Официальный форум российского программного комплекса T-FLEX PLM


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[/img]
Не могу сделать параметризацию. Проблема в том не могу задать условие в котором дуга объекта С не заходила на А.
Изменено: zoma2112 - 03.12.2016 07:51:03
Страницы: 1