[0.15.10] blue print :Wrong module on mixed setup
Posted: Sun May 14, 2017 12:36 am
by Braxus
Hi, i copy a big setup of red circuits
with 1 speed lvl 2) and 3 efficients (lvl 2) for each assembly.
After copy, somes assembly have 4 speed modules (lvl 2).
The blue print map is ok.
I copy here the chaine code.
with 1 speed lvl 2) and 3 efficients (lvl 2) for each assembly.
After copy, somes assembly have 4 speed modules (lvl 2).
The blue print map is ok.
I copy here the chaine code.
chaine
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