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16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJ0lEQVRYhe2Vv2sTYRjHP+9ZNB6ptrrEUAmEwoVwrUIHmylWXB0yiKNTl66F5G+4+mPskkFx7BKKf0CpU+cj2ARKQYkhuFihhBrbvA7vE41nJHc0JEu+cNw9z/N97/3c++sANPCQCUpPGkIXa/7EIKzeQ7HmA+yNG8LqDyYBYQUT44b4B2DcEAMBxgkx0x/obpcX2ftBzx6gAEr1qgVsAAUgCSSAFtAEKsC257jdKAC/R2Ars4yyTDiburspnfYuSvVqFjgEPNCPQGcEO2NiPKAuvtBSmP0PsAm8KtZ8tjLLvRp9nb8H0sAp0AaOgatAR/I2EJf8E89xP0YZgTzwOlB7DPB0Z8cCdqWTLigfWPMcN+c57ornuDlgDfBNnTRQkekKBaCADxI/l68HWABILWU2MPN9ChyAzge/TuI8qAPxLWDWSiiAfr3jz7y/BbhiWQXQNmbY1z3HPR/0IpPX68anbcxCjQwwSEm5Hw+bV6kfBdpdGiAB6gSz4MIoJv7EqABaoOcwqz2MzsTfGhVAU+7pYXtc6ouBdpcGqIBqAzaocqlenRlkknxZfG3TbjQA20ADiINeBfaDI1E89LPAPrBqfDSl3VCp4Zb/noRHF50fsW+fPp99b3xZvHNvybZv3Y58EoYC6IPYBZKyz7nodE5eLq3MATx7U26ncg8aSlmFsJ1HAhCIv/6G3fOfia+1euvabLwZu3Gzcn1+PvLfcKqppppq4voFQkK+xxdK4GIAAAAASUVORK5CYII=) 0 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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75%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur133245 1s linear infinite forwards;
}
