Исходный код вики AKCIJOS NUSTATYMO TAISYKLĖS
Скрыть последних авторов
| author | version | line-number | content |
|---|---|---|---|
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82.1 | 1 | В СтокМ есть 2 модуля: Promo и Promo2. Стандартный модуль Promo установлен по умолчанию. Модуль Promo2 предназначен для компаний, которые вероятно будут акции в будущем и у которых есть потребность в более глубоком анализе цен и запасов. |
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21.1 | 2 | |
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82.1 | 3 | Promo2 - дополнительный модуль, оплачивается отдельно и активируется в целом на весь СтокМ. Подключен может быть либо модуль Promo либо PROMO2. |
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1.1 | 4 | |
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82.1 | 5 | == Модуль акций PROMO == |
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30.1 | 6 | |
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82.1 | 7 | == **Создание новой акции и установка параметров.** == |
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31.1 | 8 | |
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82.1 | 10 | Модуль акций предназначен для управления краткосрочными акциями с жестко заданным периодом действия. |
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30.1 | 11 | |
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82.1 | 12 | [[image:image-20200128105430-1.png]] |
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30.1 | 13 | |
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82.1 | 14 | Для создания новой акции нажмите StockM - "ДРУГОЕ" - "АКЦИИ" - "Новый" |
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1.1 | 15 | |
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82.1 | 16 | 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lZx9e/8Gj41KNVv/j1/QeCQzB2bj712a+EbyaX/Wz4yjcT2/vmV8Lj9fP79S+ETz36aHj8K99sKcfXwxdb9iuIkSTJs+4pCmIh9BpTlWgxq4SjtskwjtPPG+uyCGOrfSWeJdb7OWJ9x8UdDicOYosQkDRTxf8gLYWmlPWw2h7EFmGqvp4gRpIkeWJPWRBbsGzhKtljnFXlWV6pGQm3GcQaoTA9JqxX2QbAiYJYKYQ1Q8AqNHzqC1/ffyjK7jfDVz6bPv5vfuWzi3P3hfD1XkEsEcIEMZIkya14OoPYobHWrI6nm82D2CpopLsgFuGhpavdqbU7+BRdFsvnLx7EViEsGrYEMZIkyRMriOVAEFuycRArWsM6WrvmLT/lYFFqKYtaWrbo2tfYR1sIrG8/HQIbY7ciISUWjIr1dhF8mvvrCGGCGEmS5FYUxHIgiC3ZNIgVXevWn5Dj5EFs1a0vPlaqeyxWWxk6ugq2dseMh8V1umZW97faRuu+BDGSJMkTK4jlQBBbsmkQ65zdb4NA0NhmNIhVQ9QqYCVajorgVNrfsiWsUoZ4cKqX6etfWCfMxAJf+zlb7W+NICeIkSRJnlhBDFkZWhCbt4Z9IXyl3iLX0lWyut0iHFVbvqphrBa8iv8vytMeeNJBqc+MktGp7rWIkSRJ7lxBDFkZVBArBaF618jeXSWT487i2ymXqQiBzQC3nuWulfGukKXwtZwCv+VcC2IkSZInVhBDVvY2RmyDIFbuFpg3iKVbsLYRyMoBarm/cvmWLWqJECiIkSRJnlhBDFnZeNbEjkDTCBHL5TYMYovtpILXtoJYfUr5cpnWaQXstWykLKn1ogEteY5P8H4JYiRJ8owqiCEreZ4jFplUY60g9pX5vkrrNIJXWxiptBidYIzYGq1Ky+6HbcEn0pKVDnBtMyi2HVO1PGuPbxPESJLkGVEQQ1Y2D2LfqU5CUQ8cy7FNiVkP1wlikTFSzRawxKyJkTFWJ5k1sX+gKc2YGAtuy3MXe0ZZoiWtdD7q4XfVhbIZxlZj0vI9WFsQI0mSQ1MQQ1ZOFMS+U594os/MgBsGscSzxPo+R6wanNqeI9YVjIrA1mPSjkqQ7DcbYleXxtX5ru+/6/lsm4znE8RIkuTZURBDVk4axKrhpM+U65sEsWYwSY8JawaSVABpTBXfp0zlwNdzvFV8Svp4kOsztizeotcWjE8+06MgRpIkT7unIIjNwmQ0CqOokzCrL348DePGcuNQf9bybBJ/fbn+ZLbdZasrhum4b/m7tnVYbCeIkVUFMZIkOTTPVBA7no4TyzUDzSEGsbbyTxqJ7TARxLgLBTGSJDk0T00QG1eSTSzIFIGt3spULFvdxsEFsWVLWG3d5euR1rMDRBDjLhTESJLk0Bx+EFsEke4g1sJscvBBbN4allhvUf4htIoJYtyFghhJkhyapyaIVUNIvyDW6OrXCEwtbn3Zclmb5e/cRyOMHiaCGHehIEaSJIfm8IPYbBJpKUoEsehEHYcSxMpjvTYLYqMBNIkJYtyFghhJkhyagw9i84CSGvcVGyMWCS2Lrn1b7264zrKVMqSC2LBmSIwhiHEXCmIkSXJoDjyILcJVoyUoEsQi48CWSxddFPcZxIpjGU/DcXKM2DC6H7YhiHEXCmIkSXJoDjqIpSewSAexedBZUenyd8AtYuVulfXcWRzDAHomCmLciYIYSZIcmgMNYqsp57stQk/b88ZyB7H1x4jNN9fyHLRawDxUBDHuQkGMJEkOzTMUxEKIhrHxNBxHnjGWP4iV12+Z9TEy4ciQuisKYtyFghhJkhyaww5iHa1Arc/ewl4QxLgLBTGSJDk0BTFkRRDjLhTESJLk0BTEkBVBjLtQECNJkkNzoEEMQ0UQ4y4UxEiS5NAUxJAVQYy7UBAjSZJDUxBDVgQx7kJBjCRJDk1BDFkRxLgLBTGSJDk0BTFkRRDjLhTESJLk0BTEkBVBjLtQECNJkkNTEENWBDHuQkGMJEkOTUEMWRHEuAsFMZIkOTQFMQAAAADIjCAGAAAAAJkRxAAAAAAgM4IYAAAAAGRGEAMAAACAzAhiAAAAAJAZQQwAAAAAMiOIAQAAAEBmBDEAAAAAyIwgBgAAAACZEcQAAAAAIDOCGAAAAABkRhADAAAAgMwIYgAAAACQGUEMAAAAADIjiAEAAABAZgQxAAAAAMiMIAYAAAAAmRHEAAAAACAzghgAAAAAZEYQAwAAAIDMCGIAAAAAkBlBDAAAAAAyI4gBAAAAQGYEMQAAAADIjCAGAAAAAJkRxAAAAAAgM4IYAAAAAGRGEAMAAACAzAhiAAAAAJAZQQwAAAAAMiOIAQAAAEBmBDEAAAAAyIwgBgAAAACZEcQAAAAAIDOCGAAAAABk5nCC2PE0jEejMJmlF5lNRmE0nobjfKUCAAAAgK0jiAEAAABAZgQxAAAAAMjM4IPY8XQcRqNRxcY2Ftsu/j6eHpc32lh/NIoFvuMwHdeXm4RZZTfjMBqNw7SWFGeT8rKL7dS3X5Sx/nq9fG0nCAAAAMAgGHQQmwecuMvt1EJY4++pIFYJPbMwSS1TCmObB7FSyOtzfFoFAQAAgEFzcEEsGYoaIWQRjhItSEWr1zzMlMPRYr0iZC2WrwbAIhgtwlNtm6tdVbe9cRArh8Hi9eX5iLW6tQdWAAAAAIfNgINY+/r10LRijSCW2Fe1O+RJg9ji/5Np5fXUtlbLS2IAAADAUDm4ILbWGLFe3Qpjy5ZamZLbqIagPt0gY+PVmvusBbHZZPG36utt+9M9EQAAABg2ww1ilRawUmgqXm8NYqUWsx5hrhKwSgGo3k1w/SA2b52bl0UQAwAAAM4Kww1is0m8614RrJIbio//qi9e7hqYmja/CEvVINa/a+JsOk62lB1X/gYAAADgNDHwIFYbC1ZuJZvMQvsMhX2C2Pz15oQf1davzYLYuHa8tbKmprNPtfgBAAAAGAzDDWKtU8onuhXGxpC1dU2shbV+Y8R6BrFGyGqGxnT3xNgkHgAAAACGwoCDWAjNmRZLk140nu+VmMij52Qd0W3UWqfWDWJ9ZmpsBkndFYG1+Z9fC79x333hvt/4Wvif674GAACwAw4niAHArhDEAADAgSGIAQAAAEBmBDEAAAAAyIwgBgAAAACZEcQAAAAAIDOCGAAAAABkRhADAAAAgMwIYgAAAACQGUEMAAAAADIjiAEYFJ969FGSEQEAw0IQAwAAAIDMCGIAAAAAkBlBDAAAAAAyI4gBAAAAQGYEMQAAAADIjCAGAAAAAJkRxAAAAAAgM4IYAAAAAGRGEAMAAACAzAhiAAAAAJAZQQwAAAAAMiOIAQAAAEBmBDEAAAAAyIwgBgAAAACZEcQAAAAAIDOCGAAAAABkRhADAAAAgMwIYgAAAACQGUEMAAAAADIjiAEAAABAZgQxAAAAAMjMgQWxWZiMRmGUcjwNx3sqGYDD4ng67vX7UF9uPG3/FTmejtO/NcfTMN7Gb9LxNIxH4xAvynGYjsu/fanl2ra9Xhnn52jN/QAAgBMhiAEYHI0QtnQSZj2WS4ax2ST9W1P8rWOf3RS/c7HgUw9ha4axegjr89u5XEcQAwAgJ4cZxCb1as2iciKIAVgGmWoAmk3qISu2XHzdEGqhrfFbs7pJNKkmvXmIafxmJagEpUjwKcJeeXux1xIU56C6eqTckeMSxAAAyMtBBrHm3epEEIvd/S1qG8m717XlYq1wfQNffR+x9fp0E6ptp1FhSh3LOuej7TzWA/BiO/X3oaioll9PtkwIzdgVi+9DM1jUPsep5Rqvr1qhxtNZ629NrCVt/h3obhVbflfG0zBLdAWch6bmtlKv15ZK3MhKvb7Ybkt5AADA7hhuEGsLWpNZvyCW6sbTI0j0CSC9uk9Fy1mrEPUJYl3nI3UeS+e9NYiVzlXxevr4BDHsg+rvR3rcU/135jhMJ8Xntf2mTzqIdYeY4+lkuUx8nZaW/9mkex8tZSwC13Fl8VUZjBEDACA/BxnEmjdumxWU+R3iesVhESh6VqKKIFHdX3F3vO3uc3yMR3V77cvMQ09kX5GyNu+4b3o+Ng9iRfemchCL36XXjRT7of4dSLcipVuIOr8j9e/YhuOr4sGnpVzJVsB+yzTOxaLcq6+8IAYAQG4OK4jVKgelP3RU7msD3Ne4m12mHDZag9iiwtO6veQyHUEvFcQqx7Tp+dgwiBXvy7T6ejz8CWLIT6zb7HaDWEcL8KCC2OIYSwsKYgAA5Oewgliy+02sctQ2w2Kt8pUMYqkZyjoqVn26CbUsExtT0jZRwGxSr5xtej7ajjcdxJb7TwQ0XROxP0qf6VoC2XYQW2y08jmffy2KEBP7frX9BmwWxGKBcDw97h3EYudFEAMAID8HFcTSg97rlaNqhacy1iPW2pQIYpUWsFLtJd7SU1lxt0Fs1JxIoFr2Tc/HBkGsfBypQBsLZIIYdk5iJsMF6d+T1FjUEDZp0V0Fm5MGsWZLVWknoTqeKxLEkj0KymPEOh4RkgyoAABg2xxQEGuphDQqR6mKVGJq6miASO2vqEx1BbEddU2sj+uKPvh10/OxbtfEWfUcxc5jY2ptXRORgT5js3rPmljZ8Jqf38S41M7i72vWREEMAIBD4XCCWGsrUzx4RMdNrRvEEs8iam/xSgzcr4SSPpN1xCpO1WOLzXa2+flYM4iNay0KjfMYC76CGHZNnwl1QjysdQa41Oc3ts/ytPfrfdpTQaw8xf1xy2uJrUbK06+MuiYCAJCfgwhi1UkyuiyPc2hfZknHrImbDL5Pr7tar88yqeMYT6fdd67XPh/rBbFG5a12HltnnRTEsCu6Hk3R4xES6VCywWQdG3zW08En1X24Z0hKjdvs9TgOQQwAgJwMNojFKizlgezVuS06nq9Tr6D16Xo4X7k9AMaWiVSIomXo04Vo7fOxbhBrC7SpLlmCGHZL5+9F9HlZfUJYCOtO1rFpN7724FP/Lq8ZkPo8RH6t8gAAgF1wOEGsd2Wha5zEaaFtQoE5Z+t8AAAAAKcHQexgEcQAAACA04ogdrAIYgAAAMBp5SCCGAAAAACcJQQxAAAAAMiMIAYAAAAAmRHEAAAAACAzghgAAAAAZEYQAwAAAIDMCGIAAAAAkBlBDAAAAAAyI4gBAAAAQGYEMQAAAADIjCAGAAAAAJkRxAAAAAAgM4IYAAAAAGRGEAMAAACAzAhiAAAAAJAZQQwAAAAAMiOIAQAAAEBmBDEAAAAAyIwgBgAAAACZEcQAAAAAIDOCGAAAAABkRhADAAAAgMwIYgAAAACQGUEMAAAAADIjiAEAAABAZgQxAAAAAMiMIAYAAAAAmTmwIDYLk9EojFKOp+F4TyUDAAAAgG0hiAEAAABAZg4ziE1mtdePw3QsiAHYnNmkz42d+s2gSaj/Gi05nobxaBQaP1frbidd4jAZjcJ4Gv/VO56OK8eTWi6+6Un1XMQPorGvtfYBAABaOcgg1rzYJ4LYoiIUrVDUKxqp5WKtcJ2BLxEYF+Wpln9R9kSlbF7BGYf6Ic8rjbXKW+SYGueq9bg32B5wCmh+z4rvffk70fxeR7+Hlb/FglhqO83veXeZ49/JxvFEf3sSLL73q+KlboBVl/f7AADAdhluEGsLHJNZvyAWC3K9wljfINbW1XJeuesbxOp3v5PhqWcQ67094BRwPJ02w1QtkMy/E7XQFQk49Za1+s9APLx1hJ3KLrtauuK/k22hsbT1+W9prRyp36Hl8U8m/YMeAADoxUEGsWZdpRnE4neYF5WdRMtZvRJRVHiq+ytasNoqND2D2KKiF68wzcveL4glylQEyXI5ZpPtbg84rVSCWKr7czy4NNevLZ/azjrdq1OtXNH9huR3v9c2o90sS79z67S4AQCAXhxWEEuOueiqxNS6//UMYnWqd7q3EMQah1e+071OEEvsv9HNMvQMYmtsDzilVG/EbBCgooEocTMo9G2xqhRwgyCWGrPWsc3G67XjFsQAANg6hxXEknd0Y5Wh7m5/q9VTlWIi0EUAACAASURBVIjY+K1qUEoUtHV2x7ZuTI0uTUVXwlrtqVFp69uNsm8Q27hbJnAaqAemdNfBZIBqaxGLLL+tINbZjbAtLCXDWvX4U78XghgAANvjoIJYdIzG/C+1IFYNUI27uD2DWCUkrTWwvl8Qq7SAlcJN9U58n0BZXaYxyH7tILbG9oBTx+r3o8+EFesFsdXrld+b5Y2P+XaaN2j6B6teQSw1EU+PIBbdviAGAMDWOaAg1jIWoxHEUpN6xGZCC+2zGaamyu8TxDq6Js4mbV2UIpXAUmiblit/qS6bReVu3SC2zvaAU0bx/Vvr96B318Tq3xrf6a2NEYv8Pq3RNTH13R9Pj1sn8unutg0AAPpyOEGsdaB5PIhVKzXlVrI1glht2dWd6i0Fsdp2ypWctgpTLDhV91cKb43Wtn5BrM/2gNNEekr4bY0RS+45TMdrtijtdYxYz/UAAMDGHEQQaxtHlbob275Ov66J7Xd+Tx7EuqbQ7x3EWseyLSqJlTFffWdNbNle2xsGDJCuhxL3nb5+yTpBrM+Mhs0CJfadcfr6zrIAAIBNGWwQi4WJ+SzLkSnpWyoR9X2Xx1GkKx39Z01shL3y88taanDNSlV9LNm80rRsdZuVglivcS4d21Pfwiki/qiKOus90Ll3EFur5axS6OTvVtYHOq+7fQAA0IvDCWI9WmHSk3kAQJrWmz2ts7GmZj9s2pw0aLMxVcmW+mgrVmz/vU5I67YjhRLEAADYMoIYAAAAAGRGEAMAAACAzBxEEAMAAACAs4QgBgAAAACZEcQAAAAAIDOCGAAAAABkRhADAAAAgMwIYgAAAACQGUEMwKD41KOPkowIABgWghgAAAAAZEYQAwAAAIDMCGIAAAAAkBlBDAAAAAAyI4gBAAAAQGYEMQAAAADIjCAGAAAAAJkRxAAAAAAgM4IYAAAAAGRGEAMAAACAzAhiAAAAAJAZQQwAAAAAMiOIAQAAAEBmBDEAAAAAyIwgBgAAAACZEcQAAAAAIDOCGAAAAABkRhADAAAAgMwIYgAAAACQGUEMAAAAADIjiAEAAABAZgQxAAAAAMiMIAYAAAAAmRHEAAAAACAzghgAAAAAZOZgg9irr74annjiiXB0dBQefvjh3h4dHYUnnngivPLKK/s+BAAAAACIcrBB7Iknnghf+tKXwvPPPx++9a1v9fb5558PTz75ZHjiiScSW56FyWgURp1OwizrEQMAAAA4KxxsEDs6Olo7hJXD2NHRUWLLghgAAIfCbNJ+PR5Pj/ddxDmziTrCzjkO0/E4FG/58XTc6/2vfIYm3hkMh4MNYg8//PBGIazw4YcfTmx5HsTavtjzL7QfWQAAdstxmI4HWHmeTdQTdsXxNIxPEKpmkwF+nnBmEcRiS0SD2OJisbwbtrpjM//z/IdjMpvfwUneNavcUSs5noZ6iZp3CWv7DPV9tW8vfpx97j7WWxHjF59GWRY/hMky1vdX/vGN/gjX34OV5cUa71+x3co5ibSM9jhnrcfT+OHvd94A4Myy+H0+mFavNZhNhlnu088sTCL1JeAQEcRiS6Qq8m0BoAhik1jQKm0rFcQqFfl04CiHsdaAs60glixv9Ucu2bVkMusXxLZ4XqrvX2md4py0vJ99zluvINbzvAHAmWY2Wet3sXqtqa/X52ZdrA7Qr1Wusu/xNMym48Y69WthfZPz68ckzMo36iI3LRt1lPo1pUeLT/K6XLnO1c9Z/YbhvJyTWXm52PvVcbO6UZ7INmKfhdJN7pYjrdz0HE9nYTqur1O7MRq71tfrBrH3djwNx6XlivepfGzx9zxRx+q1zPzcNm5aL49hs8/08njq5Vjr89E4kDBONhoU6xafqWVBGue765x1fZY6z3n0cxUrV+zzWH2tz/vbhiAWW6IWxIo3vLrO4ksdqdyXl2usu/jAVd/84oO+2GexrdoXqHizi5dbW+46A0XkS9q4M7n6AlaKUnxpGsdeLcu8fLUPcfT4E8vWz3Hq2BbbrP4gVs9l9TDH3e9BC80fr0U5I4Gx9bwBwBmnWkFrp/7b21y3VpGar1S9tkQripH1qqVsXHuWla/SSo1rQ6QiN+82NwmT+vW+UU+o38Atb6e7HtOovEdfq19jI8ewLF/qZmef7aTOX6RCG72+t3w++tRbUstEjjMd2BfnbjIJ42K9Ujgu1qsfQ+MzGqmTNOo/ifd7vk7kvT/BZ7o9vPX4fDSI7bdW5nJ5k3W09Dmr/32Tcx79XNXOe+zzGN131746EMRiS1R+ZOqV7MqCqzctEZ4aX/i2IJb6cNfuhFWDWOKOYM8g1vwyR+66RI69vO94sEmQCGKxsjXvXLUHsWZA7XcuqndWegax6je6+hnped4A4KzTPlFHvXKaaq0pL9NeuY8Gv45WuXhYrFVae1WGi1aZZsWt2ROl2FaswtxjHFSsQlh7LXozt75e9JpdPa5ky8pi223nrxGOUq1Q8YOMt/pUjqFtmfZzXPnsxIY4RM5Na8tP7Lj7tAKWlomdy00+031ahHp9PpobbpzLtvCSurHdes7qVH4b+q3f3RrY8nmsBdW1yhpBEIstEWlRSV8oFm9CSz/3yvZ6dllr687XOqaqEV6SR9n8ACWCWPQL1/HD0HJyE0GsbTbLSDfDuvW7kvVzVaFfF8c4sS9ZPIh1nTcAONv0n6ijzwQMsWtRfb3YdqItMas1EnWGHhWu+rUgeWc+dv1vu6b2OG+dd/xTx1WtG8TPTZ8WmqJ86fN04kpt6nraaHGJXXNL+0su076v5OetR4tRpQdPtCtgrMUn3sq1/mc6fjzV89Dv8xHfdPv7uvx7n/Ne2kZrfa71tyHeutknZLW3KK9b1jiCWGyJvQSx0gcgNUVurQveklgZu4JY7AuwtyBWDUbNLgY9gli020TLly0Z4Lp+FNLN7oIYAKxB74k6+lVuUr0V6l3x1hpLk/w9P66OQ0rWFdpb9ZIV8fqd+babstFiJ7pVRbrVJes1yYpn6ToY3U6frlq1877B+LBk3eN4GsatrXHVbfepwyTHTrX1jmm5wVwOsfG/lbbaMv5so8/08ry03MTv9fnoPlftY87SAbl7n6vtRG+Mt67fY5k+3+feZW1HEIstEema2HmhOFHXxOJL0R5sii9OdDKN+vikjiAWvVuyt66J7XdeGkEscXeuKGcs+K72l/qBKr7Ufe6KxbvH6JoIAGvQ+8ZU9134aGio33CM7q9j26m79qXKfuoaVr+WJ0NXS3iMtrD07B4WnXW4Eny6bqAmrs3l89jV8tbRItV6nB1lTLX6HJcmUUm2DNVvJrfWmbrfp8XOurtERlol2+tDpf/HPr+bfKb7tAid5PEMs0m6Ba81APc5Z/VDWfecJ7ZX+5ymu3vW6qPrlDWBIBZbIjFZR/wuRW2MWG25fpN1VMNMNNiU7k40BtrGPshrNI2XCrHVyTragmO0RSl516RnEFu8Hp01sXF3MTaxSFdISoU4k3UAwLr0703Ro5tQjwH56cH3bb/78UptubIfDxv160W6W3s6PLaMXWo9b2tOmJAqc6LFslJhbxkbN1+v5fzVrtPRVp3O7nXxsWfV8VXt4/u6K93tgaL3OqEeOFvG/1XqV9XPQ2N2wa18pjf4fKRY3KSYdk6+Eg+d6XPWNQFNn3Peds5q9f5YUK3NVNm1rz4IYrEl1pi+vvGDNY4090YGd8bt1x2yKHvr7H89J/5IGu0mmW56TQ+4jj9Hra3pPb2Ntq6JiVkTI/tsn06//a5L53nr0ay/TpM1AJxW1qm01Jet/873Ga8Tn3WxuwzdsyE26xXLa1pbl/Ue447i+45cW6sFbl7LGhXrZqU6fu2chMmk7TxH6hy1/aeOod5VLHYTeN3xOKnJH5rvTUv3yXoA3Wh8WCI0jWKfwfRnqWuWvo0+09v6fCRZddnrCirrnrPG+YpMbNN+zrc1Pqzf+9vN7HCD2NHRUXj++ec3CmHPP/98ODo6Smx50wc6N/uCpmYcrFT0o82WPQJAfblSM2/z32W2HMRKx5YMV8vFxpEyx/ef7C9eCyzVsLnOZB3tF4p68Cs/yyz62Vg3iK1x3gDg7NF+Yy12Dak/x6t8Z7r5290ysdJy+VnvGc46Z9etXVvH0+NIV6+elfnYuKPycW/QZa915sfE+a5PEpG+jm3rGWKlv8/Wm8ghWeeKLdPjGWLVKlCfSTnSM1GXy5Z+b+J1y8bnITHN/jqf6W19PtKk6qGRcxR9vET7OWt9Vl/n+hu2BrbMQpreV78JfQ42iD3xxBPhS1/60tph7Pnnnw9PPvlkePzxx/MWuPeg4z3T2X+1/yxWZ4oez4bYpEkaAIDDQ10AG7LBs7ROLbNJ53k42CD2b//2b+Hxxx8PR0dH4eGHH+7t0dFRePzxx8ONGzfyFlgQO90IYgCAM0OfCVKAJn0eNXFWmE26e0IdbBAbHILY6UYQAwCcFXo/4wmYs+wyqB4UQph39+xTlRbEtsVQghgAAACAvSOIAQAAAEBmBDEAAAAAyIwgBgAAAACZEcQAAAAAIDOCGAAAAABkRhADAAAAgMwIYgAAAACQGUEMAAAAADIjiAEAAABAZgQxAAAAAMiMIAYAAAAAmRHEAAAAACAzghgAAAAAZEYQAwAAAIDMCGIAAAAAkBlBDAAAAAAyI4gBAAAAQGYEMQAAAADIjCAGAAAAAJkRxAAAAAAgM4IYAAAAAGRGEAMAAACAzAhiAAAAAJAZQQwAAAAAMiOIAQAAAEBmBDEAAAAAyIwgBgAAAACZEcQAAAAAIDOCGAAAAABkRhADAAAAgMwIYgAAAACQGUEMAAAAADJzOEFsNgmj0SiMp8cdCx6H6XgURuNpqCy5WH8yCyEcT8O417Z6Fy5MRqMwmsy2tD0AANqZTUZhNFpYv+ZVlhmHrV3uAADZOLgg1h7GFiEsdlESxAC0svgeL50E32gcKpUQlrg2Hk/HQhgADJiDC2Lj8Th5528esMZhHGsR223hBDFg0DS/w/OKrjCGA2RxM3F1nVvchCxfgxbLuCwBwHA5uCA2mc7DVuwO3/F0HEaTabxrYnHhSnTjmN85nIRZuVUtGa6qd84ns1UlrnyXsnJ3MtEKN9/vNlvnAKzL6vtfeXHLLefAlij38Ji/ULuRMP+/zy4ADJvDC2KzeVBqXmDmrxd/LwetIuw0XVW8iorYJNLdoxrG6t2X2l2WM1apK4VDF0xgXyTGlcZaGYBDYDapdDksrnHzj2rq8wwAGBoHGMQWF53oGLBSi9by70VwqrWi1Sb/WIW18nLNdZstWNUWtMYdyiLsRYJYsvUMQEY6gpgKLQ6Neg+PUi8PXWoB4PRwkEGsfjdw/ufiznWt8tTowlFbZ7Fc9Y5iiUqASlTMiotibeXKNutBrOi/P9X9Cdgv6TGeKrU4VKo9PRaf0fK1sTTBVeoaCAA4bA4ziDX6v8//H+uWke6WWL2ApWeXKlfSUl2VEhW58mDpWhBbBkfjUIA9I4jhFBC53qS64gMAhsGBBrFqa9aqW2II+wxijTCVmjK/fNdSEAP2TOp7rWsihkL1ZkLR7b34SJvGHgCGycEGsfrkHatKVKxrYvcFaK2uiYnZ1fp1TZxVyyuIAXvGGDEMmfrntHljITorKADg4DncIFa0Qk0mtWelpCbrqF+EFq83Ws7Ky6Un62g+b6g20ceya0htso5x7YIoiAF7x/T1GCrNz26tq23jmWMAgKFwwEGsHIDKF6F1pq9vdt0Yj5vLVCtiJ5u+vu/zxQDkxAOdMUCiPT5qz8I0WQcADJaDDmLLWaEqLya6E9VmkKpfvFZ96FPT0Vc2lnig87SybvyZYe66A4dJ/SaLEIYDpvYIlgq1yTqEMAAYJocTxHbMyQYzp2ddAwAAAIB1EcR6IYgBAAAA2B6CWC8EMQAAAADbQxDrhSAGAAAAYHucmSAGAAAAAIeCIAYAAAAAmRHEAAAAACAzghgAAAAAZEYQAwAAAIDMCGIABsWnHn2UZEQAwLAQxAAAAAAgM4IYAAAAAGRGEAMAAACAzAhiAAAAAJAZQQwAAAAAMiOIAQAAAEBmBDEAAAAAyIwgBgAAAACZyRPEbl0nSZIkSS4UxEiSJEkys4IYSZIkSWZWECNJkiTJzApiJEmSJJlZQYwkSZIkMyuIkSRJkmRmBTGSJEmSzKwgRpIkSZKZFcRIkiRJMrOCGEmSJElmVhAjSZIkycwKYiRJkiSZWUGMJEmSJDMriJEkSZJkZgUxkiRJksysIEaSJEmSmRXESJIkSTKzghhJkiRJZlYQI0mSJMnMCmIkSZIkmVlBjCRJkiQzK4iRJEmSZGYFMZIkSZLMrCBGkiRJkpkVxEiSJEkys4IYSZIkSWZWECNJkiTJzApiJEmSJJlZQYwkSZIkMyuIkSRJkmRmBTGSJEmSzKwgRpIkSZKZFcRIkiRJMrNnK4g9c38Yj0ZhfOWpluWeCtM7R2F05/3heN/lJUmSJHkqPVtB7Nb1cHzljjAa3RGmzySWeezuMBqNwuSx/ZeVJEmS5On0zAWxcOsoTEajMLpwFPmb1jCSJEmSu/cMBrGWVrFIa9jswiiMRiuLbo311+sut7HYZmwb4db1dHfJRMtcfb9df4/us2Pbk8f6Hd98mbvDbM3z31hvcQ6qAXgRmJc299NaxiJoJ87v/DNQvJ4I5x3rRs9tsvzF520R9pPn9o4wfSa9TLOltr5sS2svSZIkD8YzGcSWlddKxbveGpauDI+vPNUrqNQr7NHKe+8gVq/Yx4NAW7nq4bBSqS8FxrxBrHSei3MfCa+xkLFxECuC39pBrCVEldctbX+dkNVvmdI5SO5H11qSJMlD94wGsevNMJL4f7WVpqggV8NHvIUtvuyy8tzRYlMvzzLUVcJCEc5W+46Go/o+G0GsWvGvV+JTLYhbCWKLssXKEg2KpfdjdqH+/pTOScv5LQe4tYJY9DNRbK/+HiTCX20f8XOY6CK72H+9VTYeMtd/X0iSJJnPsxvEKpXdZsW3Xrlus3MCkFvXQ6NFa60glgh1peWqlfN4EKsHimrovCNMr8S7LLYHsfZWq5irMkYCRyKwxN6TjYJYEfyulF/vF8TSwXO+fmVbPccZbhLE5u9Pej9FaNcqRpIkebie4SB2vVEpb4wN61mZTgaxlq5jy223LVMPYtEJRsohoKW7XvlYIiFvfOWp5Nix9YJYd9e4ZotU5D2JrV8ExhMEsdmFxd8qrxdBt3aM0WW6ukNW348uW4NYaxfIlv20nUOSJEkehGc7iN0qhYJYd7MTBbFqC1hjrFfuIJbohjkv+yIIbBTEOrpBJs95qUUsMr5qJ0GsvH4toHWP5zuQILY8fkGMJElyyA4uiD1y9JFwz6WL4dy5N4XbbrstnDv3pnDPpYvh9x/5+GbbTFRaT9w1MVUZrs8QmKNrYr2r23Lbtcr8NoJYj0cAVNar73NnXROPqqEvct7rYazafbFvON9h18TKsemaSJIkOWQHE8Suv/B0uOuuN4dz586Fq1evhmvXroWXX345XLt2LVy9ejWcP38+3HXXm8P1F55eY7stoaF1YoZqJbctiMUn11g3iJ1wso56kCvC2513tHRZ7Di+1L7WahGLvQd9J+voE1ZK5/fOO0JsyvzWlqvUZB31Y+szicbyvaqer42C2OJ1k3WQJEkO10EEsesvPB3e8IY3hHvvvTe8/PLL4ebNmw1v3LgRLl++HN74xjd2h7Ha9OjxloOW7mG1CnL7rIkd29jC9PXlYNBrSvfaVPXpfbYd30nHiJWCQmrGysR2Ky1XPYNYKrCsFcRa39PIc9GS3RxbzkWPz0594pE++yFJkuRhOYggdtddbw733ntvNIDVvXz5crjrrje3bK9aye2qsDbCRqSlJz1rYvyhvpUudms90LlZQe/7QOdYy1f7rHzdx5faV1eXuGb4aJk9MRJ0ykGsua9UEOuYSTJmYpnGcUe7ITaDc+y8bD5ZR/tnbN8/LCRJkmz34IPYI0cfCefOnVu2hF27di38yI/8SLj99tvD7bffHn74h384fPnLX660jJ07d27zMWMkSZIkuWMPPojdc+liuHr1arh582b43d/93fADP/ADjVaC22+/Pfz2b//2Mow99NBD4Z5LF/d+ckmSJEky5sEHsXPn3hSuXbsWbt68GX7wB38wOW7mh37oh5ZB7Ktf/Wo4d+5Nez+5JEmSJBnz4IPYbbfdtuyWePvttyeD2O23374MYi+99FK47bbb9n5ySZIkSTLmwQexcovY+fPnk0Hs/PnzyyB27do1LWIkSZIkD9aDD2LlMWIPP/xw+P7v//5GCPtP/+k/hY9//OPLIHb16lVjxEiSJEkerAcfxB45+kg4f/58uHHjRrh582b44he/GH7wB38wfN/3fV/4vu/7vnD+/Pnw6U9/ujJr4vnz582aSJIkSfJgPfggFm7NnyN2+fLlXs8Re/DBBzueI0aSJEmS+3UQQez6C0+HN7zhDeHy5cvLlrG6N27cCA8++GB44xvfGK6/8PTeTyxJkiRJphxEEAu35mHsrrveHM6dOxeuXr0arl27Fl5++eVw7dq1cPXq1XD+/Plw111vFsJIkiRJHryDCWKFjxx9JNxz6WI4d+5N4bbbbgvnzr0p3HPpojFhJEmSJAfj4ILYiX3s7vgU+HfeH46LZZ65P4xHozB57Ho4vnJHabm7w2y5raMwGY3C6MJRYx+zC4vtLbYzvvJUtAyTx0rLV7Z9PYRbT4XpnatyzctxR5g+UzueUllDYn/z7a8s9kuSJElyPwpiZYtQVYSbC7FlV4EpHqDmAW185alkMNokiKW2NQ9oi3Ubyyy2ETnWRplIkiRJZvPMBrFqq1ARWKqBph5Yipal5WuxbT1296rlaptBrPH/0mu1AFkvX3WdRUteY38kSZIkcymI3boeUq1PzW6H9TDU7J647JZY2s52glike2K5W2Jkf6nujEV3S10USZIkyf14ZoNY02bAiXXfq4em6v9L3RJL/2+ErGgQSxgZu1YNWqVtl1ry4uPaqssJYiRJkuR+FMRaxoj1CWKVUFXullhZPu7aQazSSlbrllgqtyBGkiRJHrZnNojVQ0ilG1/vronXQ7l7YqVbYslq0LojTK9s1jWxUs7HImGqFiDn29U1kSRJkjw0BbGFlXBSalkqL9eYrKO87p13JFvRusqwThBbdn+8847mOn0m61gem8k6SJIkyX15ZoNY3No08Hfe0Vwm0uKVCm5dZdgsiJVa2Op/M309SZIkOQgFsY7JOioPdI48vHlubfr7nmXYNIgV6zfClAc6kyRJkoPw7AWxPrZM1hG3OY39Lk1NS0+SJElyGApiMdcMYnmDUd7QR5IkSXL7CmIxewaxSpe/WBfCHZRJ90KSJEly+ApiMXsGsdX4sRwzEBYPhzbRBkmSJDl0BTGSJEmSzKwgRpIkSZKZFcRIkiRJMrOCGEmSJElm9gwGsdWkF1FNC0+SJElyxwpiMXc9FT1JkiTJM+2ZDWLxKeCfCtM7PaeLJEmS5G4VxOpGniFWeXDzaBRGozvC9Jn6uqsQV3/o8vx5Y8115tutP4Os3mK3+nuzHPH9dZWrbP08rJ6Ntu4zy+rlLh3v4pxOHqtvP/78tV5leOzuztbM+PldnI/lcoty17ukFtsvXi/tr3meS+dY11aSJEn2UBCrWwlibSGmHKzS3R1X4aNHEEuFi8W6uw1iLct1hYvFOUueoyKIXYgdXzkorVGGnQax0vsZCWKNspSPXxAjSZJkDwWxikUQqAaIeuW6aLGptnglKvN33h9mvYJYoltkaxliLXOJY6qPe6u3/BVBo7Jcv66aRUCsnNNyuUtBJdbS2F6GYrnqsc6PPxLithDEKi1ytSA2uXB3o3zHV+4IozvviL5PJEmSZMwzG8RaJ+tIVaZrrTDzcFKElXg3u3CrZ4tYpEtkdf3q9rcdxGJhp7xcOmCsAmdygpPkNqpliwen1T7K52YefiKh8cRBrNjX/dXXiyD22FGYVM7TfHuN5UmSJMkWBbFkV7259fFKzWUXFfu2Cnh9vNHCSlBIdkuMdYXcURCLhqmu4+vo6hnZV/wctHehrJ+/2YV6mVJBLGEiiK0C3lEiiM23uzyWZ+4P49EdYfpMYqwZSZIkGfHMBrFek1BUwlFzLFfvINYa/gSx9YNY0Qr1VOtxrh3ESpOKNFrKSkGs3BqXDG4kSZJki4MLYo8cfSTcc+liOHfuTeG2224L5869Kdxz6WL4/Uc+3nMb/YNYrEvg6vX6hB7pronl/ZaDwDTSNbHvtPmntmtin2e4LVuh2o9z3a6J1f2ng9hq/+VAKIiRJEmyv4MJYtdfeDrcddebw7lz58LVq1fDtWvXwssvvxyuXbsWrl69Gs6fPx/uuuvN4foLT3dsa90gVgtHpZarYhvxyTpqE39Eth+frCMRMHY8Rmzrk3Usg+fdYVaarKO8neRkHYkZEttb704YxO68oxbuWoJY0SJ34e7SOoIYSZIk+zuIIHb9hafDG97whnDvvfeGl19+Ody8ebPhjRs3wuXLl8Mb3/jGjjC2RtfE5LTs9eDR0vWwpWLef/r61Ni1LQaxtq6BXa1ULedpfOWp1b7ujIy3SwS/eBfOHhOtlLp7rhXEGu9VWxArhe+u55GRJEmSEQcRxO66683h3nvvjQawupcvXw533fXmlu2tEcRuXW+Go/J4oI4Q0bWPaFCIhJpYa9T2g1i5TP2PoX5eo+Uu7Ss6NXz0vLSM59pJEKufy/Yg1jx/ghhJkiT7e/BB7JGjj4Rz584lW8JiLWPnzp1bY8wYd27LZB3r2R2iU+P6SJIkyUPy4IPYPZcuhqtXr/YKYYUPPfRQuOfSxb2fXC4UxEiSJMmKBx/Ezp17U7h27dpaQeyrX/1qOHfuTXs/uVwoiJEkSZIVDz6I3Xbbbb27JRa+9NJL4bbbbtv7yeXCrQUxkiRJ8nR48EFsaUT3oAAAEvpJREFUkxaxa9euaREjSZIkebAefBDbZIzY1atXjREjSZIkebAefBB75Ogj4fz58+HGjRu9Z008f/68WRNJkiRJHqwHH8TCrflzxC5fvtwriD344IMdzxEjSZIkyf06iCB2/YWnwxve8IZw+fLlZMvYjRs3woMPPhje+MY3husvPL33E0uSJEmSKQcRxMKteRi76643h3PnzoWrV6+Ga9euhZdffjlcu3YtXL16NZw/fz7cddebhTCSJEmSB+9ggljhI0cfCfdcuhjOnXtTuO2228K5c28K91y6aEwYSZIkycE4uCB2Yh+7O4xGo4TFg4BLDw6uLH9HmD7TY5sXjvrv9877w3Fl2fm+U8vMLjTLMX+t/BDjp8L0zupr82VG6WMplW/yWP0Yi+0ljo0kSZLkWgpibUHswt1h3FgmFoJ6BKw+QWzx4OO25Zb7a4SzVeg6vnJH6XhKIartWMrlq4etcrkEMZIkSfLEntkgVm/1qYaZUqtUKXgsA07x2jKglFujVmFpfOWp2rqRVqtSoCq2Xy1bs3Wr2G+xXKXstb8ty1gLUI19Feflwt2NEHl85Y4wuvOO6HZIkiRJrq8gtjAaxBrdBqvLxYNTfP15mClvrxnE6lZb26phrxzsymWaXWjfZr1lrhHEHjsKk0qr37yc4yv3z49JECNJkiRPrCC2MBrEIqFjHoDmQaXZylXbXr37YGV7sSDWsxth7VjKllvhqmWOb3e5fOm8zC6UXn/m/jAe3RGmz6TPCUmSJMn1FMQW7jaIFa1K5ZDUDGKVFrDSvmMTdJTLsSp7JNxVwlqprIvXY0Gs3Hq3+rcgRpIkSW5LQWzhTrsmLluVysvUQ9Pi/42gU7SSldZfjPsqQlRsjFjxt1RYLMoeC2Kr8pYDpCBGkiRJbktBbGFqso7mhBvrT9YRH7eVCGKJbZWDWH2WxLb/R8NiqZUsGsSKFrwLd5cCpCBGkiRJbktBbGG8ReyOyHTyqaAUWy7yTLCWafPbxnItg1i9S2Gj7NerrWJtU+Ing1ipLMugKIiRJEmS21IQW5gcI1YeY5WYjbARoJZhZb0gtipHLSgtw9dRdKbF5gOda6/VJ/Uoj/kqtlU/L7UujoIYSZIkuT3PXhDr5bZCx+LB0JGZDAvbJvwgSZIkeToVxKIKYiRJkiR3pyAWVRAjSZIkuTsFsajGQ5EkSZLcnYIYSZIkSWZWECNJkiTJzApiJEmSJJlZQYwkSZIkMyuIkSRJkmRmBTGSJEmSzKwgRpIkSZKZFcRIkiRJMrOCGEmSJElmVhAjSZIkycwKYiRJkiSZWUGMJEmSJDMriJEkSZJkZgUxkiRJksysIEaSJEmSmRXESJIkSTKzghhJkiRJZlYQI0mSJMnMCmIkSZIkmVlBjCRJkiQzK4iRJEmSZGYFMZIkSZLMrCBGkiRJkpkVxEiSJEkys4IYSZIkSWZWECNJkiTJzApiJEmSJJlZQYwkSZIkMyuIkSRJkmRmBTGSJEmSzGyeIAYAAAAAWCKIAQAAAEBmBDEAAAAAyIwgBgAAAACZEcQAAAAAIDOCGAAAAABkRhADAAAAgMwIYgAAAACQGUEMAAAAADIjiAEAAABAZgQxAAAAAMiMIAYAAAAAmTm4IHY8HYfRaFRyHKbHeysOkJlZmPjMAwAAnHoOKojNJqNaCFs5me2lSEBWZpNRGEthAAAAp57DCWKzyTx0jafhuM/rwGljNgmj0SS45wAAAHD6OZggNu+SGO+SNZs0g1izC2Os1ew4TMc9W9iOp2FcXia6v0mY1bdZ2lBRpvK2Y8c1b/kbh+nxYlvlfRXBs7yR4rWSna0mi3VWmynKHStLe1fQtpbKZTkb+4uwOMflshfbnswi56JyDhcBpf4+tZQ9We6uMtdfj5R7Va7V6/HPcPy8R07OfLlKYWZh0uM4AQAAMDwOJogliQST/l0Y+wWxWKibu2qdKMLAJLbvxcZW26mvV6o4L0NVLIiVKt6NbTZtDWO1MLHaTlGW9LnpHWhOGsRKAXMy6wgyqwPpFcROVOY+QaxUjrYg1jzv7eemWpZUEKt+xgAAADA8DjOI1SvbsVaCRBfGajiZLzuupopa5buo7NYqyrXtxSvUsXWr+6xWzuvlqQWx2aS2rSIs1SrdxflpSz2V44y0tiS2EWvVi7VILo/9BEGssd2WwFMPRfX9VM9zqnWtZ5l7BLFy0EsHsXKQag9ilVa/VHkryxo3CQAAMGSGEcTaKp21ZWNBrJrjapXslgBRDgrJym8sPJQCVbly3qxslwNDvNJdK1G1haRnEGvr9llfPna+1wlira125XMVPe/NANU4Z+sEsa5gs2kQK8owrb5eP89F2ac9zn+vcxw9VgAAAAyRwwxiFSKtTolKfyOcHE/DONHS1eyy194FLF35TQSoWBe6ZoqrdA+M5qq2rnhtE5iUz1Fiub7dHk8SxCrHXTmWeNe6aKCKtOS1B7Ge5dkwiM0mi20ctwWx1U2A7uDU0YLXFXABAAAwOAYQxEK1wlupzJcqt7GudrFZ6HIEsURr1Lw7W3uLWKxFrxnUEt0zE8cZ7fZWCSqlv0W6eG7eNbHWMtVoEYucz8h7Xdlm3yAWPc4tBLFyuVuCWLM1dbtBzBgxAACAYXMgQSzVlWxBORykKvCpST3qtexo18Tubl79uyZWA0qslWRVpmoFvFFhT4SOZejsGcRiYTE+Jqk5E+B8U5sGsdoxVc5VKnysXp/FyrhGEGsey0m7Js6iE4c0gtisWsYTB7FEa6tWMQAAgOFyIEEslFouEhNTFBXZ2KQc5VayWiW5s5K9bHVIjCeqjRGrLtfsNhkfJ5T6f2LWxHpXvtSU5r2DWKoc8fFz1fN7kokvWlrEkuuEZTgeN6ZzT6+TCrHVcp8wiI3j49XqQaxe7j5jutYZI9ZrshYAAAAcNIcTxEL7lOONVo2W8T/d3Q2r22xbvh5kxpEp3+uTOLRXwsuV69TkFH2mmF8viCVDXsu5qZyXLY4R6x3yWt73riC2elbbhmUuB+zIVPWx40lNVd8niMWXaf+sy2EAAADD5aCCWAixUJQeR1QdL7NqfZmuGcRCCJFKeaoynZ5gozkGrK3LXOKBzo1WkHplvDzerKVyH2nt6ZzQojx747JrYKrS3zPURCbaaH+cQPlcJqaCTz70uRacmk1dJwxi8dbaRhDbZJbDNZ8jplviOnTc0DDeDgAA7IGDC2LbIDX+aUVsYow+2zRleB5SLWUZ6Tl2cHtEZojEzondPAEAAMiBILbWNgWxLPR5OHSWMmR+v/exz7OMSU8AAMAeEcTW2qZK8i6pdkvdcyvFnkLRbCIY5KFjplYAAIAdcyqD2C4QxDKwHLN1AOd5b61TszA5hOM/7cRmXwUAAMiIIAbgjKE1DAAA7B9BDMDZQmsYAAA4AAQxAGcIrWEAAOAwEMQAnB20hgEAgANBEOtiNtnv86wAbAmtYQAA4HAQxDqZV97cQQcGjtYwAABwQAhifZhN3EUHBs382YG+xwAA4FA4sCBWVJbqlp6rtLirPanVpmLP+ZpNYtsahdFi5eLv1W0tylDpjqhVDAAAAMD2OLVBLBnCSkEsFrrm6zUfqDvfvrvpAAAAAE7OYQWx42kY10JWo6WrVxBbDMpvTLKxCF7llcvjRtrGkCT2CwAAAADrcoBBrNoadaIg1mjBigSxUGs9S82QuAiJuicCAAAAOCmHFcQik2Kkgljcnss1mrVWXSLTLV7xEAcAAAAA63JQQex4Om60SG0cxELL8s3mtDBe/C3d4iWIAQAAANgOBxTE4jMTbtY1sfxaeZuxMLXqxjhJTNSRXhcAAAAA1udwgths0jJb4QZBrGjlqrSwNcNUEdbmL8Wmrq9uzxgxAAAAACflIIJY61TzJSezsOb09fVgVwtiRVhLzaJYLaRZE4ED4FOPPkoyIgBgWJzOIBYLWPM9lYJYambFeIjzHDEAAAAA2+Jwglhq2vgQos8Xy0t8/BoAAAAAbIIg1ofItPoAAAAAsCmCWCdawwAAAABsl4MIYgfNbNIeEgEAAABgTQQxAAAAAMiMIAYAAAAAmRHEAAAAACAzghgAAAAAZEYQAwAAAIDMCGIAAAAAkBlBDAAAAAAyI4gBAAAAQGYEMQAAAADIjCAGAAAAAJkRxAAAAAAgM4IYAAAAAGRGEAMAAACAzAhiAAAAAJAZQQwAAAAAMiOIAQAAAEBmBDEAAAAAyIwgBgAAAACZEcQAAAAAIDOCGAAAAABkRhADAAAAgMwIYgAAAACQGUEMAAAAADIjiAEAAABAZgQxAAAAAMiMIAYAAAAAmRHEAAAAACAzBxbEZmEyGoVRyvE0HO+pZAAAAACwLQQxAGeC2aTP70n9N2gSZqkNHk/DeDQKk+gCa2wnXeIwGY3CeBr/1TuejivHk1ouvulJ9VzUD6L+9033AwAAkhxmEGvUbI7DdCyIAdiMeWgZh1WGKIJSOSA1f3/m4S0eoopg1wxiqe2U99+3zPHg0zieRSjsFZIWIWtVvMjvbmMZAACwbQ4yiDUrE4kgtqh8RO/sttzRrd4BjrTCdQa+ZsUlWmnqede5/nK9kpWqDEZfbzsnwBnleDpthqna92/+vYt/n8rf63rLWvNrHfu+pm4yxcra1dIV/51sC42lrc9/S2vlaAQ7QQwAgJ0z3CDWFrQms35BLBZaeoWxWqWqtJ2i7I1uULHtbjuIdZ0TACsq379Uq3s8uDTXry2f2s46rfqpVq5USJpNulvdUtusd7MUxAAA2DkHGcSaF/9mJSbe1WcRkBItZ/XKR3HnOVqRar2zXA1ijTvpy2BW3UYRzsarhLXVILbWOQHOONXv/wYBKvr9TX/f+rVYVQq4QRDrCE8dQaz+21R1k3FuAAAgxWEFseTg9667yUV4SrRm9Rw/UW3F6hnEItuOB7zSekX5dtE1cbWV9nMCnGnqgSnddTD5PWtrEVv7+xqh9QZSpOWrz+9cMqx1dZ2MjakDAAAn4bCCWLJrTSyItc2w2D3Oo7Ld6DbauviU991cLjrWZHmIzSDWtf/+QWyNcwKcWVbf+9YJK4q/rBXEVq9Xfm9qreTNrsv9g1WvIBb5bSm/vn4QSxwXAADYmIMKYukAUw9i1QC1qhgk7kYnKjSVytBaM5w1W8TK9Zf9BLE1zwlwRml0EQ4hpMeCrds1sfq3cov0dJLYTorWromR36c1uiY2D7NHa1oRJg0cAwBgKxxQEGsZFN+oDKUm9Uh0n4lWMjoqXn2DWGgGpf10TVzznABnkPSU8NsaI5bcc5iO12xN2ucYsXXWBQAAG3E4Qax1xq94EKtWjsotQmsEscSEGusEscb29zJZx5rnBDhjtD2Xa/X3vt2aw3pBrM+Mhs0CJfadYfr65DGYSREAgG1xEEEsOdV7y1in9nX6Vabqz+tZe4xYy4Nf0+VrTjffL4i1uAhfa50T4AyRbqUus94DnXsHk00DTEsI3O0DnedhLTobpBQGAMDWGGwQi020MR+yFalwtVRS6vsuD2hPV2oilZKW2RNj49AWO99qEFvrnABniNbvUOskQKmW6KbNcZmb3QRJ3iCKtmLF9t/rhKy17bW3DwAAOjmcINZjEHvbJBhnlb7nDgAAAMDhIIgNHEEMAAAAGB6C2MARxAAAAIDhcRBBDJsjiAEAAADDQxADAAAAgMwIYgAAAACQGUEMAAAAADIjiAEAAABAZgQxAAAAAMiMIAZgUHzq0UdJRgQADAtBDAAAAAAyI4gBAAAAQGYEMQAAAADIjCAGAAAAAJkRxAAAAAAgM4IYAAAAAGRGEAMAAACAzAhiAAAAAJAZQQwAAAAAMiOIAQAAAEBmBDEAAAAAyIwgBgAAAACZEcQAAAAAIDOCGAAAAABkRhADAAAAgMwIYgAAAACQGUEMAAAAADIjiAEAAABAZgQxAIPi05/9E5Ik9yawLQQxAIPCRRAAsC9cg7BNBDEAg8JFEACwL1yDsE0EMQCDwkUQALAvXIOwTQQxAIPCRRAAsC9cg7BNBDEAg8JFEACwL1yDsE0EMQCDwkUQALAvXIOwTQQxAIPCRRAAsC9cg7BNBDEAg8JFEACwL1yDsE0EMQCDwkUQALAvXIOwTQQxAIPCRRAAsC9cg7BNBDEAg8JFEACwL1yDsE0EMQCDwkUQALAvXIOwTQQxAIPCRRAAsC9cg7BNBDEAg8JFEACwL1yDsE0EMQCDInUR/M6THwz33XdfuO+DT4bvJNf+Tnjyg/eF++67L3zwyfRSIfxt+N375sv97t+esMAAgFODIIZtIogBGBSCGABgXwhi2CaCGIBB4SIIANgXrkHYJoIYgEHhIggA2BeuQdgmghiAQeEiCADYF65B2CaCGIBB4SIIANgXrkHYJoIYgEHhIggA2BeuQdgmghiAQeEiCADYF65B2CaCGIBB4SIIANgXrkHYJoIYgEHhIggA2BeuQdgmghiAQeEiCADYF65B2CaCGIBB4SIIANgXrkHYJv8/J/AfVujc77YAAAAASUVORK5CYII=]] 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1.1 | 17 | |
| 18 | |||
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82.1 | 19 | * Для акций устанавливается параметр Плановые акционные продажи. На старте акции параметр Плановые акционные продажи либо устанавливается вручную, либо рассчитывается на основании продаж за выбранный период и, затем, пересчитывается перед каждым заказом с учетом времени задержки (устанавливается в параметрах акции). |
| 20 | * Дополнительная выкладка для акций - используется только для акций с ручной установкой параметров, является постоянным числом и не изменяется в ходе акции. | ||
| 21 | * Плановые акционные продажи и доп. выкладка включаются в стандартный заказ. | ||
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1.1 | 22 | |
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82.1 | 23 | ~1. **Основные параметры акции**. Для новой акции установите основные параметры, которые будут применены ко всем товарам: |
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1.1 | 24 | |
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82.1 | 25 | 1) Наименование акции (должно быть уникальным); |
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1.1 | 26 | |
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82.1 | 27 | 2) Дата начала акции (**//!!! должна быть равна или больше текущей даты//**); |
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1.1 | 28 | |
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82.1 | 29 | 3) Первая доставка до... (если необходимо). Если поставщик не может доставить весь товар до даты начала акции, можно указать дополнительную дату, до которой должна быть осуществлена первая поставка товаров. |
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1.1 | 30 | |
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82.1 | 31 | Дата не может быть позднее даты начала акции или ранее текущей даты. Если дата не определена, товары будут доставлены к дате начала акции: |
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1.1 | 32 | |
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82.1 | 33 | * если флажок "Первая доставка до" установлен, дата доступна для изменения; |
| 34 | * если флажок "Первая доставка до" не установлен, дата недоступна для изменения; | ||
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1.1 | 35 | |
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82.1 | 36 | Параметр Плановые акционные продажи на старте акции рассчитывается и вносится в заказ, прибывающий к дате начала акции или к дате "Первая доставка до", если она задана. |
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1.1 | 37 | |
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82.1 | 38 | 4) Коэффициент Мерфи: |
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1.1 | 39 | |
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82.1 | 40 | * по умолчанию 0 (для новых и созданных копированием акций); |
| 41 | * изменение невозможно после начала акции; | ||
| 42 | * дополнительный товар, рассчитанный согласно коэффициенту Мерфи, добавляется к Плановым акционным продажам на старте акции и к каждому заказу. | ||
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1.1 | 43 | |
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82.1 | 44 | 5) Расчет начального параметра Плановые акционные продажи: |
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1.1 | 45 | |
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82.1 | 46 | [[image:data:image/png;base64,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]] 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1.1 | 47 | |
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82.1 | 48 | * Установить количество вручную - параметр Плановые акционные продажи устанавливается вручную для каждого товара. |
| 49 | * Расчет по средним продажам - параметр Плановые акционные продажи для каждого товара рассчитывается по средним продажам за указанны период. | ||
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1.1 | 50 | |
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82.1 | 51 | 6) Задержка калькуляции (в днях) - если параметр задан, параметр Плановые акционные продажи не будет пересчитываться указанное количество дней после начала акции. |
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1.1 | 52 | |
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82.1 | 53 | [[image:data:image/png;base64,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]] |
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1.1 | 54 | |
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82.1 | 55 | 7) Дата окончания акции. |
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1.1 | 56 | |
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82.1 | 57 | 8) Примечание 1, примечание 2 - любой дополнительный текст. |
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1.1 | 58 | |
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82.1 | 60 | 2.**__ Товары в акции.__** |
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1.1 | 61 | |
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82.1 | 62 | **[[image:data:image/png;base64,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]]** |
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1.1 | 63 | |
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82.1 | 64 | После установки общих параметров акции необходимо определить список товарных позиций, участвующих в акции: |
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1.1 | 65 | |
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82.1 | 66 | // 1 вариант.// |
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1.1 | 67 | |
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82.1 | 68 | * Нажмите кнопку "Добавить SKU" - фильтр по необходимым параметрам - отметьте необходимые SKU - нажмите кнопку "Добавить товар в акцию". |
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1.1 | 69 | |
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82.1 | 70 | * Для добавления всех товаров из списка отметьте поле в заголовке столбца; |
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1.1 | 71 | |
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82.1 | 72 | * Выбранные товары появятся в окне товаров акции. В этом окне Вы можете видеть графики по каждому товару при нажатии на значок [[image:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAaCAYAAACgoey0AAAAeUlEQVRIie3VIQ6AMAyFYc6NQkwOTSYxkzO7wjgGC0sTHGd4iAXPAk0TaJNff6ptB6HpFjogkcI/h4PP6If1dsbvL8CpwDSgtYwpPYXj1ojWxsgF24JAOyb7adgRlgtTWAS2BYEOzE5hjnViPyBiJ5OkngRzCivM1gnntHYmJCpUrAAAAABJRU5ErkJggg==]]; |
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1.1 | 73 | |
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82.1 | 74 | * Если для акции значения параметра Плановые акционные продажи вводятся вручную, установите параметр Плановые акционные продажи по каждому добавленному товару; |
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1.1 | 75 | |
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82.1 | 76 | Нажмите "Создать" |
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1.1 | 77 | |
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82.1 | 78 | // // |
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1.1 | 79 | |
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82.1 | 80 | // 2 вариант//. |
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1.1 | 81 | |
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82.1 | 82 | * Возможно добавление товаров в акцию с помощью Excel-файла. В окне списка товаров акции нажмите на кнопку [[image:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACkAAAAnCAYAAACSamGGAAAAiUlEQVRYhe3TwQ2AIAyF4S4E++g66jDMIg7AHhqP9cRBxAtIaONr8t+/tEDMzCEEkcUhdcjz2EUEJJBAAglkD6QbmIhujQ5IIIF85ie2CSyf4cV33uQ2m1egnVc5585BS4Ht3mQCrQE2RUZoLbA58qt+9rtVIFWcG0gggQQSSCCLkdLSh5Q+KpAXmawd2thLPuAAAAAASUVORK5CYII=]], скачайте и заполните файл (только белые столбцы). |
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1.1 | 83 | |
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82.1 | 84 | Если необходимо дополнительно заполнить Плановые акционные продажи и доп. выкладку, внесите требуемые значения по каждому товару. В противном случае оставьте указанные поля пустыми. |
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1.1 | 85 | |
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82.1 | 86 | Загрузите заполненный файл, нажав на кнопку "Импорт файла". |
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1.1 | 87 | |
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82.1 | 88 | При загрузке система проверит корректность заполнения файла. Если будут найдены ошибки, система выдаст сообщение с указанием в каких строках файла содержатся ошибки. |
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1.1 | 89 | |
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82.1 | 90 | Если файл заполнен корректно, система загрузит данные, и перечень товаров с указанными параметрами появится в окне товаров акции. |
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1.1 | 91 | |
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82.1 | 92 | * Нажмите кнопку „Создать“. |
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1.1 | 93 | |
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82.1 | 94 | ((( |
| 95 | 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]] 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1.1 | 96 | |
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82.1 | 97 | //** Если необходимо загрузить информацию по нескольким складам, используйте вариант загрузки информации по уровню склада**// |
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1.1 | 98 | |
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82.1 | 99 | * Заполните в шаблоне все необходимые поля и загрузите файл. |
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1.1 | 100 | |
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82.1 | 101 | 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]] 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1.1 | 102 | |
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82.1 | 103 | // // |
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1.1 | 104 | |
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82.1 | 105 | == **Изменение параметров акции.** == |
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1.1 | 106 | |
| 107 | |||
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82.1 | 108 | Для изменения параметров акции нажмите на значок [[image:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB8AAAAbCAYAAACEP1QvAAAAnUlEQVRIie3SOw6DMBAEUM7tigOY2qJME2kbN74CHAOLyFI6zjApQEjQ4CW7cREXU7/ZT0NEKJWGiDCmpUgqXvGbecPZCV34Ob7Cpl3DKfA9PiS4Pu64aSPcoI5vE9sXfFrgn1sBO+Ohix9XvRcICV735if4VEDx4eRgJi4LM3B5OBPXgTNwPfgaD7MazMcFYR4uDGc+nF4qXvH/wT8T/2ADZA+f+AAAAABJRU5ErkJggg==]] в окне "МОДУЛИ - "АКЦИИ" в строке с акцией. |
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1.1 | 109 | |
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82.1 | 110 | ~1. До начала акции возможно изменение следующих параметров акции: |
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1.1 | 111 | |
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82.1 | 112 | 1) Дата начала акции. Дата должна быть позднее текущей даты; |
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1.1 | 113 | |
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82.1 | 114 | 2) Дата первой доставки; |
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1.1 | 115 | |
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82.1 | 116 | 3) Значения Плановых акционных продаж и Дополнительной выкладки если выбрана ручная установка параметров. |
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1.1 | 117 | |
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82.1 | 118 | * Если выбрана ручная установка параметров, Вы можете изменить параметры товаров акции путем загрузки формы Excel. При скачивании шаблона он будет заполнен товарами, участвующими в акции (если акция была сохранена). В шаблоне измените значения Плановых акционных продаж и Дополнительной выкладки там, где это необходимо. Импортируйте файл. |
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1.1 | 119 | |
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82.1 | 120 | ((( |
| 121 | 4) Дата окончания акции. Дата должна быть позднее текущей даты и даты начала акции; | ||
| 122 | ))) | ||
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1.1 | 123 | |
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82.1 | 124 | 5) Добавление новых товаров. Добавленные товары будут иметь те же параметры акции, что и существующие товары: |
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1.1 | 125 | |
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82.1 | 126 | * В окне списка товаров выберите "Добавить SKU", отметьте необходимые товары и нажмите "Добавить товар в акцию". Товары будут добавлены в товары акции. Установите для них значения Плановых акционных продаж и Дополнительной выкладки, если выбрана ручная установка параметров. При автоматическом расчете данные будут заполнены согласно формуле. |
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1.1 | 127 | |
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82.1 | 128 | * Товары могут быть добавлены путем импорта Excel-файла. Скачайте шаблон, добавьте новые товары в низ списка, заполните белые столбцы и импортируйте файл. |
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1.1 | 129 | |
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82.1 | 130 | * ВНИМАНИЕ: Новые товары будут добавлены в список товаров акции. |
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1.1 | 131 | |
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82.1 | 132 | 6) Удаление товаров из акции. В списке товаров акции отметьте товары, которые необходимо удалить и нажмите кнопку [[image:data:image/png;base64,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]]. |
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1.1 | 133 | |
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82.1 | 134 | //__Если необходимо удалить из акции все товары, поставьте отметку в заголовке столбца для отметки всех товаров и нажмите [[image:data:image/png;base64,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]]__//. |
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1.1 | 135 | |
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82.1 | 136 | 2. После начала акции не изменяется: |
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1.1 | 137 | |
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82.1 | 138 | Наименование акции. |
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1.1 | 139 | |
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82.1 | 140 | 3. После начала акции допускается: |
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1.1 | 141 | |
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82.1 | 142 | 1) Добавление товаров к акции. |
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1.1 | 143 | |
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82.1 | 144 | 2) Удаление товаров из акции. |
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1.1 | 145 | |
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82.1 | 146 | 3) Удаление всей акции. |
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1.1 | 147 | |
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82.1 | 148 | 4) Изменение даты окончания акции. При этом дата окончания акции должна быть позже текущей даты. |
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1.1 | 149 | |
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82.1 | 150 | 4. После изменение параметров акции необходимо сохранить изменения. |
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1.1 | 151 | |
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82.1 | 152 | 5. Товар, участвующий в акции закрашивается в списках лиловым цветом (Окно Запасы, Заказы и т. д.). |
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1.1 | 153 | |
| 154 | |||
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82.1 | 155 | == **Создание новой акции на основе существующей** == |
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1.1 | 156 | |
| 157 | |||
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82.1 | 158 | Если Вам необходимо создать акцию, аналогичную текущей акции или завешенной акции, Вы можете создать акцию на ее основе. |
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1.1 | 159 | |
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82.1 | 160 | ~1. В списке акций нажмите на значок [[image:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAbCAYAAABr/T8RAAAAYklEQVRIiWN49/3X/4HADKMWj1SL3/1f3n/3f1UDYdy59h01LX7xfwYFhg51i4kP9qqGR/+3U89iIn2/99H/qoa7/2fsHbV41OJRiweHxbgcMWoxTS2ma1lNezxq8ajFNMMA0f7gu0lUTUYAAAAASUVORK5CYII=]] в строке с акцией, на основании которой необходимо создать новую акцию. Система создаст новую акцию с наименованием существующей акции и добавленной датой создания акции. Новая акция будет содержать все параметры и список товаров существующей акции. |
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1.1 | 161 | |
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82.1 | 162 | 2. Измените требуемые параметры и список товаров и нажмите "Создать". |
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1.1 | 163 | |
| 164 | |||
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82.1 | 165 | == **Дополнительная информация** == |
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1.1 | 166 | |
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82.1 | 167 | • Плановые акционные продажи отражаются на графике, начиная с начала акции и до окончания акции. Отображаются суммарные значения Плановых акционных продаж и дополнительной выкладки. |
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1.1 | 168 | |
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82.1 | 169 | • Начало акции показывается на графике зеленой пунктирной линией, окончание - красной пунктирной линией. |
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1.1 | 170 | |
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82.1 | 171 | • Буфер в акциях учитывается следующим образом: |
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1.1 | 172 | |
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82.1 | 173 | ~1. Буфер не учитывается при начальном расчете Плановых акционных продаж; |
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1.1 | 174 | |
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82.1 | 175 | 2. Буфер не участвует при пересчете Плановых акционных продаж перед заказами; |
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1.1 | 176 | |
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82.1 | 177 | 3. При расчете заказа товара, участвующего в акции: |
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1.1 | 178 | |
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82.1 | 179 | - если Плановые акционные продажи > BUF, буфер игнорируется, заказ рассчитывается исходя из Плановых акционных продаж; |
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1.1 | 180 | |
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82.1 | 181 | - если Плановые акционные продажи <=BUF, Плановые акционные продажи игнорируются, заказ рассчитывается исходя из значения буфера; |
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1.1 | 182 | |
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82.1 | 183 | Нет необходимости оценивать значение буфера при установке начального значения Плановых акционных продаж. |
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1.1 | 184 | |
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82.1 | 185 | • Плановые акционные продажи и дополнительная выкладка отменяются по окончании акции. |
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1.1 | 186 | |
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82.1 | 187 | • Буфер замораживается на весь срок акции. |
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1.1 | 188 | |
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82.1 | 189 | • Перекрывающиеся по срокам акции отображаются в системных предупреждениях. |
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1.1 | 190 | |
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82.1 | 191 | • Начало акции всегда влияет на последний перед началом акции заказ. |
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1.1 | 192 | |
| 193 | |||
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82.1 | 194 | == Модуль Акций PROMO2 == |
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1.1 | 195 | |
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82.1 | 196 | **Promo2 является дополнительным модулем за отдельную плату. ** |
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1.1 | 197 | |
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82.1 | 198 | === Функциональные возможности модуля PROMO2 === |
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1.1 | 199 | |
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82.1 | 200 | • Информация об акциях может быть импортирована из учетной систему клиента |
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1.1 | 201 | |
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82.1 | 202 | • Акционные товары можно внести в Сток-М вручную посредством специального шаблона |
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1.1 | 203 | |
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82.1 | 204 | • Каждый товар управляется отдельно; |
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1.1 | 205 | |
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82.1 | 206 | • Акционные настройки активируются, если акция помечена как активная |
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1.1 | 207 | |
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82.1 | 208 | • Значение плановых акционных продаж задается в настройках модуля и можно выбрать один из 4-х существующих алгоритмов расчета: |
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31.1 | 209 | |
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82.1 | 210 | * Установлено вручную - значение плановых акционных продаж задается вручную |
| 211 | * По средним продажам Согласно средним продажам за выбранный период | ||
| 212 | * По средним продажам последней акции: | ||
| 213 | * - задается коэффициент и средние продажи последней акции умножаются на данный коэффициент | ||
| 214 | * - коэффициент по датам - в этом случае если не найдена прошлая акция, то берутся средние продажи заданного периода и умножаются на коэффициент | ||
| 215 | * По средним продажам последней акции с аналогичной скидкой. Система ищет последнюю акцию с аналогичным процентом скидки/-5%. После чего для расчета берутся продажи этой акции. Если акций с аналогичным процентом скидки не найдено, то берутся продажи заданного периода. | ||
| 216 | * -Если не найдена такая акция, то система выполнит вычисления на основании предыдущей акции | ||
| 217 | * -Коэффициент по датам - в случае если не найдены предыдущие акции, то берутся средние продажи заданного периода и умножаются на коэффициент. | ||
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33.1 | 218 | |
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82.1 | 219 | Пересекающимися акциями можно управлять. К одному и тому же товару можно применить несколько акций одновременно. В этом случае активной в системе остается акция, которая заканчивается позже, а плановые акционные продажи будут суммироваться по обеим акциям. Пересекающиеся акции можно увидеть в системных предупреждениях. |
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31.1 | 220 | |
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82.1 | 221 | Есть возможность копирования акций из другого товара, и в этом случае копируются настройки данной акции. После копирования, настройки могут быть изменены, потому что в модуле PROMO2 каждым товаром в акции можно управлять отдельно. |
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45.1 | 222 | |
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82.1 | 223 | Неактивные акции отражаются в окне системных предупреждений. |
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31.1 | 224 | |
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82.1 | 225 | Неактивные акции, начало которых стартует через 3 дня должны быть либо подтверждены либо удалены. |
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31.1 | 226 | |
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82.1 | 227 | Модуль Promo2 имеет те же функции, что и стандартный модуль: |
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79.1 | 228 | |
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82.1 | 229 | • В акцию может быть добавлена дополнительная выкладка для акции, количество которой задается вручную в настройках акции и не изменяется на протяжении всего акционного периода; |
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79.1 | 230 | |
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82.1 | 231 | • при расчете плановых акционных продаж количества размер буфера не имеет значения; |
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79.1 | 232 | |
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82.1 | 233 | • буфер замораживается на весь период акции |
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31.1 | 234 | |
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82.1 | 235 | • количество к заказу СКУ участвующему в акции рассчитывает по следующей формуле: |
| 236 | |||
| 237 | * ((( | ||
| 238 | - если Плановые акционные продажи > BUF, буфер игнорируется, заказ рассчитывается исходя из Плановых акционных продаж; | ||
| 239 | |||
| 240 | - если Плановые акционные продажи <=BUF, Плановые акционные продажи игнорируются, заказ рассчитывается исходя из значения буфера; | ||
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75.1 | 241 | ))) |
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44.1 | 242 | |
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82.1 | 243 | • плановые акционные продажи пересчитываются с учетом продаж с начала акции; |
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44.1 | 244 | |
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82.1 | 245 | • Вы можете задать коэффициент Мерфи: |
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44.1 | 246 | |
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82.1 | 247 | * по умолчанию 0 (для новых и созданных копированием акций); |
| 248 | * изменение невозможно после начала акции; | ||
| 249 | * дополнительный товар, рассчитанный согласно коэффициенту Мерфи, добавляется к Плановым акционным продажам на старте акции и к каждому заказу | ||
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44.1 | 250 | |
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82.1 | 251 | • Плановые акционные продажи (+дополнительная выкладка) отражаются на графике от начала и до конца акции. Значение плановых акционных продаж можно увидеть при наведении курсора на линию плановых акционных продаж. |
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44.1 | 252 | |
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82.1 | 253 | • Первоначальное значение плановых акционных продаж рассчитывается для последнего заказа, который прибудет до указанной даты (перед первым заказом или до начала акции) |
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44.1 | 254 | |
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82.1 | 255 | • Любые настройки можно изменять до момента начала акции; |
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44.1 | 256 | |
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82.1 | 257 | • Нельзя корректировать настройки после начала акции. |
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44.1 | 258 | |
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82.1 | 259 | • Есть возможность задать дату, к которой должен быть доставлен первый заказ. Если дата не задана, то товар будет доставлен к началу акции. |
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44.1 | 260 | |
| |
82.1 | 261 | • В Сток-М товары в акции подсвечиваются лиловым (от начала и до конца акции); |
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44.1 | 262 | |
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82.1 | 263 | • На графике СКУ видно начало и конец акции (начало - зеленая линия, окончание - красная); |
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44.1 | 264 | |
| |
82.1 | 265 | • товар из акции можно удалить. |
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44.1 | 266 | |
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82.1 | 267 | === **Создание новой акции в модуле PROMO2 и правила настройки.** === |
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44.1 | 268 | |
| |
82.1 | 269 | Для создания новой акции нажмите "МОДУЛИ" - "АКЦИИ" - "Новый" |
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44.1 | 270 | |
| |
82.1 | 271 | [[image:image-20200128105430-1.png]] |
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44.1 | 272 | |
| |
82.1 | 273 | В открывшемся окне заполните следующие поля: |
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44.1 | 274 | |
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82.1 | 275 | **~1. Общие данные.** |
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44.1 | 276 | |
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82.1 | 277 | * ID-имя акции должно быть уникальным; |
| 278 | * Акция может быть как активной так и не активной. Система проведет акции, если она помечена как активная; | ||
| 279 | * Дата начала - дата начала акции; | ||
| 280 | * Первая доставка до ~-~- если поставщик не сможет в одном заказе поставить необходимое количество товаров до начала акции, то задайте дату до которой первый заказ должен быть доставлен. Первоначальные плановые продажи рассчитываются для последнего заказа, который должен быть доставлен до указанной даты; | ||
| 281 | * Задержка калькуляции (в днях) – если параметр задан, параметр Плановые акционные продажи не будет пересчитываться указанное количество дней после начала акции. | ||
| 282 | * Скидка – процент скидки в акции; | ||
| 283 | * Мерфи – процент Мерфи в акции; | ||
| 284 | * Ввод/расчет первоначального значения плановых акционных продаж – выберите один из 4 методов расчета: | ||
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44.1 | 285 | |
| |
82.1 | 286 | * 0 (задается вручную) – задается вручную; |
| 287 | * 1 (расчет по средним продажам)-за указанный период; | ||
| 288 | * 2 (расчет по средним продажам акции)-за период последней акции; | ||
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44.1 | 289 | |
| |
82.1 | 290 | * Коэффициент по прошедшим акциям - средние продажи последней акции умножаются на коэффициент; |
| 291 | * Коэффициент по дате – если прошлые акции не найдены, то на коэффициент умножаются средние продажи заданного периода. | ||
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44.1 | 292 | |
| |
82.1 | 293 | * 3 (по средним продажам акции с аналогичной скидкой) – система ищет акцию с аналогичным процентом скидки(-5%) и берутся в учет средние продажи найденной акции. Если акция не найдены, то учитываются средние продажи указанного периода. |
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44.1 | 294 | |
| |
82.1 | 295 | * Если не найдена акция, то система рассчитывает значение плановых акционных продаж на основании последней проведенной акции. |
| 296 | * Коэффициент по дате – если прошлые акции не найдены, то на коэффициент умножаются средние продажи заданного периода. | ||
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44.1 | 297 | |
| |
82.1 | 298 | * Дата конца: дата окончания акции; |
| 299 | * Pextra 1 – дополнительная информация (название поля можно переименовать); | ||
| 300 | * Pextra 2 – дополнительная информация (название поля можно переименовать). | ||
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44.1 | 301 | |
| |
82.1 | 302 | **Основные параметры акции**. Для новой акции установите основные параметры, которые будут применены ко всем товарам: |
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44.1 | 303 | |
| |
82.1 | 304 | 1) Код акции (должно быть уникальным); |
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44.1 | 305 | |
| |
82.1 | 306 | 2) Дата начала акции (**//!!! должна быть равна или больше текущей даты//**); |
| |
44.1 | 307 | |
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82.1 | 308 | 3) Первая доставка до... (если необходимо). Если поставщик не может доставить весь товар до даты начала акции, можно указать дополнительную дату, до которой должна быть осуществлена первая поставка товаров. |
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44.1 | 309 | |
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82.1 | 310 | Дата не может быть позднее даты начала акции или ранее текущей даты. Если дата не определена, товары будут доставлены к дате начала акции: |
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44.1 | 311 | |
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82.1 | 312 | * если флажок "Первая доставка до" установлен, дата доступна для изменения; |
| 313 | * если флажок "Первая доставка до" не установлен, дата недоступна для изменения; | ||
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44.1 | 314 | |
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82.1 | 315 | Параметр Плановые акционные продажи на старте акции рассчитывается и вносится в заказ, прибывающий к дате начала акции или к дате "Первая доставка до", если она задана. |
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44.1 | 316 | |
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82.1 | 317 | 4) Коэффициент Мерфи: |
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44.1 | 318 | |
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82.1 | 319 | * по умолчанию 0 (для новых и созданных копированием акций); |
| 320 | * изменение невозможно после начала акции; | ||
| 321 | * дополнительный товар, рассчитанный согласно коэффициенту Мерфи, добавляется к Плановым акционным продажам на старте акции и к каждому заказу. | ||
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44.1 | 322 | |
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82.1 | 323 | 5) Расчет начального параметра Плановые акционные продажи: |
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44.1 | 324 | |
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82.1 | 325 | [[image:2.JPG]] |
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44.1 | 326 | |
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82.1 | 327 | **2. Список товаров в акции.** |
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44.1 | 328 | |
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82.1 | 329 | После установки общих параметров акции необходимо определить список товарных позиций, участвующих в акции: |
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53.1 | 330 | |
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82.1 | 331 | [[image:3.JPG]] |
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53.1 | 332 | |
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82.1 | 333 | 1. |
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53.1 | 334 | |
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82.1 | 335 | // 1 вариант.// |
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53.1 | 336 | |
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82.1 | 337 | * Нажмите кнопку "Добавить SKU" - фильтр по необходимым параметрам - отметьте необходимые SKU - нажмите кнопку "Добавить товар в акцию". |
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53.1 | 338 | |
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82.1 | 339 | * Для добавления всех товаров из списка отметьте поле в заголовке столбца; |
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61.1 | 340 | |
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82.1 | 341 | * Выбранные товары появятся в окне товаров акции. В этом окне Вы можете видеть графики по каждому товару при нажатии на значок [[image:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAaCAYAAACgoey0AAAAeUlEQVRIie3VIQ6AMAyFYc6NQkwOTSYxkzO7wjgGC0sTHGd4iAXPAk0TaJNff6ptB6HpFjogkcI/h4PP6If1dsbvL8CpwDSgtYwpPYXj1ojWxsgF24JAOyb7adgRlgtTWAS2BYEOzE5hjnViPyBiJ5OkngRzCivM1gnntHYmJCpUrAAAAABJRU5ErkJggg==]]; |
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61.1 | 342 | |
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82.1 | 343 | * Если для акции значения параметра Плановые акционные продажи вводятся вручную, установите параметр Плановые акционные продажи по каждому добавленному товару; |
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61.1 | 344 | |
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82.1 | 345 | Нажмите "Создать" |
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61.1 | 346 | |
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82.1 | 347 | // // |
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61.1 | 348 | |
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82.1 | 349 | // 2 вариант//. |
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61.1 | 350 | |
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82.1 | 351 | * Возможно добавление товаров в акцию с помощью Excel-файла. В окне списка товаров акции нажмите на кнопку [[image:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACkAAAAnCAYAAACSamGGAAAAiUlEQVRYhe3TwQ2AIAyF4S4E++g66jDMIg7AHhqP9cRBxAtIaONr8t+/tEDMzCEEkcUhdcjz2EUEJJBAAglkD6QbmIhujQ5IIIF85ie2CSyf4cV33uQ2m1egnVc5585BS4Ht3mQCrQE2RUZoLbA58qt+9rtVIFWcG0gggQQSSCCLkdLSh5Q+KpAXmawd2thLPuAAAAAASUVORK5CYII=]], скачайте и заполните файл (только белые столбцы). |
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61.1 | 352 | |
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82.1 | 353 | Если необходимо дополнительно заполнить Плановые акционные продажи и доп. выкладку, внесите требуемые значения по каждому товару. В противном случае оставьте указанные поля пустыми. |
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61.1 | 354 | |
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82.1 | 355 | Загрузите заполненный файл, нажав на кнопку "Импорт файла". |
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61.1 | 356 | |
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82.1 | 357 | При загрузке система проверит корректность заполнения файла. Если будут найдены ошибки, система выдаст сообщение с указанием в каких строках файла содержатся ошибки. |
| 358 | |||
| 359 | Если файл заполнен корректно, система загрузит данные, и перечень товаров с указанными параметрами появится в окне товаров акции. | ||
| 360 | |||
| 361 | * Нажмите кнопку „Создать“. | ||
| 362 | |||
| 363 | [[image:4.JPG]] | ||
| 364 | |||
| 365 | === **Изменение параметров акции.** === | ||
| 366 | |||
| 367 | Для изменения параметров акции нажмите на значок [[image:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB8AAAAbCAYAAACEP1QvAAAAnUlEQVRIie3SOw6DMBAEUM7tigOY2qJME2kbN74CHAOLyFI6zjApQEjQ4CW7cREXU7/ZT0NEKJWGiDCmpUgqXvGbecPZCV34Ob7Cpl3DKfA9PiS4Pu64aSPcoI5vE9sXfFrgn1sBO+Ohix9XvRcICV735if4VEDx4eRgJi4LM3B5OBPXgTNwPfgaD7MazMcFYR4uDGc+nF4qXvH/wT8T/2ADZA+f+AAAAABJRU5ErkJggg==]] в окне "МОДУЛИ" - "АКЦИИ" в строке с акцией. | ||
| 368 | |||
| 369 | * Правила акции применятся только если акция бдет помечена как активная. | ||
| 370 | * До начала акции можно вносить любые корректировки: | ||
| 371 | |||
| 372 | * Активный; | ||
| 373 | * Код акции; | ||
| 374 | * Дата начала; | ||
| 375 | * Первая доставка до; | ||
| 376 | * Задержка калькуляции (в днях); | ||
| 377 | * Процент скидки; | ||
| 378 | * Процент Мерфи; | ||
| 379 | * Алгоритм расчета первоначального значения плановых акционных продаж; | ||
| 380 | * Дата конца; | ||
| 381 | * PExtra 1; | ||
| 382 | * PExtra 2; | ||
| 383 | * Количество акционных продаж - задается вручную; | ||
| 384 | * The promotional display level if it is marked that quantity is filled in manually; | ||
| 385 | |||
| 386 | Если помечено, что количество задается вручную, вы можете изменить значение плановых акционных продаж и дополнительной выкладки через заливку. Когда форма будет загружена, то в ней будет список всех товаров, участвующих в акции (акция должны быть сохранена). В сохраненной таблице измените значение плановых акционных продаж и дополнительной выкладки, после чего импортируйте таблицу в Сток-М, нажав на кнопку "Импорт файла" и выберите таблицу, в которую вносили изменения. | ||
| 387 | |||
| 388 | * Вы можете добавить товар в акцию. Также можно скопировать текущую акцию в новую с сохранением всех исходных настроек. После копирования настройки можно изменять, т.к. в модуле PROMO2 товарами в акции можно управлять отдельно. | ||
| 389 | * Товар из акции можно удалить. В окне Акции выберите товар, который нужно удалить и нажмите на "Удалить товар". | ||
| 390 | |||
| 391 | * Действия по запуску акции применяются для последнего заказа перед началом акции. | ||
| 392 | * Если акции началась, то можно изменить следующее: | ||
| 393 | |||
| 394 | * Добавить товар в акцию; | ||
| 395 | * Удалить товар из акции; | ||
| 396 | * Установить более раннюю Дату конца. Дата должна быть позже сегодняшней даты, но раньше чем дата окончания акции; | ||
| 397 | |||
| 398 | * Буфер в акции учитывается следующим образом: | ||
| 399 | |||
| 400 | * Буфер не учитывается при расчете первоначального значения плановых акционных продаж; | ||
| 401 | * Буфер заморожен на весь период акции; | ||
| 402 | * Буфер не учитывается при пересчете плановых акционных продаж на момент акции. Плановые акционные продаже пересчитываются исходя из продаж от начала акции. | ||
| 403 | |||
| 404 | * В течение акции заказы формируются до значения плановых акционных продаж или до верха буфера ( зависит от того, какое значение выше): | ||
| 405 | |||
| 406 | - если Плановые акционные продажи > BUF, буфер игнорируется, заказ рассчитывается исходя из Плановых акционных продаж; | ||
| 407 | |||
| 408 | - если Плановые акционные продажи <=BUF, Плановые акционные продажи игнорируются, заказ рассчитывается исходя из значения буфера; | ||
| 409 | |||
| 410 | * После окончания акции значения плановых акционных продаж и дополнительной выкладки становится равным нулю. | ||
| 411 | |||
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44.1 | 412 | |
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82.1 | 413 | ))) |