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...	...	@@ -5,13 +5,13 @@
5	5
6	6	Мы рекомендуем использовать эту функцию в тех случаях, когда предполагается пополнение товара поставщиком 2 и более раз за период. Если пополнение происходит 1 раз за период, используйте Специальный заказ для заказа необходимых товаров. (См. Формирование специального заказа)
7	7
8		-Принадлежность товара к какому-либо периоду отображается в столбце "Период" окна "АССОРТИМЕНТ - "ЗАПАСЫ". Чтобы столбец был активен, включите его видимость через "Выбор столбцов".
	8	+Принадлежность товара к какому-либо периоду отображается в столбце "Период" окна "АССОРТИМЕНТ. Чтобы столбец был активен, включите его видимость через "Выбор столбцов".
9	9
10		- 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]]
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]]
11	11
12		-Для товаров, подверженных колебаниям спроса из-за сезонных изменений необходимо создавать периоды: STOCK-M → „ДРУГОЕ“ → „ПЕРИОДЫ“ → „Новый“.
	12	+Для товаров, подверженных колебаниям спроса из-за сезонных изменений необходимо создавать периоды: "МОДУЛИ“ → „ПЕРИОДЫ“ → „Новый“.
13	13
14		-~1. В открывшемся окне введите:
	14	+**Общие данные:**
15	15
16	16	1) Название периода (должно быть уникальным);
17	17
...	...	@@ -19,7 +19,7 @@
19	19
20	20	3) Действия с буфером перед началом периода:
21	21
22		- [[image:data:image/png;base64,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]]
	22	+[[image:data:image/png;base64,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]]
23	23
24	24	* __Буфер будет изменен в указанную дату __ – буфер будет изменен в дату начала периода;
25	25
...	...	@@ -27,43 +27,60 @@
27	27
28	28	4) Тип настройки буфера:
29	29
30		- [[image:data:image/png;base64,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]]
	30	+[[image:buf apskaic.PNG]]
31	31
32		-* __Буфер вводится вручную__ – установите этот переключатель, чтобы вручную установить буфер для каждого товара в периоде.
33	33	* __Рассчитать по коэффициенту __— установите этот переключатель, чтобы ко всем товарам применить одинаковый коэффициент пересчета относительно текущего буфера. Мы рекомендуем использовать этот тип расчета буфера для управления рекламными акциями и сезонностью.
34	34
35		- Буфер для периода: [[image:data:image/png;base64,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]]
	34	+ Буфер для периода: [[image:vertinti MUK.PNG]]
36	36
37		-(% style="letter-spacing: 0.1px;" %) Формула расчета буфера:
	36	+(% style="letter-spacing:0.1px" %) Формула расчета буфера:
38	38
39	39	- Если требуется увеличить/уменьшить буфер на определенный процент, введите соответствующий коэффициент умножения в первое поле (например, для увеличения на 40% введите коэффициент 1.4, для уменьшения на 30% введите коэффициент 0.7 и т. д.).;
40	40
41	41	- Если требуется увеличить буфер НА определенное количество единиц, введите числовое значение во второе поле формулы (например, для увеличения буфера на 10 единиц, введите число 10). __Уменьшение буфера невозможно__.
42	42
43		-(% style="letter-spacing: 0.1px;" %) Дата. Укажите буфер за какую дату использовать при расчете. Дата должна быть не позднее даты начала периода.
	42	+(% style="letter-spacing:0.1px" %) Дата. Укажите буфер за какую дату использовать при расчете. Дата должна быть не позднее даты начала периода.
44	44
45		-(% style="letter-spacing: 0.1px;" %) Буфер рассчитывается по формуле: Буфер = (Буфер на указанную дату - MOQ) * коэффициент + константа + MOQ.
	44	+ Учитывать MOQ:
46	46
47		-* (% style="letter-spacing: 0.1px;" %)__ Рассчитать по средним продажам__ - установите этот переключатель, чтобы пересчитать буфер по всем товарам в периоде по средним продажам товара за период:
	46	+ * По умолчанию флажок установлен и формула расчета буфера: Новый б(% style="letter-spacing:0.1px" %)уфер = (Буфер на указанную дату - MOQ) * коэффициент + константа + MOQ.
48	48
	48	+ ~* Если флажок не установлен, то:  Новый б(% style="letter-spacing:0.1px" %)уфер = Буфер на указанную дату * коэффициент + константа
	49	+
	50	+(% style="letter-spacing:0.1px" %)
	51	+
	52	+* __Буфер вводится вручную__ – установите этот переключатель, чтобы вручную установить буфер для каждого товара в периоде.
	53	+* (% style="letter-spacing:0.1px" %)__ Рассчитать по средним продажам__ - установите этот переключатель, чтобы пересчитать буфер по всем товарам в периоде по средним продажам товара за период:
	54	+
49	49	Буфер для периода: [[image:data:image/png;base64,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]]
50	50
51	51	Этот тип настройки буфера позволяет рассчитать буфер на основе средних продаж за период, умноженных на определенный коэффициент. Мы рекомендуем использовать этот метод расчета при высоких значениях MOQ, но низких продажах.
52	52
53		-* Средние продажи рассчитываются за выбранный период времени, который должен быть ранее начала периода, и умножаются на коэффициент.
	59	+Средние продажи рассчитываются за выбранный период времени, который должен быть ранее начала периода, и умножаются на коэффициент.
54	54
55		-**2. Приостановка смены буфера во время / после периода.**
	61	+* __Рассчитать по максимальным суммарным продажам__ - установите этот переключатель, чтобы рассчитать буфер для товаров на основе максимальной суммы продаж за указанный период.
56	56
57		- 1) Когда в начале периода / сезона продажи увеличиваются, но нет необходимости сразу пополнять увеличенный запас, увеличение буфера может быть отложено.
	63	+ [[image:slenk.PNG]]
58	58
59		- 2) В поле даты указывается дата, до наступления которой система не предлагает увеличение буфера согласно установкам периода. После наступлении даты и установленном флажке система будет предлагать изменения буфера. :
	65	+ Необходимо указать следующее:
60	60
61		- [[image:data:image/png;base64,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]]
	67	+ ~* период, из которого программа должна взять максимальный объем продаж в течение цикла поставки (RD). Если период указан слишком коротким (<RD), программа возьмет буфер в начале периода вместо максимальной суммы продаж.
62	62
63		-**3. Дата окончания периода используется, когда по окончании периода необходимо произвести какие-то действия.**
	69	+ ~* (% style="letter-spacing:0.1px" %)коэффициент (%%)- рассчитанная сумма будет умножена на указанный коэффициент (если сумма не рассчитана из-за неверно указанного периода, текущий существующий буфер будет умножен на этот коэффициент).
64	64
65		- [[image:data:image/png;base64,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]]
66	66
	72	+**~ ** 5) Приостановка смены буфера во время / после периода.
	73	+
	74	+ ~* Когда в начале периода / сезона продажи увеличиваются, но нет необходимости сразу пополнять увеличенный запас, увеличение буфера может быть отложено.
	75	+
	76	+ ~* В поле даты указывается дата, до наступления которой система не предлагает увеличение буфера согласно установкам периода. После наступлении даты и установленном флажке система будет предлагать изменения буфера. :
	77	+
	78	+[[image:data:image/png;base64,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]]
	79	+
	80	+**~ ** 6) Дата окончания периода используется, когда по окончании периода необходимо произвести какие-то действия.
	81	+
	82	+[[image:data:image/png;base64,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]]
	83	+
67	67	1) "Период без конца" используется, когда нет необходимости автоматически отслеживать окончание периода.
68	68
69	69	2) Дата конца - установите дату окончания периода. Дата изменения буфера зависит от выбранного типа периода.
...	...	@@ -72,23 +72,24 @@
72	72
73	73	· Если в начале периода буфер изменяется перед заказом, приходящим к дате начала периода, обратное изменение буфера происходит перед первым заказом, приходящим после даты окончания периода.
74	74
75		-**4. Действия по окончании периода:**
	92	+**Действия по окончании периода:**
76	76
77	77	//__Восстановить первоначальные __// – по окончания периода будет восстановлен буфер, который действовал до начала периода.
78	78
79		-//__Установить метку OUT Mover (вывести из ассортимента) __– //по окончании периода автоматически устанавливается метка OUT Mover (товар выводится из ассортимента).
	96	+//__Установить метку OUT (вывести из ассортимента) __– //по окончании периода автоматически устанавливается метка OUT Mover (товар выводится из ассортимента).
80	80
81	81	//__Изменить статус на DTO__ – //по окончании периода установить статус DTO.
82	82
83	83	//__Рассчитать буфер для последнего заказа__ - //перед последним заказом в периоде система рассчитает такой буфер, которого хватит до конца периода.
84	84
	102	+
85	85	**!!!Если значения буфера / буфера безопасности не были установлены до начала периода, то по окончании периода буфер, установленный в периоде не изменится. **
86	86
87		-(% style="letter-spacing: 0.1px;" %)**5. Товары для периода**
	105	+(% style="letter-spacing:0.1px" %)**Товары для периода**
88	88
89		- 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ubG7m+vparq6upl5eXuCTVcr6+vpabm5vKxV6/ZU1dxSH1lq6+dQcAAGkQVbAuL/gfP36U8/NzeTUeyzdHR9iRr8ZjOT8/l48fP9Yu9NRVvFJv6WqrOwAASIPogvXt7a1cXV1xwY/EV+OxXF1dye3tbS2gUVfxSr2lq6nuAAAgDaII1mpP2vX1tfz000+dX9xw5k8//STX19e1B66oq7il3tJVrTvCNQBAOkQVrG9vb+Xy8lLevXvX+YUNZ757904uLy+nYz/L8bnUVdxSb+mq1h3BGgAgHaIL1hcXF3J2dtb5hQ1nnp2dycXFRS2gUVdxS72lq1p3BGsAgHSIJliXD1RdXFzI27dvO7+w4cy3b9/KxcVF5bVg1FX8Um/pqtbd3d0dwRoAIBGiDNanp6edX9hw5unpqTWgUVfxSr2lq1p3BGsAgHSILlh/+PCBi35knp6eyocPH2oBjbqKW+otXdW6I1gDAKQDwfroSL452JGNLJMsyyTb2JGvI7iwxiQBLU2pN90D+Xwjk629lvPtbUm2tSffHB3J1zsbsrFzsNK6I1gDAKTDmgTr4oKZZapb8tBj3q93Nryn7VQ1/KtfAA52ZKOy/ZOy2NiRr2t/M03f7iI/f0ArtqsWSubYHlxlvZnrKJnzpuKcwbrSvqxmnwnWAABpskbBekM+P7AHAa/5onVPtrJqIHi4Ndk/bV8fbmXT3jVjOXQWrI+Knj9t3Q+3DGEbg7i8YF0cj/0J1t3WHcEaACAd1iRY78lW5gjWld5efboN2dio/63okZv1EE/Dn95znCkBVx1Gsrc16VUuQ0hWX54+j3ewMf/t652N6lCW2IJ1LdjsyZa1nma98ta6cMyzvPpwzN94rNWPG+dxtrEjn28ZlrXqetOOma93NmRrR/lssm9qYK0ci7V9zwzHqaXMjGXQUAfG7a9Pn2n75KqH+nG0wDHbsu4I1gAA6bBGwVoPaOX/tTCnXhgnwXp6IdcvmpXlTaarXGiVZRs+ry7L0FvmG6wnQcJ4cS731bTt0QXro9p41Wnvul4etrLR68w2z1LrwzJ/07FmOm5cx5kSVmtfmlZZb5VjZk+29GFGBzuysbGh7N+ebKn/18vVVRa189NVBj490Oo01elrx5/n+V4L1m2P2ZZ1R7AGAEiH9QjWpgu3rSdZ7d2u/c02NET5vHahrX8+7dELGeS0nrHpclwPXsYYrKdlpt1lKEOVOozFWDaGYT8NwXop9eE1v+1Ya3ucactadb1pd0WmXyS1c+zhzlaxfXtb1fJ2BetW56deBh7B2hXiredCi/PaJ1jPMeSMYA0AkCZrEaxrT+qrF8xaT67Wy1x78M82HKTak2gfeqD06PkEucqtac+L796Wtj1b8tDUqx1lsC62f2Oj3ltYqUet/Ix1odevMeQsqz4M8zcea+ahENbjLLpgPSlL/Tgqt/VgRza2duTzLa28XcG6qcyWGay1O13uerAcR9a7Eo5jtmXdEawBANJhDYK1oTdIv+jXHrxSx2rqF+qNaa9bVhlOYg4809vJ0/Ggrt7whh5Otce2cZ8NXw70sa6xBmvDw5jOnmhbXehlZghzy6sPWzC3HGu248bzOOu03ibr/rzsrTadY5NtnT6M6husW5SZ+YtwoB7rhnqwHke24891zLasO4I1AEA6pB+sTbdffcdYH2lvpbCN/7WOudSCdZY5hjIsEOT2tgw90XqPtbI9tn3X92vVAa2pzizhy1oXev3VAtuS6sMa6nzHWM/2qfVx1kW9lWXpPdzKUBfzjrF2loHPGGv1S5x9jLWzHhzHke34cx2zbeuOYA0AkA6JB2vT+6tt73q2vYdWecNA7bZz+fmWbG1YhoLYesbnGnpg65HU34LgfrXgwy11Wdq8LR+AW0pAq4UMRz1u7VnqwuNBsqXVhyPU2Y4167I9j7MI6s3aO79QsG5RZrUy8Hx93t6Wu31orAfTcdRw/NmWN0fdEawBANJhDYK15YJle8MHtnb5v+BnqUfvoTFrqPVBuJjqLf4yqMp7rAEAYLkQrLHVRZ5gvSIJ1gRrgjUAQHIkHqxx1Rf5JANaT6Xe0pVgDQCQJtEF64uLCy76kXl6eioXFxe1gEZdxS31lq5q3RGsAQDSIcpg/fbt284vbDjz7du31oBGXcUr9Zauat0RrAEA0iGaYH1/fy+3t7dc9CO0vMjf3t7K3d2d3N3dUVcJSL2lq1p39/f3BGsAgESILlhfXl7K2dmZHL961fnFDY/k+NUrOTs7k8vLy1pAo67ilXpLV73uCNYAAOkQVbC+u7uTq6srOT8/l3//+99c+CO4wL9+/VrOz8/l6upqGs5Kqas4pd7S1VR3BGsAgHSIIliLzML1zc2N/PDDD/L999/L0dGRPHnyRP74xz/KF198IV988YU8fvwYl+wf/vAHefLkiRwdHcn3338vP/zwg9zc3Ewv8NRVnFJv6dpUdwAAkAbRBevyVvW7d+/k5OREXr16JS9fvpTvvvtOvv32W1yy3333nbx8+VJevXolJycn8u7du9otaeoqPqm3dPWpOwAASIOogrV64b+6upIff/xR3r9/L+fn51P/+9//4pJUy/n9+/fy448/ytXVVS2cUVdxSb2lq2/dAQBAGkQTrEWq4bp8/d7NzY3c3NzI9fU1rsiyzMtXfZku8NRVfFJv6epTdwAAED9RBWsRqfWsleoPYOHyVMtdrQ/qKm6pt3T1rTsAAIib6IK1in4LG1cvdZWm1Fu6AgBAukQdrAEAAAAAUoFgDQAAAAAQAII1AAAAAEAACNYAAAAAAAEgWAMAAAAABIBgDQAAAAAQAII1AAAAAEAACNYAAAAAAAEgWAMAAAAABIBgDQAAAAAQAII1AAAAAEAACNYAAAAAAAEgWAMAAAAABIBgDQAAAAAQAII1AAAAAEAACNYAAAAAAAEgWAMAAAAABCDaYH1zcyNnZ2edrR8AAAAAoA3RBuv379/LyclJZ+sHAAAAAGhDtMH65OSEYA0AAAAAyUCwBgAAAAAIAMEaAAAAACAABGsAAAAAgAAQrAEAAAAAAkCwBgAAAAAIAMF6AQ63M8myTLYPAy/4eFc2s2LZbjdl9zjwuk2bM76U4/Hl8lcEAAAAkDAE63mphN/AAfdw2yNULynUG/jdw//I7x7+x2/i8VAGWS6j6QcjybNMssFQxkvZuoiplUXD57BUxsOBZPmo/odRLhn10Qzn9mLQHsTFeCiDLKu1CaM8oz3oklFezTkJti+JButD2e4wcBY91UWYPtzOJNveleMlB+vN3WM53t1cebD+578+yK9/cyy//s2x/PNfHseDdpEY5ZmYskwv4EIaGSPJs4EMx+pnYxkOenyMtoFzezFoD+JiPJRBNpBBrga3keSDAfXREePhoPalZpSnF67TDdauRHm4vbTAWQ7/WOpQjIiC9eM/nU6D9eM/nTbPULlIjCSvNVCTXq5M7xUoAk51/2yNm7qMSVCqrbfeE7FyfC+kZc/JRHWzi4am+HxQJkJt+qw6g3lZxnVO/q/9rd642epMJ4F6GeXV9Y/ySaNdHKvDaXnrAdxSBq66cM7jVxdRsexzWy/L2nSu41A/9tT/R9Lz1af2YKG6XBGT/cxz5VwfDyXPc/OdmTbnsWs+6/lQfm6qB/3ukG3ZTe1YzJg6PkRmnR+Oc9p4nJunH+baeWAs08XKjWDdgmqoXkJP9WxFk3Vsy6Ecy+5mN8Fa7a327rVWGoPxcDBr/CeMcuWCMA01IsXJU23gzAFD62Esl6FMX1lHl3hdSLXGRL/AVU56U1hVy61hWV4X0rJxqfZMluVpHU6RTL2o5aVus3bh0oaHWI9ba104ym0NgvVSzu2GoOJevuHYc62rC/rUHsxdlyuk3KZRLrNTM5fhyL6t3uexa76G82E6n3a+qeVsX7a7HYsa3+PA+AXG0b7o/x/llWOv+LejDZkDgrUn9VC91LEmUQRrtbfau9da+eZYD1F6L5d6Qsx58dU/n9ze6zy/iVh6bXx6401/s11Ibd/ytWV5XkjHw4HkQ9fyLduXUr2UvdaVxrO4IM2uXXpAsRy31rpwlFvSwXqF57azh9xWBw3L7JI+twe+dblK1LYpH0lxnJZtlcf+Nu6jrZwazodKm5nLyLgs27Jd7Vjk6HcTbTSe09rxZQrik3Z/lHu0IXNAsPZgpaG6WKE9WG/uyrEyxnxZm2LqrfbqtZ4eoJPbWrXbkvotMUt4cV18Td8kpxetiBqRFl8OigdmzBfZ6d8qPSWz6U09h7VluW7Nqg241stsvJ1mKuOU6kW5FTs7POsX9+kYYtdxa60LR7k11kX1b12PaJqyinPb+wuHVge23qXognWP2oN56nKVqMdzPhkOlo8sPfYtz2NnOXmcD5UH+PSyaVq2pR2LHdd5rE9nOI+s54z1eJsFbO91e0KwbmDlobpYaefB2tRb7dVrbWiUquHF1lOhHOS15diWb/pcX2eHeN/6dYx9nM00u1XlvPVrWZbHhW44HBiWb+sxa7uvEdWLiOFWn35BmqfH2jWPQpvQEW0wXMG5vZY91j1tD2LusZZJz+Uwrw3BmPs8dpaT+3wYDwfaMDr9AeuGZVvbsdhpGmNd/tfQA+06Zwzn0Hg4KMbSV55ToMd6NcFaf4hwFaHatF6Hy9gkV291Y6+1foD6jlXVbwP5XFDU6dTpYxlX5nMhNTYCReNSH5dnu5BaelbV4ReNF9LMOi7VbzxkQvVifBOI9mCltp/+Y6xny/WbRzyOhxjKTJZ/bjfsu/cYa2fvaIf0qT2Yuy5XSK1tMpfNXOexaz7n+WAbalIN0/byc7djseP1VpCmNlI9zk1/N03TGN7bkW6wXkXgVAPuqkK1SOc/EOPqrW7stbbd1nQ9zWy8pTbR2Cg0vX2ius7qQ3O+D0kGwDNAqE/6Z4Nc8ukJrj09brn1q5aRdVkeF9KmHgHrbV/XdFHVi1Keta7zorckzxd8K0itF9xQbj6hxmMoyMrLb9nnduOXijZvBXFvM+3BktuDBepyZfVj+0Lju7+t9lFtD23ng1rXhuWZAnStDprasQRoeo+1pQfauxyLD4vx9NUVe17nmkk0WMNaMR7ax+cm9G0bUqaj29HrDuc2wIylnw+0Y16Mh5MHVpcDwRq6h4svdA4XpKXAuQ0wg2DdOUXv9nLLiGANAAAAABAAgjUAAAAAQAAI1gAAAAAAASBYAwAAAAAEgGANAAAAABAAgjUAAAAAQAAI1gAAAAAAASBYAwAAAAAEoDFYP3nypBPLYN3V+hERERER20iwxqkXO/+HnnZdV4iIiBif0Q4Fuby8RERERERMRoI1IiIiImIACdaIiIiIiAEkWCMiIiIiBpBgjYiIiIgYQII1IiIiImIACdaIiIiIiAEkWCMiIiIiBpBgjYiIiIgYQII1IiIiImIACdaIiIiIiAEkWCMiIiIiBpBgjYiIiIgYwP8HnSAWGrn8uBEAAAAASUVORK5CYII=]]
	107	+[[image:data:image/png;base64,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]]
90	90
91		-(% style="letter-spacing: 0.1px;" %) 1) После того, как установлены параметры периода, необходимо установить, к каким товарам будут применяться настройки периода:
	109	+(% style="letter-spacing:0.1px" %) 1) После того, как установлены параметры периода, необходимо установить, к каким товарам будут применяться настройки периода:
92	92
93	93	// 1 способ.//
94	94
...	...	@@ -127,21 +127,21 @@
127	127	* Нажмите „Создать“.
128	128
129	129	(((
130		- // **Если Вам необходимо импортировать для периода много данных по разным местам хранения, воспользуйтесь Импортом файла по уровню склада (шаблон данных по уровню склада)**//
	148	+//**Если Вам необходимо импортировать для периода много данных по разным местам хранения, воспользуйтесь Импортом файла по уровню склада (шаблон данных по уровню склада)**//
131	131
132	132	* Скачайте шаблон
133	133
134		- [[image:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC8AAAAtCAYAAAA+7zKnAAAAiElEQVRoge3TQQqAIBBG4bmVh6rzeBjPEYH3KFpOq0CioAyckd6DfxtfoqIdJ9aAL4G3CrxV4K16hM85mwz88bFtXZoMPHjw4MF7xycdRVSODQk8+NtNUUOJPi9End3ir0694vS5NvX44gdewp3g68eD/Re+62sDHjx48OBbD7zXwFsF3irwVu0le7uo6pW4CAAAAABJRU5ErkJggg==]]
	152	+ [[image:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC8AAAAtCAYAAAA+7zKnAAAAiElEQVRoge3TQQqAIBBG4bmVh6rzeBjPEYH3KFpOq0CioAyckd6DfxtfoqIdJ9aAL4G3CrxV4K16hM85mwz88bFtXZoMPHjw4MF7xycdRVSODQk8+NtNUUOJPi9End3ir0694vS5NvX44gdewp3g68eD/Re+62sDHjx48OBbD7zXwFsF3irwVu0le7uo6pW4CAAAAABJRU5ErkJggg==]]
135	135
136	136	* Выполните Импорт файла:
137	137
138		- [[image:data:image/png;base64,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]]
	156	+ [[image:data:image/png;base64,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]]
139	139	)))
140	140
141	141	== **Изменение параметров и товаров периода** ==
142	142
143	143
144		-Чтобы изменить параметры периода, выберите STOCK-M → „ДРУГОЕ“ → „ПЕРИОДЫ“ → нажмите [[image:redaguoti piestukas.PNG]] для требуемого периода.
	162	+Чтобы изменить параметры периода, выберите  „МОДУЛИ“ → „ПЕРИОДЫ“ → нажмите [[image:redaguoti piestukas.PNG]] для требуемого периода.
145	145
146	146	~1. До начала периода Вы можете изменить:
147	147
...	...	@@ -169,11 +169,11 @@
169	169
170	170	* //__Удалить SKU и выполнить процедуру завершения__// - товар будет удален из периода, и будет выполнено "Действие в конце", указанное на вкладке параметров периода.
171	171
172		-(% style="letter-spacing: 0.1px;" %)//__Если Вы желаете удалить весь период, __//нажмите кнопку [[image:data:image/png;base64,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]] , весь период будет удален.
	190	+(% style="letter-spacing:0.1px" %)//__Если Вы желаете удалить весь период, __//нажмите кнопку [[image:data:image/png;base64,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]] , весь период будет удален.
173	173
174	174	__//Если значения буфера, буфера безопасности не были установлены во время периода, они не будут восстанавливаться в первоначальные значения по окончании периода !!!//__
175	175
176		-(% style="letter-spacing: 0.1px;" %)2. Если действие Периода началось, (%%)изменение параметров, относящихся к началу периода, невозможно. Если необходимо изменить параметры периода, необходимо удалить действующий период и создать новый с новыми параметрами.
	194	+(% style="letter-spacing:0.1px" %)2. Если действие Периода началось, (%%)изменение параметров, относящихся к началу периода, невозможно. Если необходимо изменить параметры периода, необходимо удалить действующий период и создать новый с новыми параметрами.
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178	178	3. Если действие Периода началось, Вы можете изменять следующее:
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