Исходный код вики KITI StockM SISTEMOS NUSTATYMAI IR FUNKCIJOS

Скрыть последних авторов

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102.1	1	{{toc/}}
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147.1	3	== (% style="font-family:inherit; letter-spacing:0.1px" %)Единицы измерения(%%) ==
1.1	4
147.1	5	Единицы измерения в большинстве случаев загружается в Stock-M из учетно системы клиента. Если необходимо ручное управление единицами измерения, используйте окно „СПИСКИ“ → „Единицы измерения“.
1.1	6
147.1	7	1. В открывшемся окне нажмите „Новый“:
1.1	8
147.1	9	[[image:data:image/png;base64,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]]
1.1	10
147.1	11	1) Название– введите наименование единицы измерения (аббревиатура шт., кг., и т.д.)
1.1	12
147.1	13	2) Precision - количество знаков после запятой.
1.1	14
147.1	15	2. Выберите единицу измерения в карточке SKU.
1.1	16
147.1	17	3. Для изменения единицы измерения выберите „СПИСКИ“ →„ЕДИНИЦЫ ИЗМЕРЕНИЯ“ → измените параметры единицы измерения в списке.
1.1	18
147.1	19	4. Для удаления единицы измерения выберите „СПИСКИ“ →„ЕДИНИЦЫ ИЗМЕРЕНИЯ“, отметьте в списке единицы измерения для удаления и нажмите кнопку [[image:data:image/png;base64,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]]. Удалить можно только единицы измерения, не привязанные ни к одной карточке товара (SKU).
1.1	20
147.1	21	== Единицы измерения товаров поставщика (конвертирование единиц измерения) ==
1.1	22
147.1	23	~1. Используется, когда учет товаров в StockM осуществляется в одних единицах измерения, а заказывается поставщику в других единицах измерения (например, учет ведется в штуках, а заказывается в коробках по 20 штук, 1 коробка равна 20 штук).
1.1	24
147.1	25	2. Конвертирование единиц измерения может быть настроено для каждого товара. Настройка производится в "StockM" - "Параметры товаров поставщика".
1.1	26
147.1	27	[[image:data:image/png;base64,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]]
1.1	28
147.1	29	3. В открывшемся окне в столбце «Единица измерения SKU в ERP поставщика» выберите соответствующую единицу измерения поставщика, если нет, создайте ее (см. Единицы измерения).
1.1	30
147.1	31	4. В столбце «Коэффициент конвертации ед. изм» введите коэффициент, который представляет собой число, на которое будет умножено количество единиц StockM, чтобы получить одну единицу поставщика. (Единица измерения поставщика = единица измерения StockM * коэффициент конвертации).
1.1	32
147.1	33	Например: Единица измерения StockM - 1 штука, единица измерения поставщика - 1 коробка из 20 штук, коэффициент конвертации = 0.05.
1.1	34
147.1	35	5. Если для товара установлена конвертация единиц измерения, то в заказе отображается как количество товара в единицах StockM (столбец Количество), так и количество товара в единицах измерения поставщика (столбец Количество в единицах поставщика). Заказ, отправленный поставщику, всегда содержит количество товара в единицах поставщика.
1.1	36
147.1	37	6. Если товар может быть заказан у разных поставщиков и имеет разные единицы измерения у разных поставщиков, необходимо настроить конвертацию единиц измерения товара для каждого поставщика.
1.1	38
147.1	39	7. Редактировать параметры конвертации можно как в строках списка, так и в виде групповой обработки отмеченных товаров.
1.1	40
147.1	41	8. В окне товаров поставщика Вы можете установить также код и наименование товара в учетной системе. Эти значения могут также загружаться во время обмена данными с учетной системой, если это настроено до старта проекта.
1.1	42
147.1	43	== Настройка валют ==
1.1	44
110.1	45
147.1	46	В том случае, когда поставщик товаров работает в другой валюте, необходимо видеть заказы в валюте поставщика для понимания общей суммы заказа или оптимизации заказа по сумме.
110.1	47
147.1	48	Для начала работы с валютой ее необходимо создать в справочнике валют.
110.1	49
147.1	50	~1. Выберите "СПИСКИ" - "КУРСЫ ВАЛЮТ". В окне создайте новую валюту, заполните параметры валюты. Валюта для поставщика подключается к поставщику в карточке поставщика (См. Параметры поставщика)
110.1	51
147.1	52	[[image:data:image/png;base64,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]]
110.1	53
147.1	54	3. Параметры валюты:
110.1	55
147.1	56	1) Название - наименование валюты (например, Рубль, Доллар, Евро,...);
110.1	57
147.1	58	2) Курс - курс валюты по отношению к основной валюте StockM.
119.1	59
147.1	60	3) Код валюты - аббревиатура валюты (например, EUR, USD, RU). Если необходимо автоматически обновлять курс валюты, аббревиатура должна соответствовать аббревиатуре, используемой Банком Литвы.
119.1	61
147.1	62	(% style="letter-spacing:0.1px" %)4. Ручное изменение наименования и курса валют производится в списке валют.
119.1	63
147.1	64	(% style="letter-spacing:0.1px" %)5. Настройка автоматической установки курса валют производится в Административном разделе системы.
119.1	65
147.1	66	== Управление причинами изменений буферов, изменения / отмены заказов ==
1.1	67
	68
147.1	69	При изменении нового заказа или изменении буфера система запрашивает причину, по которой было сделано изменение. Выбор причин осуществляется из предварительно подготовленного списка.
1.1	70
147.1	71	~1. Выберите "СПИСКИ" - "ПРИЧИНЫ"
1.1	72
147.1	73	[[image:data:image/png;base64,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]]
1.1	74
147.1	75	2. В окне отображаются уже сформированные причины. Для добавления новой причины нажмите кнопку [[image:data:image/png;base64,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]].
1.1	76
147.1	77	3. В окне добавления причины введите:
1.1	78
147.1	79	1) признак активности;
1.1	80
147.1	81	2) тип причины (изменение буферов или отправка заказов);
1.1	82
147.1	83	3) текст причины;
1.1	84
147.1	85	4) нажмите "Создать”.
1.1	86
147.1	87	4. Изменение параметров причин производится в списке причин.
1.1	88
147.1	89	== Поиск товара в заказах ==
1.1	90
147.1	91	~1. Для поиска товаров в заказах по коду товара (или его части) или по наименованию товара (или его части)(% style="letter-spacing:0.1px" %) используется окно поиска браузера (Ctrl-F).
1.1	92
147.1	93	(% style="letter-spacing:0.1px" %)2. В поле поиска введите текст для поиска [[image:data:image/png;base64,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]]. Если товар найден, в списке товаров искомый товар будет выделен цветом.
1.1	94
147.1	95	(% style="letter-spacing:0.1px" %) (%%) 1) Если в заказе содержится несколько товаров, удовлетворяющих поиску, нажмите на стрелку вниз для выделения следующего товара.
1.1	96
147.1	97	2) Для возврата к предыдущему значению, нажмите стрелку вверх в окне поиска.
1.1	98
147.1	99	3. Вы можете также с помощью фильтра найти заказ, содержащий определенные товары. Для этого в окне заказов в фильтре выберите фильтр "SKU в заказе" = <Код SKU>. Заказы в отфильтрованном списке будут содержать выбранный товар.
1.1	100
	101
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]]
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147.1	104	== Отчет по динамике буферов ==
1.1	105
	106
147.1	107	~1. Отчет, показывающий товары и их состояние в каждой точке хранения: „ОТЧЕТЫ“ → „ДИНАМИКА БУФЕРОВ“ (информация обрабатывается ежедневно).
1.1	108
147.1	109	2. Отчет показывает ежедневное изменение состояния товаров DTA (товаров, по которым обеспечивается наличие), а также DTO и NM.
1.1	110
147.1	111	3. Отчет учитывает резервации по товару, количество зарезервированного товара трактуется как проданное (например, если остаток товара на складе 100 единиц и резерв по товару 100 единиц, то система предполагает, что весь товар продан, и остаток находится в черной зоне).
1.1	112
147.1	113	4. Вы можете сформировать разные варианты отчета: в разрезе всей организации (сколько позиций DTA товаров отсутствует, сколько в красной, рисковой зоне, сколько в оптимальной зоне, сколько позиций в излишках, сколько DTO и NM товаров), отдельно в каждом месте хранения, по поставщику, по производителю, по группе товаров, по менеджеру и т. д.
1.1	114
147.1	115	5. При наведении мыши на график отображается детальное количество единиц по всем критериям. .
1.1	116
147.1	117	6. Значения цветов на графике:
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147.1	119	[[image:data:image/png;base64,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]] - товары, отсутствующие в месте хранения (остаток <= 3% от буфера)
1.1	120
147.1	121	[[image:data:image/png;base64,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]] - уровень запасов слишком низкий (остаток > 3% и <= 33% от буфера)
1.1	122
147.1	123	[[image:data:image/png;base64,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]] - уровень запасов оптимальный (остаток > 33% и <= 66% от буфера)
1.1	124
147.1	125	[[image:data:image/png;base64,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]] - уровень запасов безопасный (остаток > 66% и <= 100% от буфера)
1.1	126
147.1	127	[[image:data:image/png;base64,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]] - уровень запасов избыточный (остаток > 100% от буфера)
1.1	128
147.1	129	[[image:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAAAWCAYAAABwvpo0AAAA+0lEQVRYhe2XPQ6DUAjHe26ft1AP8XTsrPEKRHsCP6a6NBpHOrRJ04qo0QSsDv/FIA9+gA8vfdfikXWRDkBaJwDpAKQ1APCo7tjk1SJJJ7EpgCavsLjeFmn6oAJT30HXEAphnh1p32IPdmATgVIAQVLQYPwYa+q9MsbAeJiWtN8sdNA1FrOv54CRYXzqAvAJmKwaA6BOPCZJ7jx1AN7J/LY2C+Dlj211sER3KAXQg6WrOQZgYjRm26gCQFVrDQButFQC2LoDOsBoLx2QhcT1xib6V9+AFbfAaIK7uQUOtgdQmx1bpTmzvo9NUK/Ov0HpAKR1ApAOQFqHB/AEZXKDjQLvI0oAAAAASUVORK5CYII=]] - количество товаров со статусом DTO
1.1	130
147.1	131	[[image:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAAUCAYAAADC1B7dAAABG0lEQVRYhe3WsW6DMBAG4Dy3zTN0Ad4htl+gCxZS9kgnBqYMFYgnADH+HWwnmJi0GdKcUIcbzFnmPtmHOczTiD3F4d0FvAx0Gb5was9PxbuLfwg6tWd8fB6fip9fQDBSINN0nyOFTCo004i5r1BKcRun1igqDGxAUsDQb0A56n41L+Q4gYytUK4LSoCMVihtF60x2BxGK2YgGtFoERebAhHBRIV3qIsctWUIckUveiQJ6lAXizm931niCPLH57pLSZA/YnRDl7ZzczmC3Ng3/gZoJnX9KjZ68YwnyO1ApmkbNIU+IpiQ5wyKGj0JGtFonw/3F29QOG5iEzTYHJkUcb+xBvn+2AK58eKS5QP6+9jv3/Ze4h/EPXYH+gbTfa9b6bNz6AAAAABJRU5ErkJggg==]] - количество товаров со статусом NM
1.1	132
147.1	133	== Отчет по динамике запасов ==
1.1	134
147.1	135	~1. Отчет, показывающий динамику движения запасов (в ценах закупки) по организации / месту хранения / поставщику и т.д.: „ОТЧЕТЫ“ → „ДИНАМИКА ЗАПАСОВ“.
1.1	136
147.1	137	2. Отчет формируется один раз в неделю. В отчете отображаются:
1.1	138
147.1	139	1) [[image:data:image/png;base64,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]] - усредненный за неделю уровень запасов;
1.1	140
147.1	141	2) [[image:data:image/png;base64,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]] - суммарный уровень запасов, превышающий буфер по каждому товару
1.1	142
147.1	143	3) [[image:data:image/png;base64,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]] - суммарные недельные продажи;
1.1	144
147.1	145	4) [[image:data:image/png;base64,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]] - суммарный потенциальный уровень продаж товаров, которые отсутствовали на складе;
1.1	146
147.1	147	5) [[image:data:image/png;base64,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]]- показывает сколько раз оборачивается запас на складе за год;
1.1	148
147.1	149	6) [[image:http://wiki.stockm.info/bin/download/VARTOTOJO+VADOVAS+%282018%29/WebHome/ROI%20AD.PNG\|\|alt="ROI AD.PNG"]]- возврат на инвестиции, т.е сколько Вы заработали от вложенных в запасы средств. (ROI = 0% показывает, что прибыль от вложенных средств равна 0, ROI = 100% показыват, что вы заработали дополнительно столько, сколько вложено в запасы).
1.1	150
147.1	151	* При наведении курсора мыши на столбце графика отображается детальная информация по всем параметрам.
1.1	152
147.1	153	* Экспорт отчета в Excel осуществляется нажатием кнопки [[image:data:image/png;base64,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]]
1.1	154
147.1	155	3. Под графиком выберите вариант отчета:
1.1	156
147.1	157	[[image:data:image/png;base64,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]]
1.1	158
147.1	159	1) Предприятие - динамика запасов по всей организации;
1.1	160
147.1	161	// //2)// //Склады - динамика запасов по каждому месту хранения;
1.1	162
147.1	163	3) Уровни складов – динамика запасов по складам одного уровня;
1.1	164
147.1	165	4) Поставщики – динамика запасов по товарам одного поставщика;
1.1	166
147.1	167	5) Производители //- //динамика запасов по товарам одного производителя;
1.1	168
147.1	169	// 6) //Группа - динамика запасов по группе товаров;
1.1	170
147.1	171	7) Пользователи - динамика запасов определенного пользователя
1.1	172
147.1	173	8) Цель данного отчета - увидеть тренды по изменению запасов. Информация доступна за последние 52 недели.
1.1	174
147.1	175	Для простоты восприятия суммы на графике округляются до целых чисел. При выгрузке информации в Excel данные содержат все значащие цифры.
1.1	176
147.1	177	== (% style="letter-spacing:0.1px" %)Отчет "Уровень наличия (DTA)"(%%) ==
1.1	178
	179
147.1	180	~1. Отчет предназначен для оценки уровня запасов позиций со статусом DTA: "ОТЧЕТЫ" → "Уровень наличия (DTA)" (данные собираются и регистрируются ежедневно).
	181	2. В отчете отражается отношение количества товарных позиций с остатком > 0 к общему количеству товарных позиций, выраженное в процентах.
	182	3. На графиках отображаются две кривые:
1.1	183
147.1	184	1) [[image:data:image/png;base64,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]] - процент товарных позиций с остатком > 0;
1.1	185
147.1	186	2) [[image:data:image/png;base64,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]] - процент товарных позиций с остатком > буфер безопасности.
1.1	187
147.1	188	* При наведении курсора мыши на кривые отображаются детальные значения по обеим кривым.
	189	* Для экспорта отчета в Excel нажмите [[image:data:image/png;base64,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]].
1.1	190
147.1	191	4. Под графиком выберите вариант отчета:
1.1	192
147.1	193	[[image:data:image/png;base64,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]]
1.1	194
147.1	195	1) Предприятие - отчет по всей организации;
1.1	196
147.1	197	// //2)// //Склады - отчет по каждому месту хранения;
136.1	198
147.1	199	3) Уровни складов – отчет по складам одного уровня;
136.1	200
147.1	201	4) Поставщики – отчет по товарам одного поставщика;
136.1	202
147.1	203	5) Производители //- //отчет по товарам одного производителя;
136.1	204
147.1	205	// 6) //Группа - отчет по группе товаров;
136.1	206
147.1	207	7) Пользователи - отчет определенного пользователя
136.1	208
1.1	209
147.1	210	== Отчет «Анализ периодов» ==
1.1	211
147.1	212	Этот отчет платный. Отчет в StockM: ОТЧЕТЫ / ДОПОЛНИТЕЛЬНЫЕ / ОТЧЕТ АНАЛИЗ ПЕРИОДОВ>
1.1	213
147.1	214	Отчет нужен для:
1.1	215
147.1	216	• Сравнения сезонных и несезонных продаж по товарам и расчёта сезонного коэффициента.
1.1	217
147.1	218	• Расчета и заполнения поля «Однократное пополнение» по сезонному коэффициенту.
1.1	219
147.1	220	Отчет находится: Отчеты/Дополнительные/Анализ периодов
1.1	221
147.1	222	[[image:image-20220307162457-1.png\|\|height="422" width="549"]]
1.1	223
147.1	224	В отчете необходимо указать параметры:
1.1	225
147.1	226	• дата начала анализируемого сезона;
1.1	227
147.1	228	• дата окончания анализируемого сезона;
1.1	229
147.1	230	• дата начала несезона;
1.1	231
147.1	232	• дата окончания несезона (если не указана, автоматически
1.1	233
147.1	234	выбирается в соответствии с продолжительностью анализируемого периода)
1.1	235
147.1	236	• склады;
1.1	237
147.1	238	• поставщик(и);
1.1	239
147.1	240	Для формирования списка товаров дополнительно могут быть указаны:
137.1	241
147.1	242	• товарная группа(ы);
137.1	243
147.1	244	• статус;
137.1	245
147.1	246	• ASS;
137.1	247
147.1	248	• Фрагмент названия товара (товары с этим фрагментом будут включены).
137.1	249
147.1	250	В отчете вы увидите следующие поля:
137.1	251
147.1	252	[[image:image-20220307162457-2.png]][[image:image-20220307162457-3.png]]
137.1	253
147.1	254	• Код SKU;
137.1	255
147.1	256	• Название SKU;
137.1	257
147.1	258	• Группа;
137.1	259
147.1	260	• Название поставщика;
137.1	261
147.1	262	• Название склада;
1.1	263
147.1	264	• Код склада;
1.1	265
147.1	266	• Ед.измерения;
1.1	267
147.1	268	* Среднедневные продажи вне сезона;
	269	* Суммарное проданное количество в несезон
1.1	270
147.1	271	• Среднедневные продажи в сезон;
1.1	272
147.1	273	* Суммарное проданное количество за сезон;
1.1	274
147.1	275	• Сезонный коэффициент = Среднедневные продажи вне сезона / Среднедневные продажи в сезон;
1.1	276
147.1	277	• Акции во время сезона (если поле пустое – акций не было; если акция была, то указывается название акции);
1.1	278
147.1	279	•Текущий буфер;
1.1	280
147.1	281	• Остаток;
1.1	282
147.1	283	• Количество в пути;
1.1	284
147.1	285	• Текущие акции (если поле пустое – сейчас нет акции; если акция идет, то указывается ее название);
1.1	286
147.1	287	• MOQ;
1.1	288
147.1	289	• НКП;
1.1	290
147.1	291	• Заказать;
1.1	292
147.1	293	• Рассчитанное однократное пополнение = Буфер * (Сезонный коэффициент - 1). Количество может быть скорректировано;
1.1	294
147.1	295	• Использовать рассчитанное однократное пополнение ( укажите – 1, если необходимо использовать «Рассчитанное однократное пополнение». Тогда оно будет загружено в поле «Однократное пополнение»; если загружать не нужно, то оставьте поле пустым). По умолчанию в StockM это поле остается пустым.
1.1	296
147.1	297	• Заказы после однократного пополнения = Остаток + Кол-во в пути + Рассчитанное однократное пополнение (если больше 0) + Заказать;
1.1	298
147.1	299	• ABC (на момент формирования отчета);
1.1	300
147.1	301	• Производитель.
1.1	302
147.1	303	В отчете «Анализ периодов» есть возможность рассчитать суммарные продажи группы в течение сезона и вне сезона. Если вы хотите увидеть эту информацию, вам нужно отметить галочкой в форме «Добавить сумму групп SKU».
1.1	304
147.1	305	В отчете по новым товарам будет применяться групповой сезонный коэффициент.
1.1	306
147.1	307	== Предупреждения системы ==
1.1	308
147.1	309	~1. Система Stock-M регистрирует ошибки, которые могут привести к неправильному управлению запасами. В окне STOCK-M → "Предупреждения" появляются ошибки, их рекомендуется исправлять.
1.1	310
147.1	311	2. Окно предупреждений разделено на две части: Предупреждения и Критические ошибки
1.1	312
147.1	313	1) В окне «//__Критические ошибки__//» отображаются ошибки, которые могут непосредственно повлиять на управление запасами. Их следует проверять ежедневно и немедленно исправлять. Эти ошибки негативно влияют на размещение товаров в заказах, на корректность расчета отчетов.
1.1	314
147.1	315	2) В окне //__„Предупреждения “__// отображаются некритические или предполагаемые ошибки, которые, тем не менее, необходимо проанализировать и исправить. Их следует проверять как минимум раз в неделю.
1.1	316
147.1	317	3. При нажатии на кнопку Показать" открывается окно, содержащее данные с ошибками. В большинстве случаев ошибки могут быть сразу же исправлены в открывшемся списке.
1.1	318
147.1	319	4. В некоторых разделах существует кнопка "Исправить", при нажатии на которую система сама исправит ошибки.
1.1	320
147.1	321	//__„Критические ошибки“__//
1.1	322
147.1	323	~1. //Буфер < Мин.буфера или Буфер < MOQ//
1.1	324
147.1	325	Буфер DTA товара не может быть меньше минимального буфера или минимального количества товара в заказе (MOQ).
1.1	326
147.1	327	* нажатие кнопки „Показать“ – выведет список товаров с буфером меньше MinBuf или MOQ;
1.1	328
147.1	329	* Нажатие кнопки "Исправить" - увеличит буфер до MinBuf или MOQ (в зависимости от того, что больше).
1.1	330
147.1	331	2. //MOQ < НКП//
1.1	332
147.1	333	Минимальное количество товара в заказе (MOQ) не может быть меньше Неделимого количества поставщика (НКП), в противном случае может быть сформирован некорректный заказ. Проверьте и исправьте MOQ и НКП для указанных позиций:
1.1	334
147.1	335	* если MOQ и НКП передаются из учетной системы, внесите изменения в учетной системе;
	336	* если MOQ и НКП ведутся в StockM, измените параметры в StockM.
1.1	337
147.1	338	3.// У поставщика товаров DTA нет графика формирования заказов//
1.1	339
147.1	340	Товар имеет статус DTA, но у поставщика товара нет графика доставки, система не будет формировать заказ для товара.
1.1	341
147.1	342	* Нажатие кнопки „Показать“ – откроет окно поставщиков, у которых есть хотя бы один товар DTA, но нет активных графиков.
1.1	343
147.1	344	Настройте и сделайте активным график поставщика или настройте параметры поставщика в определенном месте хранения. //(См. Управление заказами, Настройки поставщика)//.
1.1	345
147.1	346	4. //Товары с пересекающимися периодами или акциями//
1.1	347
147.1	348	Один и тот же товар не может участвовать в периодах, которые перекрываются по датам.
1.1	349
147.1	350	Если для каких-либо товаров даты периодов перекрываются, конец первого периода аннулируется, в дату начала второго периода активизируется второй период.
1.1	351
147.1	352	* Нажатие кнопки „Показать“ – открывается список товаров с перекрывающимися датами периодов.
1.1	353
147.1	354	* Удалите товар из одного из периодов или установите другие даты периодов.
1.1	355
147.1	356	5. //Неподтвержденные графики поставок//
1.1	357
147.1	358	* Нажатие кнопки „Показать“ – открывается список неподтвержденных графиков поставки товаров.
1.1	359
147.1	360	* Подтвердите графики поставки (См. Настройки поставщика).
1.1	361
147.1	362	6. __//НКП ≤ 0//__
1.1	363
147.1	364	* НКП (неделимое количество поставщика) должно быть >= 0, в противном случает заказ будет сформирован неверно. Автоматическое исправление установит НКП = 1.
1.1	365
147.1	366	* Если НКП не загружается из учетной системы, установите правильное значение НКП на карточке товара (См. Параметры товара; См. Параметры поставщика).
1.1	367
147.1	368	* Если НКП обновляется из учетной системы, отрегулируйте НКП в учетной системе
1.1	369
147.1	370	(((
	371	//7. __Активные товары не имеют активного поставщика__//В системе появилось новое предупреждение о критической ошибке: "Активные товары не имеют активного поставщика". При нажатии на кнопку "Показать" отразится список всех товаров со статусом отличным от NA, не имеющие активного поставщика. Пользователю необходимо назначить активного поставщика для этих товаров.
1.1	372
147.1	373	//8. __Оптимизация: цена закупки <= 0__//
1.1	374
147.1	375	* Если поставщику товара настроена оптимизация заказа по сумме, а цена закупки товара <= 0, то заказ не будет оптимизирован.
1.1	376
147.1	377	* Нажатие кнопки „Показать“ – открывает таблицу с товарами, для которых необходимо установить цены закупки.
	378	)))
1.1	379
147.1	380	//9. __Вес/объем товара = 0 (только для товаров DTA)__//
1.1	381
147.1	382	* Если для поставщика задана оптимизация товара, но вес или объем товара = 0, оптимизация не будет выполнена.
1.1	383
147.1	384	* Нажатие кнопки „Показать“ – открывает таблицу с товарами, для которых необходимо установить вес или объем.
1.1	385
147.1	386	(((
	387	//10. __У поставщика товаров в акции нет графика формирования заказов__//
1.1	388
147.1	389	(((
	390	* Поставщику товаров акции необходимо настроить график формирования заказов.
	391	)))
	392	)))
1.1	393
147.1	394	//__ „Предупреждения“__//
1.1	395
147.1	396	~1. __//Данные о товаре не обновлялись более 7 дней//__
1.1	397
147.1	398	Неактуальные данные искажают работу системы Stock-M и формирование корректных отчетов, поскольку в системе остаются данные о товаре, полученные во время последнего обмена.
1.1	399
147.1	400	* Нажмите кнопку "Проверить", для проверки существования товаров с устаревшими данными - появится кнопка "Показать" для вывода списка товаров (Проверка может занять продолжительное время, так как проверяются все запасы).
1.1	401
147.1	402	* Выясните причины, по которым не происходит обновления данных.
1.1	403
147.1	404	* Нажмите кнопку "Показать" для вывода списка товаров с устаревшими данными.
1.1	405
147.1	406	* Ели товары не нуждаются в обновлении, измените им в Stock-M статус на NA (См. Параметры товара);
1.1	407
147.1	408	* Если по товарам требуется обновление, проверьте процедуры обмена данными и учета в учетной системе.
1.1	409
147.1	410	* Нажатие кнопки "Исправить" установит для всех товаров, которые не обновлялись более 30 дней, статус NA.
1.1	411
147.1	412	2. __//Остаток товара < 0//__
1.1	413
147.1	414	Остаток товара должен быть> = 0, иначе расчеты и отчеты будут искажены. Пожалуйста, проверьте причины, по которым перечисленные товары имеют отрицательный остаток.
135.1	415
147.1	416	3. __//Будущие обновления буфера//__
135.1	417
147.1	418	Отображаются товары, для которых система не будет предлагать изменение буфера до установленного срока (30 дней или дольше). Настройка неизменности буфера выполняется путем установки флажка «Не разрешать системе автоматически изменять буферы до указанной даты» и установки даты.
135.1	419
147.1	420	РЕКОМЕНДАЦИЯ: используйте в тех случаях, когда вы планируете распродать все непроданные остатки в конце рекламной акции / сезона, но вам не нужно поддерживать высокий уровень запасов. Поставка товаров должна осуществляться до буфера, который предшествовал началу акции / сезона.
135.1	421
147.1	422	* Нажмите кнопку «Показать», чтобы проверить товары с установленной датой запрета автоматического изменения буфера.
143.1	423
147.1	424	4. //__Объем базы данных__//
143.1	425
147.1	426	Информационное сообщение показывает факт превышения установленного максимального количества буферов в системе.
143.1	427
147.1	428	5. //__MOQ ≠ n×НКП, где n = 1, 2, 3 ...__//
143.1	429
147.1	430	MOQ должен быт кратен НКП.
143.1	431
147.1	432	* Нажатие кнопки "Показать" – выводит список товаров с MOQ, некратным НКП.
143.1	433
147.1	434	* Нажатие кнопки "Исправить" - повысит MOQ до значения, кратного НКП.
143.1	435
147.1	436	6. //__Товар в центре DTO, в регионе DTA, поставщик центральный склад, но товар не OUT-mоver__//
143.1	437
147.1	438	В том случае, когда в Stock-M управляется одно место хранения, предупреждение не имеет значения.
1.1	439
147.1	440	Если управляется больше мест хранения с центральным складом и если в регионе имеются DTA товары (товары доставляются в регион с центрального склада), но на центральном складе товар в статусе DTO, региональные склады не будут получать товары с центрального склада, поскольку они не заказываются у поставщика.
1.1	441
147.1	442	* Нажатие кнопки "Показать" – выводятся товары, имеющие в регионах статус DTA, а на центральном складе - DTO.
1.1	443
147.1	444	* Исправьте статус товара на центральном складе на DTA или в регионе на DTO, либо установите для товара метку OUT (См. Параметры товара).
1.1	445
147.1	446	7. __//Цена закупки <=0; цена продажи <=0//__
1.1	447
147.1	448	Неправильные цены искажают отчеты. Необходимо проверить и исправить цены в учетной системе, для последующего обновления в Stock-M.
1.1	449
147.1	450	8. __//Очень редкая установка: RD > GD//__
1.1	451
147.1	452	В исключительных случаях RD> GD может использоваться для быстрого вывода запасов. Регулировка осуществляется только после консультации с поддержкой Stock-M .
1.1	453
147.1	454	В большинстве случаев RD < GD.
1.1	455
147.1	456	* Нажатие кнопки "Показать" – выводятся поставщики RD>GD;
1.1	457
147.1	458	* Настройте RD и GD (См. Настройки поставщка).
1.1	459
147.1	460	== Использование фильтров ==
1.1	461
	462
147.1	463	~1. В окнах Stock-M, использующих списки данных, в верхней части окна располагается окно фильтров:
1.1	464
147.1	465	[[image:data:image/png;base64,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]]
1.1	466
147.1	467	В определенных случаях фильтр заполняется данными по умолчанию / автоматически.
1.1	468
147.1	469	2. Щелкните мышью на надписи "Добавить фильтр" в области фильтра:
1.1	470
147.1	471	* выберите столбец для которого необходимо задать условие;
1.1	472
147.1	473	[[image:data:image/png;base64,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]]
1.1	474
	475
147.1	476	* выберите условие сравнения;
1.1	477
147.1	478	[[image:data:image/png;base64,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]]
1.1	479
	480
147.1	481	* введите значение, с которым происходит сравнение;
	482	* нажатием Enter сохраните условие фильтрации. Условие отражается в поле фильтра и подсвечивается зеленым цветом [[image:data:image/png;base64,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]].
1.1	483
147.1	484	3. После заполнения всех условий фильтрации нажмите кнопку [[image:data:image/png;base64,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]] или нажмите Enter. Если к списку данных фильтр применен, то цвет кнопки меняется на зеленый [[image:data:image/png;base64,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]].
1.1	485
147.1	486	4. Если условие введено неверно или больше нет в нем необходимости, нажмите [[image:filtro isvalymas.PNG]] рядом с условием.
1.1	487
147.1	488	5. Если нет необходимости использовать фильтр и необходимо вывести все данные, нажмите Enter при отсутствии условий или красную кнопку [[image:data:image/png;base64,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]].
1.1	489
147.1	490	6. Для того, чтобы увеличить полезное место на экране, можно скрыть поле фильтра, нажав на кнопку [[image:filtro paslepimas.PNG]]. Повторное нажатие возвращает поле фильтра на экран. Число на иконке показывает количество заданных условий фильтра.
1.1	491
147.1	492	7. В условия фильтра можно добавить только те столбцы, видимость которых включена в соответствующем окне.
1.1	493
147.1	494	8. Каждый пользователь может сохранить требуемые / часто используемые наборы условий для фильтра. Например, если Вы часто работаете с товарами определенной группы, добавьте условие по столбцу "Группа товара" и сохраните фильтр с помощью окна "Настройка таблицы" [[image:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAApCAYAAABHomvIAAAAoklEQVRYhe3TvQ2CUBTF8TvJ3YA13MEhHIMFnOGF0DIAC0hhY4IPKxMTY0GnoTwuYGwgeYfHKf79L/fDps8bzFlqQB7AGCNd6wSmXucvi4ACCiiggNsAdigLg5nB9rWAOQLPOO4c7g4/NIzA5drqBOlvUMDsn+SBUxNQhYCqvTAC6Vcs4FzgiOetx3DtMdxfjMDlElDA1P0FMrUuIHMCZg/8AjaOJYBOZjNVAAAAAElFTkSuQmCC]] - "Сохранить фильтр". Сохранить можно любое количество фильтров. Ненужные фильтры можно удалить из списка сохраненных фильтров. Сохраненные фильтры доступны только сохранившему их пользователю. В любое время можно воспользоваться сохраненными фильтрами.
1.1	495
147.1	496	[[image:data:image/png;base64,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]]
1.1	497
147.1	498	(% style="letter-spacing:0.1px" %)9. Условие не будет работать при использовании текстовых значений для числовых столбцов. Все Extra и WExtra столбцы имеют текстовые значения. Столбцы могут изменить свое наименование при настройке системы.
1.1	499
147.1	500	== Контекстный поиск в выпадающих списках ==
1.1	501
147.1	502	~1. В любом выпадающем списке набор значений будет соответственно сужаться при наборе на клавиатуре начала слова.
1.1	503
147.1	504	== Сортировка ==
1.1	505
147.1	506	~1. В окнах Stock-M, содержащих таблицы можно произвести сортировку по любому столбцу: для числовых столбцов и столбцов даты от меньшего значения к большему и наоборот, для текстовых столбцов - от А до Я, от A до Z и наоборот.
1.1	507
147.1	508	2. Щелкните один раз левой кнопкой мыши по названию столбца, который вы хотите отсортировать, система отсортирует таблицу по данному столбцу. Рядом с именем столбца появляется пиктограмма [[image:http://wiki.stockm.info/bin/download/VARTOTOJO+VADOVAS+%282018%29/WebHome/rusiavimas%20aukstyn.PNG\|\|alt="rusiavimas aukstyn.PNG"]] , показывающая, что данные сортируются в порядке возрастания. Повторное нажатие сортирует данные в противоположном направлении, рядом с именем столбца появляется пиктограмма [[image:http://wiki.stockm.info/bin/download/VARTOTOJO+VADOVAS+%282018%29/WebHome/rusiavimas%20zemyn.PNG\|\|alt="rusiavimas zemyn.PNG"]].
1.1	509
147.1	510	== Выбор столбцов ==
1.1	511
147.1	512	Вы можете выбрать, какие столбцы отображаются в таблицах Stock-M.
1.1	513
147.1	514	~1. После открытия таблицы нажмите "Выбор столбцов" в настройках таблицы. Необходимо добавить в видимые столбце, который Вы хотите видеть в таблице или по которому необходимо осуществлять фильтрацию.
1.1	515
147.1	516	[[image:data:image/png;base64,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]]
1.1	517
147.1	518	2. В открывшемся столбце отметьте в левом списке наименования столбцов, которые необходимо сделать видимыми и нажмите [[image:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQcAAAAsCAYAAABot33mAAAH+klEQVR4nO2b3WsbRxfG/W8JcqG7XNqXvikFwxtIbguBUmiv2tKLOl0oJjQlrhpCU5emxMF2wS2pq9BgF7sIJ/EniYurxLLrRJGt/ZqZfd6Lmf3UrHbl2tHaPgs/1tKOds6cmX3mzJn1gOM4sG0blmXBsiyYpkkQxDnDf/5t24bjOHBdFwPtaxfQHi0RBEFIrl2ANXEFA303hCCIQkLiQBCEFhIHgiC0kDgQBKElJg4A6ExnOp/TcxKKHAiC0AqENnIgCIKgyIEgCIocCILID0UOBEFQ5EAQRH4ociAIgiIHgiDyQ5EDQWRSgQAgakPqcxlsF0CjUgDbjodTETnYm3vIPtbACuBQ4rwwAvaaA/uTsIwS2rcmIQSHt3K5ALadHIWLHEgciEIyfh28ZcrhJ2x4219Loei3XcfEKYoc9sDv6a+zBokDQbwNCho59CIOZVi/VSFMW0UVDF7rCdhPFxO/vQp+qItCZF3yvl2OwyrshTXNBQ4cPAGbKEfqGoa7ug7PZaqICe/lBOwx/7pcw6LxXdx21oTY/BxWD3an+6wM55mMwsRC2j0ih79+Hv8crNGAx9X3bgNi6T2YXftN3f+wCrtrf42AvWiEfgEAdpDwjd+nsxD+TA0OmHWI1clc7Qj8Mf0e2Eu/LWpcxPopx9hRfS4W4u2yFjcAAN7m1ZQ+GIa7reo+rIE3AYjnYDcSvjOuQzAA+3czfHyyAGcwcrBXd/SDRLQgHg1FfvslONMV/K/ioI6DB+rBGAZrmPoyzZ9VGSUOgmsKJdey3e1O9dm9B/CELJlbHMYrEK7uYtb6Oq84dLEj8E0J1sIaPG2hPXi5xYEDQnPdrcE1ehg7OnG4cTPwU5o4WLWt8H6HVTh/PQfAIf4aivtuYU3/fQE43ZHDjR8gBACxC169JJXXGISz/FwOLmseTvBbf7auZNeVMltov/9qDNwGwGpwR0toP3wsB83rKtw7agYauwRWfw3AhnhYDm3h+xDLn6lZ8yLs+cfSbv9eOe3ubMdlsCYPxCfZjrRIw31hAzAhNseCmdy8UwE3OcAeBw/V0cVBw9glsJctAHWw2yW0b1TkTAoTYvl9mIb0jTU1Ad5ajN0nrf98cfBezYNNDqp++gSsKSMEb2Uk/9jp6PMy3LoZ+FYvDsofrdnQH359sQhhCOzfLN++HYCzFjn4od1qclbzB/ou2I/qu3tVeAC8Zx9k19WDOJh3foRggPf3p9K+nZTONr6DgF+u84H37WYNHrcph90dn1fqgKiDrerboW/3TTl4X1zv9PviBoAW+Gxav/UgDsYgnPkq+H4Dnn0Qmd2VPcrHvj+PMlZS+1X5Eo1K/rGT7PPfa/Bggq88lP2SFIf7g3Ce7Upxi0Wu/n2VCI6WQsHQ+bwAnOrIQZZ9BX6/s5ypwjq/U+VnDrFQzq4rQxw6jtYvsI3IQ9LtaFSQLg7hrCce5bc79nn8rtxmW7+a2g79MqSaEsqHR4c/ArLarcTB+AD8QLeUQmCPv1uVXlf2WEkfQ8rvBw/A8o6dqA+NT8EtwNu5CdMX7Zg4hIf3zxedNvtR5cpIpJ5uovv2AM5Y5JBfHPwZeSuWEDo2cQAAcx6OcVzi4A+YfHaHn4fBdm3g8CEcI70d/RKHYI3ffgJW/RDW7XdgGnF73oo47N+F07M4qAQv2wAbD/3Vuazwc04m+O/lxL1V/qg1C3t0BKyJxNK3WJzqyCF3aGhUZPj27w+xjPCx5ByMQTgbL+X3tWH55lzmGjJNHIbBXgNB6JnT7uDz+go8vAGfLXdth7bdatlztBA337JC/r0BZnSxx+/Tk1hW/LokBbD+Ze/Lis0H8ASHqA3LcqniUAoTu+6aFJLI/Z2tNwB2wGZ/lr/vqL8/AGcscsibVJIz1h74/XK+unpKSF6Bu61mu9oQTJWV9vZm4UwMBgPO/PZDsK0tiPWrCMSh9Rucm2HS0v17V86sKnOf1+5odj72UPUiDn5yTLQgVj+D/ZWq0xiENfUN+KstsJQ+ySsObl0lPJdUX41elPdu2qE9QZ+2EgnJb8Bf9ZKQbEH8eUX9vgxzclLtMKgZvceEJAQH9u+G28zdxGG0BPPRirzeqMS3pmfm5feuKUXi+/4LQxqnO3IYLcFeVw9U8lDbUfneuEzUd5RlhdhSs0SXrcxgMFW0u2zyPrvg98s92R2UjWzT9S4OpS5bmdCX71Ec/AcjfnCAx5OwqX2a2PXoLg76I/qwZo2dWJ+LevxBzhCHYFcDNsTicMS+y2AtVU8iIuwnwFmLHFQn2ItL8FJeZDlxcRA2vOZS/OUa4104y1GbALj78LYn4dyKbGW21iIv+hzdblk2mR0/gjiMltC+9THYdh0e8xOHDF67Dr78cZfXhfPuVpRh/bEU3lu9YOVoHizdS1B8+aPYLJwZOexshXWxJsTmF4k2dB87oQ9VgjfatkxxKAUJzKSw2GsNFPXdhlRxOItkiU3W9ZMhPSFZbLtPB8X2TXHebYgCnILI4bgp5kNG4tDPPu8r38+GSdF+25LBmY8cikm2OBBHp8jiIHcr3oDP9N+WKOcycigmJA4nSWHFwf8nK01upohQ5EAQBEUOBEHkhyIHgiAociAIIj8dkYMvEHSmM53P3zkKLSsIgtBC4kAQhBYSB4IgtJA4EAShZaB97ULfjSAIokBcu4D27f9hYG5uDjMzM5iensb09DSmpqYIgjhn+M//zMwM5ubm8PTpU/wfyPJl4k2M+O8AAAAASUVORK5CYII=]]3. При повторном входе в систему с того же устройства восстановит все видимые столбцы, выбранные в предыдущем сеансе.
1.1	519
147.1	520	* этот порядок действует на все подобные окна системы.
1.1	521
147.1	522	4. Для выбора всех столбцов отметьте пункт списка "Отметить все" или в настройках таблицы выберите сохраненный набор столбцов "Все столбцы".
1.1	523
147.1	524	[[image:data:image/png;base64,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]]
1.1	525
147.1	526	5. В окнах STOCK-M с таблицей Вы можете менять ширину столбцов. Для этого потяните мышью за разделитель столбцов [[image:dvipuse rodykle.PNG]].
1.1	527
147.1	528	ИЛИ нажмите правой кнопкой мыши в любой части таблицы и выберите "Изменить размер всех столбцов" („Autosize All Columns“).
121.1	529
147.1	530	[[image:data:image/png;base64,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]]
121.1	531
147.1	532	6. Вы можете также изменить порядок столбцов, представленных в таблице. Для этого нажмите и удерживайте мышью заголовок столбца, передвиньте его в нужное место и отпустите кнопку мыши.
121.1	533
147.1	534	7. Вы можете "заморозить" местоположение определенного столбца. Для этого нажмите и удерживайте мышью заголовок столбца, передвиньте его в начало таблицы до появления значка [[image:http://wiki.stockm.info/bin/download/VARTOTOJO+VADOVAS+%282018%29/WebHome/smeigtukas.PNG\|\|alt="smeigtukas.PNG"]] и отпустите кнопку мыши. Данный столбце будет появляться всегда в начале таблицы.
121.1	535
147.1	536	8. Вы можете сохранить требуемое / часто используемое представление столбцов таблицы в окне Настроек таблицы и восстанавливать при потребности. Количество сохраненных представлений не ограничено.
121.1	537
147.1	538	== *Экспорт таблиц в формат Excel (.xlsx), CSV (.csv)* ==
121.1	539
147.1	540	Работая с системой управления запасами STOCK-M, у вас есть возможность экспортировать выбранный список в Excel или CSV. В открывшемся окне STOCK-M вы найдете значок экспорта в верхней части любой таблицы [[image:http://wiki.stockm.info/bin/download/VARTOTOJO+VADOVAS+%282018%29/WebHome/eksportavimo%20ikonele.PNG\|\|alt="eksportavimo ikonele.PNG"]]. Нажмите на значок, чтобы выбрать форму, в которую вы хотите экспортировать таблицу, загрузите файл и сохраните его в произвольном месте.
1.1	541
147.1	542	Некоторые окна также содержат дополнительные формы экспорта (например, полную форму информации о поставщике можно загрузить из окна График поставки).
1.1	543
147.1	544	== Копирование информации в списках ==
1.1	545
147.1	546	~1. В окне STOCK-M вы можете скопировать значение одного выбранного поля, например, код продукта, название и т. д. Щелкните левой кнопкой мыши на выбранном поле и нажмите «Ctrl + C» на клавиатуре - значение поля будет скопировано. Затем нажмите «Ctrl + V» в выбранном месте (фильтр STOCK-M, Excel, Word).
1.1	547
147.1	548	2. Если необходимо скопировать несколько полей / строк, выделите левой кнопкой необходимые значения, щелкните правой кнопкой мыши и выберите "Скопировать выделенное". Данные будут скопированы в буфер обмена. Вы можете вставить их в требуемое место, нажав Ctrl + V.
1.1	549
147.1	550	== График информации о товаре ==
1.1	551
147.1	552	В системе STOCK-M вы можете видеть график изменения параметров по каждой товарной позиции в каждом месте хранения.
1.1	553
147.1	554	~1. График товара открывается нажатием на иконке [[image:http://wiki.stockm.info/bin/download/VARTOTOJO+VADOVAS+%282018%29/WebHome/sku%20grafikas%20ikonele.PNG\|\|alt="sku grafikas ikonele.PNG"]]в строке с товаром .
1.1	555
147.1	556	2. В открывшемся окне График товаров отображается трехмесячная динамика буфера товара и буфера безопасности (красная зона - если запас находится в этой зоне, уровень запаса является рискованным; желтая зона - уровень запаса оптимален; зеленая зона - уровень запаса безопасен) , выше зеленой зоны - уровень запаса избыточен). Наведите указатель мыши на верх зеленой зоны, чтобы увидеть дату установки буфера, значение буфера и причину изменения буфера (если буфер был изменен в тот день, вы увидите красную точку в верхней части буфера).
1.1	557
147.1	558	3. Также на графике отображаются: остаток ([[image:data:image/png;base64,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]]), потребление ([[image:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMkAAAAVCAYAAADsOspRAAACy0lEQVR4nO1YQXLkIAzkTTxgv4IfslW7Nyp/yD7B9jn5hWsOm4cktUf2YOMBIQkxnontRIeuqbEtEC01Eph/H+9BoVDQMHs7oFAcHSoShaICFYlCUcEOIulDZ0wwJFwYD0CMQhGxm0i6AXk3OBWJ4nBQkeyJyQdrbHiaDuCLggQqkh/Pfzbj5e0vMalQJDGBvLu2YtaHS2YzhSebtGquR+fK2zmQlJMPFnxj/ZSMDfyZ3vN3WKIPrpwHg1QkiI/lWgAX6WZzC5eFPcZvtGn0YxL+bxkLPpPEZXAVThmRmF+/N+Pn6+sdRJISsxC2Bqr2P87FBaH05eJtFozRLaJJbQd3TTIysPcWCZMQyNov3gIfW7ik7KkNpsUPqUgax6qKBMRl8T3LQyIeB68kzCKw1qx41oeO3ckmsJtSgUsrxkz26hf4/uJt6DyT/GRVYC4tagmBtqkJz7dwWdjb0Dm7VNnrWq1zzeOIRNI6VkUkRVxiXAWb1nHPJKjDiW26m9cSvEJCWXaxMg3bMWzMPnSu31YhbhDJXP1w4RVVEOFSbt+HbuV82YC2+MH8l43FtKDVuMybHR3L7yIS+A3RbhkucNEnUElWcpPvR8f0w48WSXHGqM0DRCK0X9c4uLkV2uJHTSStayIqCReXUoynEwnWIizvscMxKNHreUIqomLcpLWiWoH4fPChQ4TzGSKpXhTcwiU1/yKO0VG8CMep/W8dixIJFxfIyzkryZaDOzi0UyJBSDOcGGCpjjZsxdoI6cE99SFdm5RL1j5pXdL1NvvReHCXjoWKhIsLctFzTpHY/NqSvIIE79nDcV5SRwefR//mX6ytygI2yG9JHicShAss+Vq4ZJI5q9DNfnBxgRcYcp8okVBxmeNe43Q3kWxIjCbbhpuir44zrZmL3U5QkXwHnGnNKpIvGtij40xcqkgUivNBRaJQVKAiUSgq+A/ylbKTKNU64AAAAABJRU5ErkJggg==]]), приход ([[image:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFAAAAAUCAYAAAAa2LrXAAABW0lEQVRYhe2XO1LEMAyGfRIO4bPQy7fx5CCUtmsqTkDhSUUHHR3N7lCKYuNEkeXAEnZiMy7+mfgp63MkJerzfMKu30sdfYDW1QG2BdChUQpVUYChAijVAzReGPPQAXaA5xO+Pt7v1sfb0z6A0aJWGgcLS3hri2Oam8YjX3/pG62en6ldbePUjjhokjrAiedcpxdmrwTw5eFut96fhz8ASHPi5HByNAOYgCx9AZb59DnbK2unc5L9pQur/w1k86gTzKHRajSWOZnmeIuapgYpVWR9Dg1tXwPwtroyhGNh7WrcoQEnrrmEMrPnYZ0OJHuRQf/PAAPIb+UcujzH/QQgn9MmQCmEGWBv0aTCIEFQgIHbJMVGtD2BXwpOwwC3i8hWZZagFfbK2qyAtAuQfcbQMPymyARgcEvQ+N7zxZWUQ6zzX3jjxm9vt/AxXzhTB9gBHqs6ATakDrADPFZfkjYqXW5j44QAAAAASUVORK5CYII=]]), продажи ([[image:data:image/png;base64,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]]) и PTO ([[image:data:image/png;base64,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]]) ). Вы можете включить и выключить видимость отдельных кривых. Для этого нажмите на соответствующую кривую в легенде графика. По умолчанию отображаются все кривые.
1.1	559
147.1	560	//При наведении мыши на точку кривой в окне детализации отображаются дата и значение.//
144.1	561
147.1	562	5. На графике также отражаются точки заказа [[image:uzsakymai sku.PNG]]. При наведении мыши на иконку [[image:http://wiki.stockm.info/bin/download/VARTOTOJO+VADOVAS+%282018%29/WebHome/uzsakymai%20sku.PNG\|\|alt="uzsakymai sku.PNG"]] во всплывающем окне выводится подробная информация о заказе: когда был сформирован заказ, сколько единиц предложено системой STOCK-M, сколько было заказано, а также дату и номер заказа.
1.1	563
147.1	564	6. Значками [[image:nurasymai sku.PNG]], отмечается количество и дата списанного товара.
1.1	565
147.1	566	7. Чтобы увидеть движение товара в течение всего периода (с момента появления элемента / установки системы), нажмите кнопку [[image:data:image/png;base64,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]] вверху графика.
1.1	567
147.1	568	8. Если необходимо проанализировать только выбранный период или увеличить выбранную часть графика, наведите курсор на начало периода или части графика, который вы хотите проанализировать, щелкните левой кнопкой мыши и выделите период для анализа.
1.1	569
147.1	570	9. Щелкните по изображению возврата, чтобы вернуть график к исходному виду [[image:grazinti vaizda.PNG]].
1.1	571
147.1	572	10. Для сохранения изображения элемента, нажмите [[image:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALwAAAAiCAYAAADlJbOYAAADQElEQVR4nO2ZTZLbIBCFORC34S7SVaSxnWWSG5hdkgtkdvEuU5U5SGehvxYCGiTNyDZv8VWNhdSgx1PTMOrP7UYAlMD7+z9SRw8CgM8EhgdFAcODooDhQVHA8KAoYHhQFDA8KAoYHhQFDA+KAoYHRQHDPzDXWpNSqkPXdL2DMd07yYZvjJrEVYqU0lTZ41+gTFoySpEy7R2M5bFIMHwvrptBWgPBD6IxMPtaRMN3md1QcweDBTcaEpBpjx7HYyIYvhNX11YMNCt5+GrQGlJuDFuTHq7ZmrTSVLXdtS7G/AOLllPD87y84tc87V3tq6my/erlpR+DL75EtM9JE46rcVDPIXZt4u2r9LRUaXc8jgfsFJd/dLP9BO9v0/wkxN/V8P3LSdmkMVz0XjS25HaDHQbptA8Cus+zSbzauRlm8bIFHUweeUYwb77hnT5bM9fU0Tmq56DXqO/Oei7Gzw2/nNvxeR6f/95hfqLxdzV8axI2p54ltjXOVzgJtRisTxCpXyFDxNobo8jUwjM7Gz7YZ8RgQT0lvbbqeXM/OmZ4b5yWTGYGz5sfIf6uhk/J8NILObGSMmtoAnzLMFtiw+3sb13TNXXMt3D8ZE2CfU7lw9YSIKtd0tNNUtJ7B/Xv7906P1L8XQ2fUsNnG155lnNpAgN1apYBLFU6zxTB68kZU+jTl1gS9QhquFXP/tpU5kwe8NXWYrbdOj8bsvkKw6ec0oSW4GU2m0QTMhpfwhfl0TrDG6OdjdeWkkY4KUntc2TSR9aT3+vRa6ue4z3DGDw1/Kx+TtNi/fzseyq1/hze1qT7zUvSpnVsd/5pEti0uKcC/IW7jzAzo+WUDcKEeTPd4plQn5Yq7RhuZrB1hwDhDytTz8WqLv32J8XG5BwqxOcnGn9/wzPRgzWf0+7uqL0Zix9LOrF9pwC8dquXGWJ1CZBkeKne9T8T6tN9n2U9GtZzbjLPkeYmPX3JzVPWeo6aF+8UTGjr5icY/2MM/4HsXKMVD/SMAsM/G9AzCgz/bEDPKMcbHoBPBIYHRQHDg6KA4UFRwPCgKGB4UBQwPCiGt7e/pC7nE13OJ7qcXgB4Hnpff7mc6fu3r/Tr5w96ff1N/wHoADlZCtdAKAAAAABJRU5ErkJggg==]] и выберите место сохранения элемента.
1.1	573
147.1	574	~11. Для экспорта данных в формат Excel выберите [[image:data:image/png;base64,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]].
1.1	575
147.1	576	12. В нижней части графика отображается дополнительная информация по товару: НКП, MOQ, и т. д. При наведении курсора на график доставки выводится информация о следующей доставке товара.
1.1	577
147.1	578	[[image:data:image/png;base64,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]]
1.1	579
147.1	580	== Сумма заказа, сумма запасов ==
1.1	581
147.1	582	В окнах STOCK-M (STOCK-M → Запасы, буферы к увеличению, буферы к уменьшению и т. д.) нажатие на кнопку [[image:sumu ikonele.PNG]] в правой нижней части списка показывает итоговые данные:
1.1	583
147.1	584	~1. Сумма заказа - показывает какая сумма требуется для заказа всех товаров в соответствии с установленными буферами;
125.1	585
147.1	586	2. Сумма запасов - показывает сколько товаров находится в местах хранения в денежном выражении.
125.1	587
147.1	588	== Постраничный вывод списков ==
125.1	589
147.1	590	STOCK-M отображает 100 строк по умолчанию в одном окне (пользователь может изменить количество отображаемых строк, выбрав 200 или 500 строк, при повторном открытии страницы по умолчанию будет 100). Если вы работаете со списком из более чем 100 строк, появляется более 1 страницы. Страницы отображаются по центру внизу окна.
125.1	591
147.1	592	~1. Нажмите [[image:1 i prieki.PNG]], чтобы перейти на следующую страницу.
1.1	593
147.1	594	2. Чтобы перейти к произвольной странице, введите номер страницы в поле, где отображается номер страницы [[image:i norima.PNG]], и нажмите Enter.
1.1	595
147.1	596	3. Нажмите [[image:i gala.PNG]], чтобы перейти к последней странице.
1.1	597
147.1	598	4. Для возврата к предыдущей странице нажмите [[image:1 atgal.PNG]].
1.1	599
147.1	600	5. Нажмите [[image:http://wiki.stockm.info/bin/download/VARTOTOJO+VADOVAS+%282018%29/WebHome/i%20prieki.PNG\|\|alt="i prieki.PNG"]], чтобы перейти к первой странице .
1.1	601
	602	----