHHL+4vXnh+71pxrA8HtKE6SLO/8EH/7CeAjlfYzb5tH1wmnbUHAUUsJoMbJ8CpuRWOXNB81rwgbsGSdgFntJODccOgmVD95Q9pkKnhzTJpn6vj4MG1E6UvwpFi1nsueZKsZmemLc4qyKzGImsPHNQfTlqkTNc7t4Th7BGw1tMl1BlHj2csUEYEACOSNQORHKupEpHfO+r0kU4mbO2yf3Ta3q2xIPky5673k0xarWSgfnbiFVTb1K05cUfN84pBsmDlyhrZjyZdkW9LjsqTzuJ1uP+a/jZq95aqxr57UC93OPKv5u3pB11HHLp2DspoX4iougcgNh9SoutHVT2k8LVzmRcq0GcenT6xx7PnmFmXTNu6Sax42HX5ysfHzzUHSi/ItzVGypPNs9rpZbrLkmwyTC9dzMWtFr7j8YSwdArzG5jHWXDqMYSU9ApEbDpsr1cyuk51tXhx5WgumHbHGyQu6INBOAnydSpuLtNZaO/OCLxAAgXwRcD7DYUvF/E1bOnlFzbONu+Rx/Jh2ksbqiqUTY/qioTdPnYgBPjtPIM46iKMrrZnOZ4sIXASS1pfb1OcWLscxCKRNINEdDvOip38zst1F4Lq+i4RfWKN+A/P1rwD6LDAfnbSLoWMz7UblrXU5LyU35/JxbpeP23Lj9eN2bPOi5JL/tGxH+c7TOOfkU2M+h+fLx8GdE8rmcVTdXGvVHOP15nZV9lzHZTubtBBVFggU9s/Tp7lhSNNWFoqOGEAABEAABECg3QQKu+FoN0j4AwEQAAEQAAEQsBNI9AyH3RxGQAAEQAAEQAAEQKCRADYcjUwgAQEQAAEQAAEQSJkANhwpA4U5EAABEAABEACBRgLYcDQygQQEQAAEQAAEQCBlAg1fi8U3MuoJJ+HBvzKmLfKvlim5aZ/PM/VdYyn3BMxlmADvAxVqVF9lOJ2OhmaylBiq4Hx0OpVEVC+Y5xaei61vOpUL/HYHgYYNR9K0eXMntZN0Xqf987j5CUw6OZhzpPi5jG9AuA8eA46LSYDXnfeJyprrpEVC8pWW7Xba4XnwYxULl/HjdsZr88XrbItRkksymx/IQSANAvhIJQ2KHjbUiUEtcPMVteD5ycScK9nzCAMqIAACngRc68/TRKbVip5fpuF3aXDOOxz6gqgvlGaD2mTmhVC/5/P4xZLP0bUwL9DaRlRM0iKS7CgfPnKzL2z6vr1j8tB5+M6FHghEETDXpNlftr61yaWel9aw0pNsmDKlI63JqFwwDgIgUDwCzg2HSpefuMyLJh83Tyw+Jxm+iTDt8QuyFIfLvy6VzU4cOfcjHWt/pl/9nnPhvn3ncj0cdycB1wWdrzvea/rYJjeJ2tactG7VPFPfjIP7ymPVspqDqxfyyBkxF5tA5IaDn8AUDiXTC1AaTwsZX0zabjM+m5lri0fK1+ZHc3OdwMwTumQbsu4mYOstHyrm3Kh+9lnnUTZ8Ysq6jmutdjp281zRTF90Og/47w4CkRsOGwbzZGTTaVaetQXUbDzmiasd/Jrlj/nFJuDTz1F96mMjzxSzvNkwuUbVKc81QOzFIZDooVH9W41ucl8czfw21MxcM75O2ZFOXHH58TyKfrL37Svo+ROw9b8kj7vOJRv+kWVPU1qz2YuyFlHc80nR6pXl2iC2CoFEdzjMxtYXPdsOm+v6NjlfPFEXVx//KmUer24Em9wcN2OPiidug/F8zVi1rVb6jxsv9PNBgPeVrc+lfjbn8nnq2GZbkcl6r9pi55sMfr6SOOWhE3i+0vklD3kgxnwTwF+LzXf9ED0IZI4Av2hnLkAEBAIg0BECiT5S6UikcAoCIAACIAACIJBbAthw5LZ0CBwEskkgrx87ZJMmogKB4hDAhqM4tUQmIAACIAACIJBZAthwZLY0CAwEQAAEQAAEikMAG47i1BKZgAAIgAAIgEBmCTR8LZY/YW77epupx+eobCVZZimkHBhnw82bn3G7+Op5Wt/U5WOauSm31UDLXfZ8x6Jic9nhXHDsR8DWM36zoZUGAXMNdfKZFb6+zPXI4+LnA1sfmXrcvmLH7abBEza6g0DDhsNMW2pQNFv8xrAxs/G1yaXFrnWlOT6R8ti0HUmu7El+lK5N3yb3iQ06jQRs/KXaNM5urJ+k0w0yzjFpzry/k9pJMk/KQZJJtrkePzbn8BxdupIvyEBAE4j1kQpvPBOjakK8skVA1YvXJcnJwpzj6gGdvc2HTZ4tavmKxqce+coI0TZDIGk/JJ3XTKyY230EYm04XHiki5tLH2PtIWDWBRf89jDvpBdzg6ne6//MmLSOqavGpbmdzKXVvk0OUu4SH86Ts+Tjmqskb3V+sA8CWSPg/EiFbyKwC05WPvPE1SxDfhLU9ly10mOSb5s9nakad83jYy59rpuMZnfPctVZkTEZm+/NukTVwdS11bMIVbCxkrhxDnzdKB4SN2leFP92sI3qIzMGnmsW4m8HI/hIn4Bzw6HcSYvPFoZuYjRkPaE0eXBb+oTmOrHZdHh91TG346p1HH2bHcjjE/Bdk/xC4evJXMe833xt5FmvGW55ytu3j7qxB/JUxzzFmtpHKjppfbLKE4Qix2puIOLWxnfzofnZ9G3yInPvdG6auap5kgtG3F7pdL5p+W+WW1pxwA4IFJGAc8PRLTv9IhZW5SRd6Ju9kCTtiaIybndereJv2tXvm+2VdrOBv/rncFw8WtVHLp8YAwHnRyr8hJPkNyUgbjwJaI42vja5YslPFC5bXFeqBdeJqrErNsk+ZOkScPHXY+on19NR2HRMff4+3QyyYc3kYEYUxS1u9DZ7ce1I+pJtJVMv15g0rudJfiADgbQI4M/Tp0USdkAABEAggoDa4OPiHgEJw4Ul4LzDUdiskRgIgAAItImAeRcRm402QYebTBLAhiOTZUFQIAACRSGATUZRKok8miXgfGi0WeOYDwIgAAIgAAIgAAKKADYc6AMQAAEQAAEQAIGWE8CGo+WI4QAEQAAEQAAEQKBhw6EecOL/ZRUT/0pnVuNEXCCQFoFW9nwrbaeVf9p28p6zea5Oi42NiSSXZGnFATvFIyA+NMofclJNxWXFQ4GMQKB4BOKs3W5a40W4UPLamsd8rHidjYzySKDhDkcek0DMIAACIBCHgNpcFW2D1Y58irBRi9Mn0E2XgHiHI8qF2XRmk9vk2p7edWs9PZfvxrmemq90+Twlt/mU5NL8qFwxDgJ5ISD1vF4j0sWIrwdp3an55jrVLCR7eeHULXHqeuoekGpn6xmTkWlHn4dt9ZfscRnvO1d83VKrbslT3HCYDaJA8E2FdGw2pW4gqSn5IpB0TPjmyU56HzeWKH/dUnjkWSwCrvUn9bxrHfI1Ja1n7q9YNPORjaoTv5hHnTvNWvIa8mOp7lFkeO/oY+ncrf1xv/w4yifG80NA3HBIzWGmZDZ53FSlk19cGz76zcToYx86IJBnAvpipX7a1iQ/8WNNZa/itgt8kkh5H/D6a5tm73A/SXsk6TzuH8fZJiBuOKIaizdmFlPMQ4xZ5IaYuodA1IWDryF+3D2kui/TqA2A7h2TDN+gRNkw56K3uqPHIh8alRqLN1maqOI0qa/fVtj09Q09EMgiAb0mpPXNLxxS/FhTEpX2ytKugWlP9YXUG2aGrdokpJ1Xe6sCby4Czjsc0kTehLrpuFzP9Tl5mXNtdqRYlIwvEiXjNlq1MGwxQQ4CrSTAT8iqv209r+V8DfA1x+Pl68pmn8/DcfsIuGpi1t2mZ5ObGdj6R8qS25N0JBmfp47xKiaBlv15ep+NRjGRIisQAAEQAAEQAAFOIPYdDm7APOa/Fbl0MQYCIAACIAACINA9BFLdcOBWWPc0DjIFARAAARAAgTgEIh8ajWMMuiAAAiAAAiAAAiAgEcCGQ6ICGQiAAAiAAAiAQKoEsOFIFSeMgQAIgAAIgAAISATEZzikr92pyVyuZHG+NiUFABkIgIA/gSx8+ysLMfgTs2vm/SF32/lYZdyqGrXKrq6SaZ/nh2cE7b2cl5GGDYfUUKYMRc9LaREnCLSGQBHOAfw8x49bQy59q7wWec3DRsbMr2i52XIustzrIxXe1EUGgtxAAARAAASyR0DfTc9eZIjIl0DDHQ7fidADARDoPAF925n/Jqgi0zL+m6F5rOeb+jwr7kPPN+dyf9oGflnhNNt/bKuxJOcyXnsVPdfRGUlyPl/SaT8ReOwUgdgbDjRMp0oFvyBQT0CtRb6pkGQ2bqau0uHHXMbHpU0O1+HHtlggT0bAPB8rC3yDx/nrY5vctGHqmO953fWdB0lus8d7K1n2mJU3ArE3HLyh85Yw4gWBohAwT/R6XUoyV778gsV1fexJFy9uB8etIcDPx7wWrfEqW43qJXkWpN1EIPaGo5vgIFcQyDoB6bdLSWbLg1+wJD2XPekC52NT8gNZvgmg7vmuXzui93poFDvXdpQCPkAgHgG9LvWGQM2WZKZV11qWxlz2pM0Gz0CyyXVwXDwCrai7T78Vj2SxMmq4w2GevHSq2LkWq+jIphgEzLWq16iPzLaJkNa5ZM+kZ15YlC4/f0g2s0A/L3FGseIXds7blqdNHuVPjfOaK5mPPa6T1JfPPOhkk0DL/jx9NtNFVCAAAiAAAlkggDsWWahCe2NouMPRXvfwBgIgAAIg0C0EpLsj3ZI78iTChgNdAAIgAAIg0BYC/COftjiFk8wQ8HpoNDPRIhAQAAEQAAEQAIFcEsCGI5dlQ9AgAAIgAAIgkC8C2HDkq16IFgRAAARAAARySUB8hsP2VSs8VexXYxsnLrdxVl74mJLpr5VJn4Ny2y4brixsftOeY9pz+Uw65oo3z2MuHpyp1Cd5zj3N2IvAMQ856POSdH6Kqmczc7XtJH6j4mrXuBk7r3Ve13bDhkMqkCRrF/S8+uHMeMPwcZUnl6XRVC4b3J9mzefY9Lh+lJ6rltynr23bPJevvI/xnCXuXCdJzpLdJHayOoczkvLlOlnLhceX1Rx4nCZHKWY17prjqoNpL6kNl/20x2z5cz9mLr5zuI1OH3t9pJKHonUaZLv8q1qoZjNfSZpPz+G22pUH/IAACIAACCQjIF0Hkllq7yyvDYcUkrpQ6f/McV+ZZLNIMrMhkmwIXCxaadvlt5nNSTNzXTFhrEbAXHsm76i16qqNHuP2lFfTLrdh85mHeunYdY46ZltONnknc5Vy4HGaOq4cJVucjZkr98N1bX61nhq3zdFjfJwfx7UhxRSVkxmvGZdNbsYk6Zv+ivq+4SMV30Sl2zsKopbr95LM10e365lNye8y6U0Hl3NmLhtcVx/zxaB9RPmy2fORJ4lT2U06zyemrOrY6qPi5TUy15/mJfUO19O5c3uciTmubXBb/Jjb6NRxOzm2Ksc4OZj9YdbEfC/V05wXlQevNY/Px6/Uc7a4bPFwG1JcWscWk2lb8m+zaZMrezZfPF5bXnmXJ95w8EbSTamBaoDqJ5flHZpv/GbuvnNMPVcTaqa8ubkfmw1XbHxOlA/u0zw2+0S/5/Z177js2MYkWzbdosibydmcK63htBi10nZaMeaBY1SuzeQg2W513czzTtqxS/n4yHziiMvFpu/jyyfmvOok2nDwC5AJ12woDUWS5RVYFuI2+Sdlq23wn2nnpxcY75m0/cBefAKtPPm10nb8TFs7oyi58jVqu2g2SzPpOatZv0nnJ+FSlJ5Iysw2z+sZDt/G03q6oZRTSWYLpojytBuPN79iZvKOyzBviz9uftCvJ2BbyzZ5GvxaaTuN+JLYsOVkkyfxUcQ5rboeZJl7K2JTNtO+trSj3xrucEgXL56YpKOCNeV6jiRrR2JZ9yEx5Jx5o/JxnxxtNnhdzAa2zWmmyaNit/n0yRE6dgK8z6R1qdcut6Lnqp/cjtY16xbHNveV9WOefxFz5TlKNYnSiTPOGepjyW9Un5l+9XvTHo/L5Yv753P1uK88ypcUL49BHUsMJL0sy/Dn6bNcHcQGAhkkoDeezWxAM5gWQopJAPWvBwYe0Q3UcIcjego0QAAEuo1AEX676raatSJf9EE9VfCI12W4wxGPF7RBAARAAARAAAQSEPB6aDSBXUwBARAAARAAARAAgSoBbDjQDCAAAiAAAiAAAi0ngA1HyxHDAQiAAAiAAAiAgPjQqPkgjEKkv9aTxadwsxoTby3zq1E2vmoOH+P8XXb5GI6LSSCtB9WyuHaSVCxuHjZ9U54W4yT5xJ1jy8e0Y9OxyfXcqHGl56MTNyfoF5NAw4ZDah5JVkwc6WTl2qBJLE2Za66KLuo73elkACtZJcD7hx9LcZs6PvqSjTRknfQdJ34eJz+OYyvvulHnm25mk/fadiJ+r49UopquE4HDJwiAADagSXpA/0NL5lzzwpmn852OW/3ECwSyTqDhDodvwGaDSx8XRMn4YtfH0jw1ZpP72PHNCXogkHcCrnWp15D0W6k0j8v0sW0tcvs2femCzn3pOvjIk5wDVAyag8Qj732g4jfZ2RhF5ckZRdXUVq8oPxjvDgKJNxz8pGMuYN3sNhlv/ihbNntabo5r291wEpFO3N3Rtt2bpV5TmoC0dqQ1YOrxvuFrxTzWuqaMX4Qkf5K+0uO+lczmP47cZUfHx39qllJMUk58fqePeZ1szDUbGyPfPGz2pR6RfPn6gV5xCSTecKjm4y9zAesmlGR8nnnsWvyueWpMiilqTt7Gm+GTt1wRr0zA7AHpoizPckuTrh3bvGb6tJm5tnjc2cujnK2s1VlpmvlGZdJMXaJsY7w7CCTacPCFaDa9ucHQCCVZK/DmbUFwjq1gApvdRSDpGmj3vFZVJWkePJ6sr01bfDY5zw/HINAJAl4PjfruorWe3mCohCSZK1FfXy4bpt8ovU6Om5w6GQd854dAnPURR9ck0O55nH5S/2nZUf7T2rjwmHAMAt1MoOEOh3QR5ItP0lEQTbmeI8lM4NyWNE/b5j587GStuDxfM7esxYp4skeA949eL9La4GtJHev5PvOisnfFIs2VfPvErW3xfLiPuPHw+eYx3/SYvFzzsjLGWZgMeW5qLI1NFveZN2ZZqV2R48Afb8tAddNY7BlIAyGAAAiAAAiAgJWA10cq1tkYSIUAfhNIBSOMgAAIgAAIZJgANhwZLg5CAwEQAAEQAIGiEMCGoyiVRB4gAAIgAAIgkGEC2HBkuDgIDQRAAARAAASKQgAbjqJUEnmAAAiAAAiAQIYJYMOR4eIgNBAAARAAARAoCgFsOIpSSeQBAiAAAiAAAhkmgA1HhouD0EAABEAABECgKAT+HytcyBN9leQsAAAAAElFTkSuQmCC[/img]

И в долларах ("Settlement currency" = "USD"):
[img]data:image/png;base64,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[/img]
 
Anna Lozenko,

Опишу текстом, скриншоты не удается вставить.

Было куплено 80 единиц инструмента FXGD в USD по разным ценам (выдержка из брокерского отчета):
    [TABLE][TR][TD]FXGD ETF, IE00B8XB7377, IE00B8XB7377[/TD][TD]15.07.2020 10:02:13[/TD][TD]Покупка[/TD][TD]3[/TD][TD]USD[/TD][TD]12.59[/TD][TD]USD[/TD][/TR][TR][TD]FXGD ETF, IE00B8XB7377, IE00B8XB7377[/TD][TD]15.07.2020 10:02:13[/TD][TD]Покупка[/TD][TD]3[/TD][TD]USD[/TD][TD]12.62[/TD][TD]USD[/TD][/TR][TR][TD]FXGD ETF, IE00B8XB7377, IE00B8XB7377[/TD][TD]15.07.2020 10:02:13[/TD][TD]Покупка[/TD][TD]3[/TD][TD]USD[/TD][TD]12.65[/TD][TD]USD[/TD][/TR][TR][TD]FXGD ETF, IE00B8XB7377, IE00B8XB7377[/TD][TD]15.07.2020 10:02:13[/TD][TD]Покупка[/TD][TD]4[/TD][TD]USD[/TD][TD]12.65[/TD][TD]USD[/TD][/TR][TR][TD]FXGD ETF, IE00B8XB7377, IE00B8XB7377[/TD][TD]15.07.2020 10:02:13[/TD][TD]Покупка[/TD][TD]53[/TD][TD]USD[/TD][TD]12.68[/TD][TD]USD[/TD][/TR][TR][TD]FXGD ETF, IE00B8XB7377, IE00B8XB7377[/TD][TD]15.07.2020 10:02:13[/TD][TD]Покупка[/TD][TD]2[/TD][TD]USD[/TD][TD]12.45[/TD][TD]USD[/TD][/TR][TR][TD]FXGD ETF, IE00B8XB7377, IE00B8XB7377[/TD][TD]15.07.2020 10:02:13[/TD][TD]Покупка[/TD][TD]3[/TD][TD]USD[/TD][TD]12.47[/TD][TD]USD[/TD][/TR][TR][TD]FXGD ETF, IE00B8XB7377, IE00B8XB7377[/TD][TD]15.07.2020 10:02:13[/TD][TD]Покупка[/TD][TD]3[/TD][TD]USD[/TD][TD]12.5[/TD][TD]USD[/TD][/TR][TR][TD]FXGD ETF, IE00B8XB7377, IE00B8XB7377[/TD][TD]15.07.2020 10:02:13[/TD][TD]Покупка[/TD][TD]3[/TD][TD]USD[/TD][TD]12.53[/TD][TD]USD[/TD][/TR][TR][TD]FXGD ETF, IE00B8XB7377, IE00B8XB7377[/TD][TD]15.07.2020 10:02:13[/TD][TD]Покупка[/TD][TD]3[/TD][TD]USD[/TD][TD]12.56[/TD][TD]USD[/TD][/TR][/TABLE]
SUR-вариант инструмента FXGD имеет класс "TQTF", а USD-вариант - "TQTD". Куплен был именно USD-варинат, что видно из брокерского отчета.

В QUIK в окне "Состояние счета" вижу этот инструмент в SUR: кол-во 80, средняя цена - 899.140508 (в долларах должно быть около $12.5).В окне "Позиции по инструментам" показаны теже самые значения в рублях.

Мне нужно видеть среднюю цену в USD, т.к. продавать тоже буду в USD. Как это можно сделать?
 
Anna Lozenko,


Попытка №3. Очень удобный сайт :/

Было куплено 80 единиц инструмента FXGD в USD по разным ценам (выдержка из брокерского отчета):
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    3    USD    12.59    USD
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    3    USD    12.62    USD
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    3    USD    12.65    USD
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    4    USD    12.65    USD
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    53    USD    12.68    USD
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    2    USD    12.45    USD
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    3    USD    12.47    USD
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    3    USD    12.5    USD
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    3    USD    12.53    USD
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    3    USD    12.56    USD

SUR-вариант инструмента FXGD имеет класс "TQTF", а USD-вариант - "TQTD". Куплен был именно USD-варинат, что видно из брокерского отчета.

В QUIK в окне "Состояние счета" вижу этот инструмент в SUR: кол-во 80, средняя цена - 899.140508 (в долларах должно быть около $12.5).
В окне "Позиции по инструментам" показаны теже самые значения в рублях.

Мне нужно видеть среднюю цену в USD, т.к. продавать тоже буду в USD. Как это можно сделать?
 
Алексей, Попробуйте приложить скриншот через нажатие "Загрузить картинки"
 
Anna Lozenko,


Пробовал. Здесь есть вся информация со скриншотов:


Было куплено 80 единиц инструмента FXGD в USD по разным ценам (выдержка из брокерского отчета):
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    3    USD    12.59    USD
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    3    USD    12.62    USD
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    3    USD    12.65    USD
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    4    USD    12.65    USD
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    53    USD    12.68    USD
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    2    USD    12.45    USD
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    3    USD    12.47    USD
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    3    USD    12.5    USD
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    3    USD    12.53    USD
FXGD ETF, IE00B8XB7377, IE00B8XB7377    15.07.2020 10:02:13    Покупка    3    USD    12.56    USD

SUR-вариант  инструмента FXGD имеет класс "TQTF", а USD-вариант - "TQTD". Куплен был  именно USD-варинат, что видно из брокерского отчета.

В QUIK в  окне "Состояние счета" вижу этот инструмент в SUR: кол-во 80, средняя  цена - 899.140508 (в долларах должно быть около $12.5).
В окне "Позиции по инструментам" показаны теже самые значения в рублях.

Мне нужно видеть среднюю цену в USD, т.к. продавать тоже буду в USD. Как это можно сделать?
 
Алексей, Инструменты, которые торгуются в разных валютах оцениваются в каком-то одном классе, и, соответственно в, какой-то одной валюте. Вы приобретали инструменты в долларах, но Ваш брокер, ведет оценку именно в рублевом классе. Поэтому и устанавливает балансовую цену (или цену приобретения) инструмента, каждое утро в рублях, пересчитывая ее с учетом кросскурса. Вы можете попробовать изменить валюту самой таблицы "Состояние счета" через редактирование таблицы. К сожалению на текущий момент система не сохраняет валюту приобретения инструмента, поэтому параметр зависит от того, какую именно цену установит Ваш брокер. Мы можем предложить завести пожелание на соответствующую доработку.
 
Anna Lozenko, спасибо за ответ. Да, заведите, пожалуйста, пожелание на доработку - очень неудобно, что придется считать долларовую цены с помощью сторонних стредств.
 
Алексей,  Ваше пожелание зарегистрировано.  Мы постараемся рассмотреть его и  сообщить Вам результаты анализа. Впоследствии, по результатам анализа,  будет приниматься решение о реализации пожелания в будущих версиях ПО.
 
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Алексей написал:
Мне нужно видеть среднюю цену в USD, т.к. продавать тоже буду в USD. Как это можно сделать?
А если в квичке переключить валюту на USD - это не решит проблему?
 
Imersio Arrigo, попробовал выбрать "Американский доллар" в меню "Система - Настройки - Основные настройки... - Торговля - Денежная единица" (вы ведь эту настройку имели в виду?). К сожалению, это никак не повлияло на отображаемые цены.
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