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Invisible hex obstruction
06-05-2020, 07:33 AM,
#4
RE: Invisible hex obstruction
(06-04-2020, 06:33 PM)Basson Wrote: Hi all
Has anyone come across this before ?  

Drove a truck into a hex and then cant drive out again.  The hexside where I can technically leave the hex,  is clear on key (4) view, and map editor. No elevation difference, low wall nothing.  Both adjoining hexes open terrain. 

Many thanks
Hi Jason
Your masterpiece Operazione C3, hex 36,33.  I play in 3D zoom out view (2). From 36,33 I can only drive to 37,34, not 36,34. I see the map editor say there is low wall "down" but not visible in game.  Same situation 38,33. Can't drive to 39,34 (low wall descibed Rdown on map editor but not visible 2D or 3D in game) . Great scenario.. taking a real beating as Axis  Wink
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Messages In This Thread
Invisible hex obstruction - by Basson - 06-04-2020, 06:33 PM
RE: Invisible hex obstruction - by Jason Petho - 06-05-2020, 01:15 AM
RE: Invisible hex obstruction - by Basson - 06-05-2020, 07:46 AM
RE: Invisible hex obstruction - by Basson - 06-05-2020, 07:58 AM
RE: Invisible hex obstruction - by Scud - 06-09-2020, 03:43 AM
RE: Invisible hex obstruction - by Basson - 06-05-2020, 07:33 AM
RE: Invisible hex obstruction - by Big Ivan - 06-09-2020, 04:53 AM
RE: Invisible hex obstruction - by Basson - 06-09-2020, 08:28 AM
RE: Invisible hex obstruction - by Basson - 06-09-2020, 08:38 AM
RE: Invisible hex obstruction - by Big Ivan - 06-09-2020, 11:33 AM
RE: Invisible hex obstruction - by Basson - 06-10-2020, 12:38 AM
RE: Invisible hex obstruction - by fritzfarlig - 06-11-2020, 06:30 PM
RE: Invisible hex obstruction - by Basson - 06-12-2020, 12:41 AM

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