data:image/png;base64,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20Diagonal attackfalse20Diagonal attack 2falsefalsedata:image/png;base64,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-10020150204Flyingfalse180clone group1This block creates all the aliens.This block moves the aliens into place.4810.5This block moves the bullets of the aliens to the aliens each time it shoots on the right diagonal attack.This block moves the bullets of the aliens to the aliens each time it shoots on the left diagonal attack.0.5false00-100,-100,-100,-100,-80,-80,-80,-80,-60,-60,-60,-60,-40,-40,-40,-40,-20,-20,-20,-20,0,0,0,0,20,20,20,20,40,40,40,40,60,60,60,60,80,80,80,80,100,100,100,100,90,90,100,100130,110,90,150,130,110,90,150,130,110,90,150,130,110,90,150,130,110,90,150,130,110,90,150,130,110,90,150,130,110,90,150,130,110,90,150,130,110,90,150,130,110,90,150,100,80,70,130truetrue451718480