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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaElEQVRYhdVXO3LbMBRccDK5AXgDqTB0B3Wq3cg3SBO6yA2kFO5TmDkE1aR2Jd+BTGHfgLiBmpeCepgHEAApS+OZrAZDEp+H5b4FCAFXYtEQferYuYOCfsTlGsIxkCixZ0emosqrvxURGVi+oTcRl5AYABS3YFNR5a6b7aMjB4DeHxQAyPokZksk2pwCsSv/4CvlofAYDHGZuYqR4fuQYK3qEdFYXY6AUkqBiGCMcUQAQJLhe1nH48Pgi2ZmZqWki4aIiMgYQ8aYqKsFQmljkofFQxFIqt4fFKy1aNsWp10LY8xIkbmoqPIMmkS4aXRdR33fe0okFPGexVLLFQ+jvAkS0FpDa43lAfj6c+V16LrOiyFfIuKP0QtznyJs4HtrLay1WB6G59Ou9YKEqcmYcwTZJ9eZjscjtNa47+7wtgVWq1Wyc6iIhHzjEEWsktH3Pay1+GP+OmOmkDNrak+Jsg1ATdOgLEvnB621U+K0a0feYOQUuYjAoiE84TAiwd4Axga9hEg0BUImty9wOri8bacnP8eSqZlHIDQMT9r3Pe67uxGJHKYIJk0oVdjv927SJxw8JWLGDJfsOd5lBFIqhOlYHuCR4MlDEnwumE3gzNqpUNe1R+Jbv44uUZacrzE1JJKrILK1UlUNHxS5GlJLNMR5NYzmm0yBSIWq6+GAkUrH1GYVw5dcY25ft9Ymx7Vtm922JbIeiMCp8LJ+nq1ESv6PEHDYvA6nXGstfunvH07H5KczxPnLBjbky/rZtf2wv6PGVEMmb6NA6AtWYvP66KXDGIOyLHnyJC5WQGDqfHhN7P8Et/iD+Q+0oCD8DLjTjQAAAABJRU5ErkJggg==) 0 0, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB30lEQVRYhe2XwZGCMBSG/zg720HoAC9JD3uzA+lgL+phO3C2Ay/sZTvAJrSHcNEOSAde3h4kMQRCwGF0D/4zzDASeP98738BgZdecpQWRM+sT/UB4DlmiIiMiYcVn5mTtCAwxkBEEELgUUZmdXEyJrTWUEpBCIG0oJaRqVvD3AefM8YAUFVV4JxDSmkXlmVpDAEA6rXTGXBEZVmCc94yAQCXrcI5Y6F7JzEQNQFciUSeMUiz0AWttT2UUq3roYzE5Geozz0dDgdLIUTCyCXi5MnNVqeCBACgqqogicu2SUUIYce3zgiAW1hD0xPrHxVFgSRJBpMw8on4hox6CZh9oY8E0KYBdBPpasWQBFOe59jxFX6T42gSRjWRVr1eAkY7vgIAfFYf0ekYq1gLCAAzCL/0T7Qdkxpwe7Y4bmzRIdPRlYsujdnFaL1eNzLgT8d8f1v8/t3Mh3mX+EF8i1X1NxKtdXDtaXk14Rc36pqCaAidm1ie59ZEqB2n5e3eIW2IEgipj4RSClLKIAlXg8bQkaVgTOz4qkVivkcjmP4e4O6M97xKKS0Ii+PG/tAXTCllcBMCRrbABPKcMYJjItYOxljwrXjXx4SLMEQiyzJ3vT2f6lPOmOg7Gkaf/afn/+oPR0BmoknO0esAAAAASUVORK5CYII=) 0 0, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur8050 2s linear infinite forwards;
}
