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17.021276595745%,18.339716312057% {cursor:url(data:image/png;base64,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) 11 13, auto;}
18.439716312057%,21.176595744681% {cursor:url(data:image/png;base64,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) 11 13, auto;}
21.276595744681%,38.197872340426% {cursor:url(data:image/png;base64,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) 11 13, auto;}
38.297872340426%,38.907092198582% {cursor:url(data:image/png;base64,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) 11 13, auto;}
39.007092198582%,39.616312056738% {cursor:url(data:image/png;base64,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) 11 13, auto;}
39.716312056738%,40.325531914894% {cursor:url(data:image/png;base64,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) 11 13, auto;}
40.425531914894%,57.346808510638% {cursor:url(data:image/png;base64,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) 11 13, auto;}
57.446808510638%,58.056028368794% {cursor:url(data:image/png;base64,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) 11 13, auto;}
58.156028368794%,58.76524822695% {cursor:url(data:image/png;base64,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) 11 13, auto;}
58.86524822695%,59.474468085106% {cursor:url(data:image/png;base64,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) 11 13, auto;}
59.574468085106%,76.495744680851% {cursor:url(data:image/png;base64,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) 11 13, auto;}
76.595744680851%,77.204964539007% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9ElEQVRYhe2Uv2vUYBzGPydFSLIc3mEGQQ4CglS6BiqNQyjcJkfJfoODf8MVS+uh061Cx+xBjm5ZMlydUrfsQSkIKiq3pAcur0N4Y37cSdNeRSEPBN68v57P+83zBhr9L9KtnthttcVuqy10qyf+qrE0n+sIcUAGceMgutUT20ebmfmE9JEQ20ebNweRNz/rqGIC4qyjCnGQQsz19UDcWmU+HnUr/Q82Lnj/Rq30j0ddrgrRWmZu2BoAcZAAsPVuzqs7Pzn9fgHAMx2cr22inTYA+flfTj9W9vyTChXQrZ6IjvcYmgqQnsywNaKdNvs/bmN1VKyOmpkbtkZ0vAfA1OnzefahdiU2yh0n5zPccEEcJLiQwpgKbqixf/gJgOTwHpHT5+7DCY9fPiIOEgb4TJ061qkK5ZLlH5pKBiE1HnVxwwWQnnbr+dtsrLymzmdYmoH8xvA7C+NRl6f3n2Tm5XGgdgZWTi6H0bC1zEi2rxM+qZXXENJSS1MZzHw7DhKmTr+wpq4qIZT/ADdcMPD8LOUn57PCPNk/8HwMW5O5ENe6hlJuuGBoKmm6Pb9iLoEGnk8cJAxNhYHn1/HNtJS2HMQ4SAq3YGgqvHj9rZALqB/AlQBlmLJRHuyq4bs0QB4ir3WYXxpAQuTf12HeqFGjRo3+Cf0CDIwF5YeyrFMAAAAASUVORK5CYII=) 11 13, auto;}
77.304964539007%,77.914184397163% {cursor:url(data:image/png;base64,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) 11 13, auto;}
78.014184397163%,78.623404255319% {cursor:url(data:image/png;base64,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) 11 13, auto;}
78.723404255319%,95.644680851064% {cursor:url(data:image/png;base64,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) 11 13, auto;}
95.744680851064%,98.481560283688% {cursor:url(data:image/png;base64,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) 11 13, auto;}
98.581560283688%,99.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
}
div.testarea{
animation:rwdcur227295 11.75s linear infinite forwards;
}
