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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwUlEQVRYhcWWXWhbZRjHf+85aZKtacR0TdO1i9h0rg1Dq7hZtWHK1gtlY1iG+MFgF/NmFEERQb0cMqXILrwQRB3CQFCoN8M5pljJjXqxDyhpETM3266fiV2+m4/zepHvnBObjTZ7bnLy5jm8///veZ73jbD7vBKDiPgDwmh9s8NUepK6h6ZEXoCQ7ProOADm3V2AJDg6LhFCi/gD6lYKUHQrQgIF+lLqf9/kKJRAYN7jAgnpPxcB8Ey8SzNIVDgUJeP5r80hIew+b16IIAfgmXinikRFT7AVJJSIPwCglZu/uSRKW90vEiVH94uE7rRrNgmdk2aTqHvebwYJq8cF1We7lgouVuXVdbAZJFLBxdolXd6GN969kKh03nZgAIDor9NFUVV7bljDeyFh4LxuNHznN0pieug9EALnGyMgJctf/ERBlLB6XDpxDXdxYyRqQlT7MyJj0q1sIMLu8wokSnB03JDE3YaOgLoNhzBzCngR8BqJQEfCoJINFleXNjD0+CfPjRx6e2FpSVtYXb55ZeKSL4O8XZtn93nJRZNKLpbKVa47Tx5qqPbFqCpBx0Ndn556682xoy+/hgJKOhzuHd7+6ne3z08eAcKVuUUShZGrsSTyQ1iw939TURJg6e86+/Hp8bHnjx3jm+RV9qodTDsy2A7ue4bzk/uBH4u5RnO+7ZGevPPPL4OAE3vNANxq75CAdvGPFcM7o9QDUsrBx554kpuscaSlD6/STocm2PHsbuyvDL0O2Iq5ho6ELPeC1NW27rTlCezpvH7u7Ge9oW4ru6QZf3oWTYVsKEYmkcTZ13c4ym9nLB5XoNZ58YSrPOl2PuxUfrkWygngxAs9JY9GJIrKHu3u7LKZLBbmk2uE1DTrLYIVkSI5NYdj9OnttpHBi/Vc1IY9EdeKO9YMiI5EqQdMQsGKhbHZ7zlo7SWqQTybIr4e5c4Fv1nJZN2VL1Y6rm3EmaU4/e5WAShf/TCXE8CBwXYArB5X1YlVFHAtOHer77Jn1bYejnJuagKlRQUpecDrJp7IxrL/Jr6t59ioJ2b+idPvbi2TKHxWTgeVj6q327/v6w+G5y/5sb+0H6EItFCM+O9/kQzMLi9/+fMAEK51u9HF0+9uJaK2KmFFySHAebL6jiiPoWqaXPBfHW7pdKDarMhMDnVHG9mVCPHrf58B1hrZ0IiE1dOmUeW+jKCqRcw9jvcfPPzUaWE1KdlQRNOSmUh2NXIhMjl1/K52rQmDf0bGAujZiVlJf5i7k5qXscQNLaeFgRkgslUC/gP8gOVvaA5DLwAAAABJRU5ErkJggg==) 0 0, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTElEQVRYhcWWzWtTWRiHn3NTM7dTm6nWCVXTYIkfmSxEodRxUetCRUFQ60JdDFSxyCADLmSgSxei0L9AEWcx+5YZGAVR/MhCEbF1YVuEtFWqpJbGGk2N+bhnFklv7s0916TaxhdCTk7O5f39nvOe91zh64xIFJGMjgjV/FJHnTmSjkFNoiBASFov/waAd9NaQBLr7pcIYSSjI57lFKA5ZoQEivSldP6/xFHcAoF3SwtIyLyIAxAa+JNakLA4FKbxws/akBC+zkhBiCAPEBo4byNhqQmWg4SWjI4AGKXiry0JM9X3ImE6+l4kHN2u1iQcTmpNwrXfLwUJPdQC9t5upGNx2zpXB0tBIh2Ll0851lW88b6GhNV5Y9cvAHy4P7ogypaz4h5+DQmFc9eo+s6vlsTor30gBP7evSAlb6/dpihK6KEWh7iqq7g6EmUh7P5UZOocMxVE+DojAokW6+5XklhsLPocq0kodrLKzVUt04B24CmQc3vQ1xkh/+GTlv+Yzlvn/af3VLX31mS2CG7d3HP8zMmbO/Z33QG8bgKS0RFSwxMGUmL7CApELCXxpVNhJ1Bf13Gh/1L06NnfvfOv43T/capvavDB5fKHVOe8fnOg5FxAT6Sg/WX8E4Bx8/GM8s6wEdh/6OCVE2d6vc8yrxhd/wNGe9sx1UNKR0KWakE69ta11sxT4Au3Hu7YuWPd+zqDSLaZRDbH6q3B8BvYDdxzc77Q4aydbl2bX7s7PJsXQM+BwEIKiYKEqezHpp8Gdx075Jdk+dcY5+FsDN2zUg+cO9Lnpt4tfPMpYyFj2QFxkDAJZDGMNnza1bdDrK73kQMSr1+Sefd+nyqJ1XGRjBlj0ynCwQYBaNdvTOUF0LWtGQA91GLrWKYAXWrpZ+m4fuvzpDb3zxD5FR7q1zeRmZm7UcmxqibGXqUIBxtKJIrfWK4OrMPmDYH2Db0H/5vf2OTXtjQjdC+Jv+4x8/f9vdk3idum0DK3lS6ecLCBpKdBS2haHgH+0/Y7wiQwOzn1JPd8bPjnwPZ9ukcjOz7N54npAWvyahKqSOihRgOb+xKC8k64ZtXhjjtCon0cmnhkJFMXc3Pzk4vKqAjFm5GrAECEQY4DmW9NXI2A/wFGBbXK/GSx7AAAAABJRU5ErkJggg==) 0 0, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACrUlEQVRYhcWWv2sTYRzGP29SQtraAxFiLP1BPaz1RChOXaIddHASC2IdlA7aTVCQgvgPiEEHFwXFdtUhY7s4WCqCdRCEJkXNYC0SW1RIjA3Fy+vQS3KXe3O5hDR94JLLm4P3eT7v9/u+J7SYIVEou5QUqvFWq6N8J103bdGOASHpv3cFgNCRQ4AkPRGXCFHMLiWDu2kg4BoRErDoS+n+v8WylkAQOhoFCdufMgDoiRnaQcKWUJSD7/xsDwmhxYwdIwITQE/cdpCw1QS7QSKQXUoCFCvF314S5an2ikQ50V6RcO127SbhStJuEjX3+1aQCOtRcO7txUI643iuZoJWkCikM9VDrufqnnjNkLAn7zl9DIDcYqpkyjFn3TVshoQieU35PvP9kkiN3QEhiFw/C1Ky8ewVlikR1qMuc76r2B+JKglnPhWZDtdIHRNazBBIAumJuJJEo2q4j9UkFCvpc3Gbfu/TYgZmbitg/imY9vHItTO+1r6khpbArhIJq+UqEtaHrTm8uqIpAqo+7xzuqyQXMGWEAPia2QIoLixvKs8MVQ0YwD4vA8pEQlZqQbqS1ay1agKhh3NPPqdWkomn8Ue3qh/22uFs5kTvUCSgmXlTAFPn+gB4/eEXKEg4nV04Pt57aXzg/OXJm8BYLdf1pP3NF0tOqxrERcIxoI3od78XcwwbBhenrz72miS3mCK3mCrt7faL1R95rPvg8/l15hbWGYx2MhjtJKxHpf1ydEFw+9+pt6mPdJ3oon//wVG/iVU1sbqWZ2Sgu0LC+rZ3B1S1Ycd69v773+mZtXc/ObCxNq+aKKxHfXeOZUJkg92B2ZVtEwGRaecZ4TCw+eLNg4GTQ5PfCl+6lmdf3vCbtp6JsN5TBGzpKxlUaQ4Do0CioZk8pHgz8jTQcnkZ+A8iuWp8vBI4ggAAAABJRU5ErkJggg==) 0 0, auto;}
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}
div.testarea{
animation:rwdcur221158 1.8s linear infinite forwards;
}