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написал:
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21.10.2024 19:58:58
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19.10.2024 17:07:27
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09.09.2024 19:02:25
Вот тут:
Изменено: |
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29.08.2024 17:35:45
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30.05.2024 12:00:44
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30.05.2024 09:57:56
Например, чтобы изготовить пресс-форму или вырезать листы на станке гидроабразивной резки, я уже ПОСТОЯННО сбрасываю в архив цеховых технологов, в состав которых входя программисты, файлы STEP для фрезерования пресс-форм, а также файлы DXF для раскроя... А недавно у нас стало уже три установки 3D-печати. На них выдаем файлы для создания моделей для литейного производства: так называемые выжигаемые модели... Кстати, в этом году вышли новые базовые ГОСТы ЕСКД: обозначение отклонения формы и прочего, допуски... Там появились новые обозначения - в аккурат для чисто электронной системы выдачи... |
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23.05.2024 18:49:00
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22.05.2024 19:26:40
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19.04.2024 19:56:58
Опа! На сайте и в Телеграмм-канале
"А мужики то не знают!" 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[/img] 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19.04.2024 18:27:18
Изменено: |
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10.03.2024 12:43:14
Посечь полусферу плоскостями на сектора. Попытаться развернуть один сектор. Потом массивом... |
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06.03.2024 09:40:41
Говорил с ними, кажут, что могут вообще перейти на телеграмм-каналы. Может и правильно... Вот телеграмм-канал, где работники Топ-систем отвечают на вопросы: Вот форум, где тоже могут подсказать: |
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19.01.2024 18:41:59
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19.01.2024 16:52:33
У меня Ксяоми - никаких проблем! И с Хуавэем никаких... |
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