BLUEPRINT:0,41,2003,2003,2101,2101,0,0,638405906291760497,0.10.28.21308,Vertical%20Bus%20Toolkit%20SquiBelts,Toolkit%20with%20parts%20needed%20to%20create%20a%20vertical%20bus%20along%20with%20a%20use%20case%20example.%20This%20time%20using%20squiggly%20belts%20to%20hopefully%20prevent%20copy%20paste%20errors.%0D%0A%0D%0AOn%20the%20example%20the%20important%20part%20is%20setting%20the%20filter%20on%20all%20boxes%20of%20the%20stack%20according%20to%20the%20components%20the%20assembler%20will%20need%2C%20also%20put%20limits%20on%20the%20automation%20input%20so%20it%20doesn%27t%20keep%20stuff%20it%20won%27t%20use.%20The%20thruster%20is%20fed%20back%20into%20the%20box%20so%20it%20can%20be%20picked%20up%20on%20the%20other%20side%20by%20the%20logistic%20drone%20assembler.%0D%0A%0D%0AInspired%20by%20Fambaa%20Vertical%20Bus%20Prototype%20adding%20Ludus%20squiggly%20belts%20to%20fit%20more%20belts."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"B8DB384B295F41BEBFE6400954ACBADB