We're simulatin'data:image/png;base64,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We're simulatin'
10
§_objectsMenu info alert error bigerror fatalerror
§_destinationsMenu
I don't know why I put in a fully functional pseudorandom name generator in here. It seemed like fun.
name121150.8273
Locomotion Queue Reporting Color10
Locomotion Queue Reporting Rendered Targetsdeselect previous objectanimal
90§_dir= (90) right=90 (-90) left=-90 (0) up=0 (180) down=180 random=$_random
00
$_random position§_destinationsMenu
$_space§_keysMenu
§_getVarNamesDict0
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control[Loading Screen] World Gen ProgressGenerating World Layer: Obstacles (X: Y: )[Loading Screen] World Gen ProgressGenerating World Layer: Grid[World Layer] Grid12ccfalse[Loading Screen] World Gen ProgressGenerating World Layer: Grid (X: Y: )cc[World Layer] Debug Random12World Sprite[Loading Screen] World Gen 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World Layer: Debug Random (X: 100 Y: 100)Creating animals (80 of 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