BLUEPRINT:0,10,1202,0,0,0,0,0,637775783726195959,0.8.23.9989,Magnetic%20Coil%207200%2Fmin,%20Overview%3A%0D%0AThis%20is%20a%20magnetic%20coil%20module%20using%20inputs%20from%20ILS%20with%20size%20of%2069%20x%2017%20%28fits%20comfortably%20with%2020%20height%20tiles%29.%0D%20The%20layout%20is%20exactly%20the%20same%20as%20the%20circuit%20board%20layout%20with%20different%20inputs%20and%20outputs.%0A%0D%0AInput%3A%0D%0AMagnet%207200%2Fmin%20%284%20x%20MK.III%20belts%29%0D%0ACopper%20ingot%203600%2Fmin%20%282%20x%20MK.III%20belts%29%0D%0A%0D%0AOutput%3A%0D%0AMagnetic%20coil%207200%2Fmin%20%284%20x%20MK.III%20belts%29"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"A1B50B68721B92884F58AF0443CF164C