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4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 8 2, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 8 2, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 8 2, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 8 2, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC2ElEQVRYhe2WQUhTcRzHP++97c3n1lzazFCXc2o0pp2klIIgLCMxukRNgjx1qEOHslOagmQHD0GHLhEFzs5BhzrkbV2CDoUQksWM0BJbuecidL8O02UU21tzROAH3un9f//v7//7/d73/eF/4eoRrxRjX9XKoksH3fL+40Ix9HNzpgUJhyjK6cFCBY6aQXbN+wiHkMGuqg1PRMn2MhIIypSZ4G4yRkpgvw90m4qrtIRb0aWssVaxWVn07gtKvQeJzoCmpGitXmJ9WyKvsh8kG1lbEH4zmdl4Oo6ytxp2e0HdE94RnYHoDMST0FxZvBn5NaEQIn19YtiQw36kuwnxewoTt9SCNXEAKio44IPnH2DhG5BjjnJhyQcA3KU6TTu3gwiPz4/S2QB1ZVBXVlgFLCUQDiHlZS685R4QARHGekdproT2WijEJ3K2IBIICkl4KbOU6HZIpSCVoud+Hw+vj4Jm4j/bn0ki3y/Ckg8MzMboagS3A8ZODsEWO+ywg1sBB2Az8Xf30167GpdHEllbMGUmUOAKoDyZTleflRWoWAHnclpcB5xO3j4dIjpjVfYn+ZRLLrQZOA0HI+cuQpkdDBs4NdCV9FEcJj0n+ulKBjNB672koAQ0Bemoh3IDWhprMEoM5uYXGB65DLoKdg10GO+4w5SZAGBgNpZz/7wGxqEhqgKeEnDp0FqtUVflAWD4dh/jh+8xZSa4GY/R2ZCOyTUPeSUQDiFjN66BMwU6KO1DHG+C2gqD+a9JGmq86HaNL4smHz8vMpeAJ9PZdSw7YQaXCroGDpDoqYTa/sA1FvAzGJ/E/P4JVQFVTf8n5kx49ojTbcfyVvkzXY3IvmpEXgyLTPQshkNIJBCUwSqfALh1BDLPxhIJBCUSCIrPjchE+Dfxv8VSC9YM6fW2GA1b4VBvxFXlKkT2Jzn/BWviq4aEx4Dkcnq6V11yQ25Glijm5XSTTTb5Z/wAaWf3mQWB1n4AAAAASUVORK5CYII=) 8 2, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 8 2, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 8 2, auto;}
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42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC10lEQVRYhe2WTUgUYRjHfzPjzro67W6apqib66rRsnqTSgyCKA3sgz6gVjpZlwjyEARhiKTpNYiuHcK1Q3SoU5I32VOdCiEkizVCTUxzx43QfTqsrkaxO9u6ROAP5jTv8/6f93me+c8L/wu3W0skF/uqVhbdOOyUT7PzudBPz6VGJBggJ6cHCxU4bvrZO+chGEB628u2PBEl1cuQzy8TZpSHsQhxgRYP6HkqRkE+98PLKWOtkmdl0cdFlBo3Ep4CTYnTVLHM5raE3qY+SCpStiD4fjy58eQCyv4K2FcCNFwoD09BeAoWYtBQmrsZ+TWhACJdXeLIQ455kZP1iNednbilFqyLA1BczCEPvPoM89+BNHOUDks+AOAs0KnfsxtEeHFlgLZaqHZBtSu7ClhKIBhAilwGJUVuEAERhjoGaCiF5irIxifStiDk8wsxeCPT5Os2iMchHqfjcTfP7gyAZuK93JdMItMvwpIP9ExHaK8Dpx2GTneD0wblNnApYAd0E+/pPpqr1uIySCJlCybMKArcBJSRyUT1WV2F4lUwVhLidqCwkA8vuwlPWZXdIJNyybWDDgoddgY7r4LLBgV5YGigK4lm2kw6zvbRHvMngzZ7SVYJaApytAaKHNBYV4kj38HM3Dz9A9fBroKmgQ7DrY+YMKMA9ExH0u6f0cDYNURVwJ0Phg5NFRrVZW4A+h90Mdw2zIQZ5d5ChLbaREy6ecgogWAAGbp7C4w46KC0DHKqHqqKHcx9i1FbWYJu01hcMpn9usRMFEYmU+tYdsIkO1TQNbCDjJ2Jqi1PjSGfl96FccwfX1AVUNXEf2LGhLHnXGw5kbHKn2mvQw5UIPK6R2T0/FIwgIR8fukt8wiAU0cg+WwtIZ9fQj6/eJyIjJ77TfxvsdSCdUN6tytC7U440vnEKDOykd0g7b9gXXzNkHA7ILaSmO41l9ySm5Elcnk53Wabbf4ZPwF03PdmUQ0LtgAAAABJRU5ErkJggg==) 8 2, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 8 2, auto;}
52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 8 2, auto;}
57.142857142857%,61.804761904762% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4UlEQVRYhe2WO0xTYRTHf7elty3UUsAiBKnUAmotJg5ExUdIMIAJQUN0sIS46KYumjj5YDAxbiY6OxjqIgwMJpI42slHUEIij2qoMYCIIL2U8OhxKBSM2t4KjTHhl9zpfuf7n++cc//3g/+F6w1OycS+Bj2Lrtba5dP4ZCb0U9O2D/H7yMjpQUcFTmhedk248PuQ9qaiDU9ESfYy4PHKoBbhYXSEmMARF6hZBmzZFu4HZ5PG6iVLz6KP0yg7HUgwDEYlRnXJLGvbEuhLfpBkJG2Bf7g/sXFoCuVACexxwkTx8eJgGIJhmIpCVWHmZuTnhHyI1NeLNQupdyPNlYjbsT5xXS1YEQegoICjLnj5GSbngBRzlApdPgBgz1ap3LENRHh2uI3GcijLhbLc9VVAVwJ+H5Kfa8OZ7wAREKFjfxtVhVBTCuvxiZQtCHi8QhTeySgW1QRzMYjFaH0boPtCG5g13De6Ekmk+0Xo8oGboyM0VYDdDB2VLZBvgh0mcCpgBbI13Oe7qCldjksjiaQtGNQiKHANUHpC8eqztATFS5C/GBe3Alty+PCkhWBYr+wq6ZRLLh6ykmM1c6ehFgpMYMsChxEsCqiAWaP1XBdNUW8iaK2X/A6jXnWjwq08dZGF+TmGohFeh7/S/aKPumNuMANGA6gq8x2LDGoRJhfmuRQeSnnAtAbGbEQMCjgsYFOhusRIWZEDgNt363l8updBLcK9qREay+MxqeYhrQT8PqTj8ilwxMACSnM3JyuhtMDKxPco5dudqCYj0zMa499mGItATyi5jm4jSpBnAKsJsk3I092R7gGoGXfzZhR6Q194NTBKaGyGnuG4+KMHnE1b4080VSAHSxB5fkakc++M34cEPF5pL3IJgF1FIPFsLAGPVwIer7jsiHR6fxH/W3T9jFYM6f3WEcrzoO5Kv63Ith7ZVVLOwIr4siHhsEJ0MT7dyy65ITcjXWTycrrJJpv8M34Ad/cFZ8iaE6UAAAAASUVORK5CYII=) 8 2, auto;}
61.904761904762%,66.566666666667% {cursor:url(data:image/png;base64,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) 8 2, auto;}
66.666666666667%,71.328571428571% {cursor:url(data:image/png;base64,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) 8 2, auto;}
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76.190476190476%,80.852380952381% {cursor:url(data:image/png;base64,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) 8 2, auto;}
80.952380952381%,85.614285714286% {cursor:url(data:image/png;base64,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) 8 2, auto;}
85.714285714286%,90.37619047619% {cursor:url(data:image/png;base64,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) 8 2, auto;}
90.47619047619%,95.138095238095% {cursor:url(data:image/png;base64,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) 8 2, auto;}
95.238095238095%,99.9% {cursor:url(data:image/png;base64,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) 8 2, auto;}
}
div.testarea{
animation:rwdcur182569 3.5s linear infinite forwards;
}
