Идеи пользователя B24_13350287

Рейтинг: 9.7804  
Новая
Предложил B24_13350287 26.02.2018 11:37:57

Подсветка задач цветом в зависимости от статуса

При фильтрации задач по ответственному нужно видеть какие задачи в каком статусе находятся. Просьба подсвечивать задачи в разные цвета в зависимости от статуса.

Например:

В работе - Зеленый
На проверке - Синий
Просрочена - красный (уже реализовано)
Рейтинг: 2.8902  
Новая
Предложил B24_13350287 08.02.2018 15:09:52

Занятость

Просьба доделать инструмент:  1) Перегрузка исполнителя должна выделятся красным цветом. (Места пересечения задач) 2) Должна быть возможность перемещать задачи по срокам на диаграмме
Рейтинг: 3.7804  
Новая
Предложил B24_13350287 08.02.2018 10:59:22

Приоритет для задач

Просьба реализовать систему приоритетов для задач, с возможность сортировки задача для исполнителя по приоритетам.  
Рейтинг: 0  
Новая
Предложил B24_13350287 06.02.2018 13:48:11

Цифровой трех значный приоритет задач

Для сортировки и распределения задач нужен трех значный цифровой приоритет.
Рейтинг: 3.7804  
Новая
Предложил B24_13350287 19.01.2018 12:03:47

Интеграция с MS Project

Нужна интеграция c MS Project.  Выгрузка задач из Битрикса  в Project и в обратную сторону.  
Рейтинг: 0.8902  
Новая
Предложил B24_13350287 11.12.2017 11:38:04

Экспорт структуры предприятия

Для различных совещаний и в образовательных целях нужен экспорт оргструктуры предприятия. В какой формат не принципиально главное, что бы потом этот файл можно было редактировать и распечатать.
Рейтинг: 0  
Новая
Предложил B24_13350287 16.10.2017 10:27:20

Диаграмма, инфо график задач.

Сделать настраиваемый график отражающий количество открытых и выполненных задач за различные периоды времени.
Для компании, для отдела, для сотрудника.  
Рейтинг: 0.5533  
Новая
Предложил B24_13350287 11.10.2017 17:51:33

Отправка списка задача в сообщении

Часто возникает ситуация когда нужно, чтобы группа или отдельный сотрудник обратил внимание на задачи. Добавить возможность отправки ссылки на заранее отсортированный список задач сотруднику или группе сотрудников.  
Рейтинг: 1.6909  
Новая
Предложил B24_13350287 26.09.2017 11:52:22

Отмена предыдущего действия

При работе в диаграмме с взаимосвязанными задачами, часто бывают ситуации когда необходимо отменить последние действие. Без этого механизма приходится править задачи в ручную. В сложных проектах это может привести к тому, что вообще проще создать проект заново.  
Рейтинг: 1.0653  
Новая
Предложил B24_13350287 22.09.2017 11:15:20

Рациональное использование видимой области экрана

Огромное количество пустого пространства. В живой ленте меньше 20 сообщений и чтобы их посмотреть приходится скролить. Тоже самое для списка задач.
Рейтинг: 0.2761  
Новая
Предложил B24_13350287 11.09.2017 15:55:38

ОТЧЁТЫ

Планируемую  длительность в отчётах для задач удобней указывать либо в днях, либо в часах.  Один день 16 часов не удобно интерпретировать. Желательно сделать настраиваемую  функцию отображения.  
Рейтинг: -0.5552  
Новая
Предложил B24_13350287 06.09.2017 15:52:56

Убрать лишние фильтры

Упростить меню задач убрав кнопки с фильтрами.

[img]data:image/png;base64,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[/img]
Рейтинг: 0  
Новая
Предложил B24_13350287 06.09.2017 10:42:03

Автоматическое выравнивание загрузки сотрудников

Просьба реализовать механизм автоматического выравнивания загрузки сотрудников в зависимости от приоритета задачи и проекта в целом.  
Рейтинг: 0  
Новая
Предложил B24_13350287 06.09.2017 10:14:28

Список задач

В списке задач не хватает важных столбцов: Длительность задачи и Планируемая дата начала, Планируемая дата завершения.

[img]data:image/png;base64,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[/img]