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cBOWNGI/XIW6b9q+ebnzvz2/ydb/0539ptO7N2LZCebv4UFQG9e5t7Tp4Exo4FPiouxLy5uUF9596PoTMQXB/kpiSXWbABLFhpAVKSZ1q8OLstgFMLjb8fe8z8evJk89PnA7KzgZIS828bQLr5yYaPvs8YtN3Ynz1qVAePucl32fU26lwfBECXWegA4BtWlWpXAUuHLjZa2lZivhk9w3pBOsFHW57FLf29ahWQkmJ+T1djz5kDVNdsRmZmBjJtxVZ+c5PvsusCoNfr1RlDli0bwP98vhOZGVcgiS6hDrKV+nxISkxEairvHuKtxSXIGWPR2s6+AMhKnTulSAj60uUrcOjwYSx84H42WO6iYGpHQiy4PvwfWtc4BUVub+cAAAAASUVORK5CYII=data:image/png;base64,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when the sprite is on the negitive side of x it draws red and draws green on positive x side foreverit draws a circle with a thick line and a thin line forever11it draws half a green cicle and half a red circle 11it draws a red circle with two blue dots in it 11