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0%,3.025%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADT0lEQVRYhcWXXUhTYRjHf2pSECxiNj/C1eqwGJIaJULZCKkIk4o+2G2RUCB0Ud00kKAbLwqCoIuKKLqJpX1RSRSIHFRaSjJbiKeTw1mzTe1LgkDydHF6zzzTqW3mnqv3nD3vef7v/32e//Msq8a1QwPoH+5lqn349iWLRbDsxQgymy0Ri+P1Z00/3Lx6SYP/z8SSuV3mb47SEm2m96Hed0kPMQ1AbDQGxBmZDxMicKO3AQCPx4PP50NRFFRVBdCSAUmbAUdpiba9fDOSJHHy3kNyqqqpv3yd3+2ths++8s1iqSWCMB5ENVQd3A1Al/8VAGvWrwPgie8OYGZCBI9GIvgtVibaX84IMrdqF5U/xtjmdnOr2WdiIuUqcJSWaMcOe5IG/3nggrGeaH+J32KlQ5Zp9DaYcsW4gpa+Nh3VA2ZkYuvuvbrji2cawCTgdDq51exjoveNObj7BK5zHvq+fGK5fM0AoRQUTjtIWjqgKAqN3gZsCR92XTzNiPreCA5gKyik0duAoigm36SZLXLC6S4HYPDDAACTv74B0BroYWtlJdvcbgBUVeX+86cA2P39hCs3GN86tKcWSZIA6JBlOv1+xsfHsyDNKvBbrCDL5BcVIUmSEUg9f4aKPbWGnyRJqKpq5MtUSwrAyIm/NWzdWAzAu0C/4bNSDdJ99BRbWpqIRiIcq6szNAAw6O6QZQC6a46w8vYVRqfEmVNmxVXEAbwGoHhVPq2BHvIcdpY9bgOg4vyZafujkQjdNUcAsNy+wmgobNA/LwCJQJautgAwOKQz8T4SIc9hx2krJHzjrmlP7OEDALa0NKHEhqcFhwVQwuqyTbQGehgNhcnbvwOnLV4RdkCJDdMZCgNgy8llPGH/P3e6ZEyIK5nJbDm5SXvJgnbD6rJNBINBAFbkrwLge3Rk1j0p93rBRK51EoChkSgAa4r1+hd6IQAlYyDjE1Ha006iYo59HQOg88UzYO6JKuMMpJyEiScXNvZ2CIDt0lr9hcqsE1XGGUhZB4Q0ixMLEz2kzLFOA9gpOQB41KVrRCITGWcg5RwQJ5/SNU0WCA2YummBy6U/9fWZRveMM7Ao//8gnjufJ4eBuERnnIEFbUbzsYJsvV1//KUrZsYZ+AO9nl69bYYjpwAAAABJRU5ErkJggg==) 0 0, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTUlEQVRYhcWXX0gUURTGf/6jINiQ1VULtbVhQyT/YCGYLiIlYlFQiQ+9JAkFQi/2JJj0tC9FIPRSRNFLbIoVoQ8KIotKm5KsKeI4urjG2q5alkTCktPDNLM7q6u2mnueZu7ce893v3vOd87E1eRWyABTC2OE2szK1zj2weL3w8lWlqg+3Gi8o/vw9NF9Gf4/E4nbT9m5mfPz5M3G3WMTEQ+xAYB/yQ8EGdkJE6pjW3MLAHV1ddjtdkRRRJIkADkSkF0zYM7Pk8sLixEEgVuvXpNQVknjw8f8HujT5lwsLFYf5XAQ2ouaDWWXqwAYdr4HIPt4DgDv7C8APROqc5/Xi9NgJDDQuynIpLJzlPxY5ozVyrMOu46JqLPAnJ8n11+t29L5T+tNAAIDvTgNRgYdDmzNLbpY0a6ge7JfQdXJpkyUVp1XJvZ0yQDrgMVi4VmHncDYR53jLOcUAJM2uzYWGOhFTM/YAHJXOiCKIrbmFkwhG2c5p1iUpvGUnODQm7vauCk9A1tzC6Io6vaIGNlqTFishQDMzcwCsL62AkCfa5TSkhLOWK0ASJLE8L0HLErT/Lp2QbfXleoLCIIAwKDDwZDTyerqahzsMgucBiM4HKQdOaI4aG1CEASkaj0AQRCQJEmLl1CLCECLib85bDyZCcCEa0qbkyyNM3L9Nqe62/F5vdQ3NGgaAGh0DzocAIzU1JL8vI2lED/byqx6FUEAHwDITE2jzzVKijmLg2/7ATjd2rRhvc/rZaSmFgDD8zaW3B6N/h0BCAdy4KgBgLl5hYlpr5cUcxYWUwaeJy91a/yvOwE41d2O6F/Y4Bz2QAkrC4roc42y5PaQcqkCiykkIwDRv8CQ2wOAKSGJ1bD1/1zpIjGhXslmZkpIilhL9rQaVhYUMT4+DsDhtFQAvvsWt1wTda1XmUgyrgMwv+gDIDvzBBDUCxVQJAZi3hHtutsJV8zlb8sADPV0Adt3VDFnIOogDD+5asuf5gEoF44pAxJbdlQxZyBqHVClWT2xamoNKTDnyABnBTMAb4YVjQhnIuYMRB0D6slDqqbOXO5ZXTVNz81V3iYnda17zBnYl/8/CMbOl/UFICjRMWdgT4vRTiw9XinXn9cUxYw5A38AaB9dReTMWeQAAAAASUVORK5CYII=) 0 0, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhcWXX0hTYRjGf6ZSESxiNv+Eq9VhIZIaGULqCKkIk4pKvOimyItA6KauBAu62U0RSN0UkQQR639UEgoSQ6VTkswU8XhqNGu2qf2TKJA8XRy/M8/m1Ka55+qcb9933ud7vvd93m8plXk7NYCB4R6m4923LyksAZYtRZDZkCYeTtSdMf1w/coFDf6/EmlzT5k/HAX52kzj/p6+uJuIIRAeDQMRReajhAjsrm8AoKamBo/Hg6IoqKoKoMUjsmAFHAX5WnnRNiRJ4uSdh6SWVVB36Sp/2tuMOfuLtolHLZqE8SKqoezQHgBeyy8BWL9pIwBPPDcBsxIieCgYRLZYyb54mUDJ5hiS6WW7KfkxRqnLxY17HpMSCVeBoyBfO36kxgg+0d7KiDqIXR7ALg+Y5k60tyJbrHR4vbjrG0y5YhxBc/8LndUDZlRix559+sSWZxrAJOB0Orlxz8NEzxsAfh2tIgCsvPUUuzxAv9vDqkdnDRJKVnbMRhbkA4qi4K5vwBb14V9Hq/Sj+PKJnwfPA2DLysZd34CiKKa5cTNb5ITTVQTAh3fvAZj8/Q2ANl83O0pKKHW5AFBVlfvPn874rcN7q5AkCYAOr5dOWWZ8fDwFFlgFssUKXi+ZOTlIkmQEmio9A2JM5Mt0xCVg5MRUDVu35ALQ54sk2Bq1l65jpyhuvksoGOR4ba3hAYAhd4fXC0BXZTVrmhoZnRZnTpsVRxEh8AqA3LWZtPm6yXDYWfH4BQDbz52OWR8KBumqrAbA0tTIqD9gyD8vAtFElq+zAPBhSFdiMBgkw2HHacsmcO22aU344QMAipvvooSHY4LDIjhhReFW2nzdjPoDZBzYidMWqQg7oISH6fQHALClpjMetf6fO108JcSRzARbanrcXrKo3bCicCu9vb0ArM5cC8D30MisaxLu9UKJdOskAEMjIQDW5+q9QPiFIBRPgaTfiBZ824l2zLGvYwB0tjwD5r5RJV2BhJMweucCY2+HACiXNugDKrPeqJKuQMI+IKxZ7FhA9JBCx0YNYJfkAODRa90jopVIugIJ54DY+bSuaYLP/97UTbPy8vS3/n7T1T3pCizJ/z+I5M7nyWEgYtFJV2BRm9F8kLVMb9cff+uOmXQF/gLcNmOeGX3+OgAAAABJRU5ErkJggg==) 0 0, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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84.375%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSklEQVRYhcWXW0gUYRTHf6ZSEGzE2noJt7aGDZHUyFhIXUIqwqKiC74mBQVBL/UkWNCLL0EQ9FARSS+xXbSoJAokBpWmJFkzZMfRpTXWdtVuIgSS08P0zTp7UVvNPU8z355vzv/7f+f8z9msupJdOkBgtI/ZNvT9axbLYCuWI8hcliMeTp69YPnh9vUrOvx/JnLmd1m4ucpK9WTrwb6PKQ+RACA6HgVijCyECRG4ubEJgPr6enw+H6qqomkagJ4KyKIZcJWV6jUV25EkiTP328iuruXs1Zv87uwwfQ5WbBePejwI80VUQ/WRvQC8U94AsGHzJgCe+u4CViZE8Eg4jGKzM935KinI3Oo9eH5OUOX1cuehz8JE2lXgKivVG47VJwSf8p5m6vBli+905ysUm50uWaa5scmSK+YVtA+8NlC1kpSJnXv3G44vn+sAM4Db7ebOQx/Tfe/NYKvlG0wdvoxTCQAQ8mwxQagFhQkHWZQOqKpKc2MTjrgPr358kZBnC2PaIE4lgFMJ4CgopLmxCVVVLb4pM1vkhNtbAcCnoWEAZn59B6DD38tOj4cqrxcATdN49OJZ0m8d3XcASZIA6JJluhWFycnJLFhkFSg2O8gy+UVFSJJkBvpbeqaJNZEvsy0lADMn/tawfWsxAB/9AdNnrdZPz4lzVLY/IBIO03DqlKkBgEl3lywD0FN3nLUt1xifFWdemRVXEQPwFoDidfl0+HvJczlZ9eQ1ADsunU/YHwmH6ak7DoCt5RrjwZBJ/4IAxANZud4GwKcRg4nBcJg8lxO3o5DQrXuWPdG2VgAq2x+gRkcTgsMSKGFt+TY6/L2MB0PkHdqF2xGrCCegRkfpDoYAcGTnMhm3/587XSomxJUkM0d2bspesqTdsLZ8G/39/QCsyV8HwI/I2Jx70u71golc+wwAI2MRADYUG8on9EIASsVAxieiRU878Yo58W0CgO6Xz4H5J6qMM5B2EsafXNjEhxEAaqSNxoLGnBNVxhlIWweENIsTCxM9pNy1SQfYLbkAePzO0Ih4JjLOQNo5IE4+q2tazB8ctnTTgpIS421gwDK6Z5yBZfn/B7Hc+TIzCsQkOuMMLGkzWogVrDDa9edfhmJmnIE/H5VgS1D+JqAAAAAASUVORK5CYII=) 0 0, auto;}
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}
div.testarea{
animation:rwdcur228597 1.6s linear infinite forwards;
}
