1С (Простая конфигурация по расчету стоимости доставки)
Создать конфигурацию для расчета стоимости доставки
Разработать простую конфигурацию на 1С для расчета стоимости доставки. (Без использования БСП)
В конфигурации должен быть HTTP сервис который возвращает стоимость, и создает заявку
и отчет по заявкам за выбранный период.
Входные параметры сервиса
- Куда (КЛАДР)
- Откуда (КЛАДР)
- Масса груза (Число)
- Тип груза (Массив кодов)
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- Справочник (Города)
- Справочник (Тип груза)
- Справочник(Массы грузов)
- Документ (Заявки на доставку)
- #Возможно добавление объектов...#
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Таблицы с данными по коэффициентам стоимости доставки
Город Скидка
Москва 10%
Казань 7%
Сочи 0%
Масса (кг) Коэффициент
0 - 100 1
100 - 200 1.5
200 - …… 2
Тип груза Коэффициент
Хрупкий 1.2
Габаритный 1.5
Химический 2
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)
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Для связи писать в мессенджер
Telegram: @SmotrovD13
Разработать простую конфигурацию на 1С для расчета стоимости доставки. (Без использования БСП)
В конфигурации должен быть HTTP сервис который возвращает стоимость, и создает заявку
и отчет по заявкам за выбранный период.
- При назначении конечного пункта должна учитывать скидка (См. в таблице)
- При нахождении массы в диапазоне стоимость учитывается с коэффициентом (См. в таблице)
- При указании типа грузка, стоимость рассчитывается с максимальным коэффициентом(См. в таблице)
Входные параметры сервиса
- Куда (КЛАДР)
- Откуда (КЛАДР)
- Масса груза (Число)
- Тип груза (Массив кодов)
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- Справочник (Города)
- Справочник (Тип груза)
- Справочник(Массы грузов)
- Документ (Заявки на доставку)
- #Возможно добавление объектов...#
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Таблицы с данными по коэффициентам стоимости доставки
Город Скидка
Москва 10%
Казань 7%
Сочи 0%
Масса (кг) Коэффициент
0 - 100 1
100 - 200 1.5
200 - …… 2
Тип груза Коэффициент
Хрупкий 1.2
Габаритный 1.5
Химический 2
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