data:image/png;base64,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

This helps the code run smootherdata:image/png;base64,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This helps the code run smootherlines1Increases branches in pinwheelMore branches will appear till it hits 12 branches2 branches will dicrease till it hits 3 branchesThis helps the code run smootherlines-1Decreases branches in pinwheelThe scrpit will continue running foreverThis repeats the script 6 times9