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","","","","","","","","",""],"frame_max":16,"frames":[[[0,-24,0,20,255,0,0],[0,24,32,50,255,0,0]],[[0,-24,0,40,255,0,0],[0,16,32,70,255,0,0],[0,32,-16,20,255,0,0],[0,-40,48,30,255,0,0]],[[0,-32,8,60,255,0,0],[0,-40,48,40,255,0,0],[0,24,-16,30,255,0,0],[0,16,32,80,255,0,0]],[[0,-32,8,80,255,0,0],[0,8,64,20,255,0,0],[0,16,-16,40,255,0,0],[0,-48,56,70,255,0,0],[0,48,32,20,255,0,0]],[[0,48,32,30,255,0,0],[0,0,64,30,255,0,0],[0,8,-16,50,255,0,0],[0,-32,16,30,255,0,0]],[[0,-24,-24,30,255,0,0],[0,8,-8,70,255,0,0],[0,40,16,30,255,0,0],[0,-32,16,40,255,0,0],[0,0,64,50,255,0,0]],[[0,0,72,60,255,0,0],[0,-40,16,50,255,0,0],[0,40,16,40,255,0,0],[0,24,-40,30,255,0,0],[0,-32,72,20,255,0,0]],[[0,-32,80,40,255,0,0],[0,-48,16,60,255,0,0],[0,24,-40,50,255,0,0],[0,24,48,20,255,0,0],[0,-32,-56,20,255,0,0]],[[0,-32,-56,30,200,0,0],[0,24,-40,60,200,0,0],[0,-48,16,70,200,0,0],[0,24,48,30,200,0,0],[0,-32,80,50,200,0,0]],[[0,-24,-24,30,255,0,0],[0,8,-8,70,255,0,0],[0,40,16,30,255,0,0],[0,-32,16,40,255,0,0],[0,0,64,50,255,0,0]],[[0,0,72,60,255,0,0],[0,-40,16,50,255,0,0],[0,40,16,40,255,0,0],[0,24,-40,30,255,0,0],[0,-32,72,20,255,0,0]],[[0,-32,80,40,255,0,0],[0,-48,16,60,255,0,0],[0,24,-40,50,255,0,0],[0,24,48,20,255,0,0],[0,-32,-56,20,255,0,0]],[[0,-32,-56,30,200,0,0],[0,24,-40,60,200,0,0],[0,-48,16,70,200,0,0],[0,24,48,30,200,0,0],[0,-32,80,50,200,0,0]],[[0,-32,-56,40,160,0,0],[0,-32,80,70,180,0,0],[0,16,48,40,180,0,0]],[[0,-40,-48,80,80,0,0],[0,16,56,70,120,0,0]],[[0,-32,-8,30,100,0,0],[0,24,16,30,100,0,0],[0,32,-24,40,100,0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