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Przyciąganie obiektu
#2
(2020-02-14, 12:26)Xt0w napisał(a): Witam forumowiczów,

Mam problem z umieszczaniem elementów w szafie elektrycznej. Wygląda on następująco:
Gdy chcę umieścić element na szynie DIN35, program przyciąga mi obiekt w oto tai sposób
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[/img]

Próbowałem na nowo zdefiniować powierzchnię zabudowy i nadać ponownie miejsce ujęcia ale nic to nie pomogło.

w makrze "urządzenia" masz zdefiniowane (jak widzę w tym rysunku) 4 punkty ujęcia 
przy wstawianiu naciśnij TAB powinien się przełączyć na kolejny punkt wstawiania
dodatkowo nie wiem jak masz zdefiniowane to makro ale podejrzewam iż nie masz dokładnie zdefiniowanego
potrzebne miejsce w chmurze ?
załóż konto na  DropBox`ie lub OneDrive a otrzymasz 500MB dodatkowej przestrzeni
Zapraszamy na Tapatalk
 
Odpowiedź
  


Wiadomości w tym wątku
Przyciąganie obiektu - przez Xt0w - 2020-02-14, 12:26
RE: Przyciąganie obiektu - przez pwisniewski - 2020-02-14, 12:33
RE: Przyciąganie obiektu - przez Xt0w - 2020-02-14, 12:39
RE: Przyciąganie obiektu - przez pwisniewski - 2020-02-14, 13:31
RE: Przyciąganie obiektu - przez Xt0w - 2020-02-14, 13:55
RE: Przyciąganie obiektu - przez pwisniewski - 2020-02-14, 13:57
RE: Przyciąganie obiektu - przez Xt0w - 2020-02-14, 13:59
RE: Przyciąganie obiektu - przez pwisniewski - 2020-02-14, 14:30
RE: Przyciąganie obiektu - przez Xt0w - 2020-02-18, 07:14
RE: Przyciąganie obiektu - przez pwisniewski - 2020-02-18, 09:10
RE: Przyciąganie obiektu - przez Xt0w - 2020-02-18, 09:50
RE: Przyciąganie obiektu - przez pwisniewski - 2020-02-18, 10:05
RE: Przyciąganie obiektu - przez Xt0w - 2020-02-18, 10:09
RE: Przyciąganie obiektu - przez pwisniewski - 2020-02-18, 10:11

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Użytkownicy przeglądający ten wątek: 1 gości