@keyframes rwdcur39187 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 17 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 17 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 17 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 17 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 17 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 17 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 17 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 17 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 17 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 17 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 17 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDUlEQVRYhe2WzW8bRRiHn1mv1+vNOnbdxKGhlE2chq80aVpHAhOhCgqUrxM3BAcOqCcO/AfbA38FBwQSF45IXEBCrTggKnFBFEooENpQ2sT5cOLYznq9w2FmkyhfdpAqLnklS7bn433mN793ZgRdhvS9XsDd8bcJ2MC88GdXup1rexiH6Gvt+N0HDAODwKj0vcKDBgi3fXeAEZQCcVtO+t5OhTqG2bnLZtR1YoAyUATawC1gaRtY7TAAXSsg/NkAWEVBD0bCuEhSXKml3XeA54AC4Ejfsx8IgPQ9gCbKC1kjRZl8AoGYBt4EXkT5Ii99L9ftvB23QPpe7HQHyAOvApcQAIJEO3QjI5E3ovYvwEOorUL6XlP4s81O8x+ogPQ9SyePAYaBZ7HEWSZ6YCBJZLrMHe+v6yGuhnBRpuyo8L4dtORx6Zk6+Ukg4PIADFkwlMIprmOHsiQFT6FKsrltjKPnOTwAW9tjoAyWB3JNK13jqyqEEqSAwRQFuWjW0plLwBOoCnlSw7vsPry6BojDAkaBM0CxaVkXmWnAtVVIAwUTRm0SEWPAWeAV4BmUIU3A1Vt5aIBIJ/dQ0uaAt3PtNY/TNjzmQNYC14BqiGM3bB5Pl4BzwPPABT02D9j7+WFfAOHPRij5LCDQAA6WgGEbRlKQFvBNFaptyBjQb8KQldMrP67H2hpiz1x7lqGmjZ1vbvZLCRi0VEtKKI2KNiy0ICkgb8JaiAb/WyeNlXRQB9nBCujkjm6ro47WSpBMjZAyoKXNlzCg2oKpHEig11RtGxJUJTwKjB2k8n4KWMRyq0smAs5bZqtMJGC+pUa1gD4T7tbBNuCPJpgiBrin4W1U6f7MVnl2BIgNt9knEkap3UqQNCOwBNwJoBHBGRfaEiohLIZEtYcx2rdpWmnXDhoGkNELWdV3ycEA+tiNkzvAODAhiKaDZIZkTz1eIXKhiPj6JuRM5PIJ2r0jtIpjrC1ei7LLM+MoH1xlazv3jJ0KWGyZZhSYBNxKthBmomMm4k/kWo6lR8rMONVQboTmiXUZiZEpo7AeIYJ1wsLTxv1o3j65GDSNqP0tcBd1kN3rBqCpP3ndVq857qm/jrl27/C7BIs3mO27EW0Yt5vrCfn52Hr45fWCO/VbZu6tAac++PJ9m3aubISpLAvZljGwXKmhfGRI30P4s7sAxM4/9NtvGCgB1g9Dpy//mnXGv886/J7quf5CdeXj9368edVt1EJUhSwBzkelyQsJzA/mLTH9+p37RqHWCPpXKq8JGS2h3oxzeymwC0BDxJfP4CfnS+//kzKDL1zrw+/Kn/6k23etJr68PpucOFVobFxpmMlzL83cesMOGpX/+mBF+h7dXKl7jLMO+zI6iqM4iqP43+JfLKNJ4cpGv6YAAAAASUVORK5CYII=) 17 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 17 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 17 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENklEQVRYhe2WTWwbZRCGn/31xnYc4ziO4/wtTRpKaUpVKoQqkMqPhISEhGhFDxwQcEDqtSduy5FzD9wqgQBxoZeKCxwQCFSRFtQQ1aoiklilTdzQNInjOPbuej8O+1lOUidxAIlLRlrtevfdmXdm3pm1wj5MOHYCyABjQBIw5aO7wAqwCNxRnELbPtX9EJD4nDwOAUNAg5QOWEBKOHbbDvV9EtCBUWBcBlaBKjADTG/CWPL+f07ABNKEmefktQ9EgW8lxmUfld0vgTTQBQxgKacQIFxRVQQPJKmbklDbBNoGCsfOAW8D75HQTpEyIKmjxDULOAG8IIOz6byntVUB4dhRwt6/hE6WgQgMmlALYLYKnohSDY4AJ4E8UBWO7RK2o7TbVLRbgQQQB1wyJvSZkDbgcQue6oBeHULRvQoMSHzjncxuU7EnAeHYunQeBRIkNcgZoCuw4sGzKbCUhi9dHlFCwTbuJf4xgU2YCnCbqoDfy7Dkwq0N+GIB7vt4unGacBk1psCk2WLzUbehtaMBi1D9aeAoyx6UFDA1MBUQAgIwfC8LrEkckgxAmV1EuWsFhGMnAZuwrzkg6ZdUGDBhvAPOZuBcN7zTAzGFUqyzh7DvUUkkQGYvHLtlrB0JCMdOESo/Ix0+rFjRkhZ4sOrDYENjSUhZ8GSM5Vj8FZobMho+RJe/k63E2JKAcOw4cBTISgJpIDXb25+oPPY0eAoIV6KrgAGuYDkaH/N0I5CZLwIl4KGMY0nGuxOQqs/R1EcAjNQ1/f1jpblcrD4FCzX4oQTUQhf3VhCFJ4j5QneNyEXgGeCYJJ/cHE849hZBthJhY2QCmmv1jBYTo3RqYOgQD8IxdDfgTg0mKyhiksPFQGWsY5Q8QzL4ivQRyOtge9KtWtC4VyYcKT1Q1TJ1AUUPZqr4kbdgegO+WYavlyBfCQnpCtyr4enGCeljhOYe8Lf5f7QCUiSuZFqW4MX5VI9eMzuDkbU51c+ew0uPUI19DMVbGP0ukb8+hy4NulQ4HqP2nZ8xfC9J80v5gObnOdixAnJn+4TiQZ4LPw4NHan1v6hSrlNXYCod56v6T+6Fvjyf9C2485nXwRUw3AGWjmsYCV/TA8Ll5UoCDdvyP0HbXn/nTFIAAtgAxHRu4PzxYvGsO/waf2QP84uZ968Yc6WfjfVLRU39YFV1Z+5blfHeFT/RvbQCN9a4mx4O1iPaYnK9fA2YBBZk5huKUxBbkt5OQLbCRC6Q2ezAZE1TD+W7u7ia6bnR5W1cuh4xvrx2+rMt2+3y1Tfe7K0GH64ZysklU1cDxVi8cH3iZTUIZgFXcQott2HLVaw4BVc4tg+ov/X25DVRv/1nh/nRp89fnmiFB3j315tXgImpweGh7/vS51d15bnVWOd86uJkZad3dqzAvzHh2BZh9aqKU3D3wh/YgR3Ygf3v9jcEVWHdnR1DswAAAABJRU5ErkJggg==) 17 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGklEQVRYhe2WTWwbRRTHfzu7Xq8dx1lcO3U+HLkpJhEfJYK2iAKlKqhH4NALHwdEL1w4c90rB04gcUBIEYULEuLjBAKhqlRtVZUiEBWlqMWQKDhR26SOvXbWuzscdixbqZ24SEgc8qTRSDOz7/9//3nv7WgMaNIpAkwDGTUMtRUCNWARqAJNzSm7g/oVgx7UnDJAUoGnNg1bzeHd+IROFNuaUsAALCDdBW4ALnBLEQj/EwJEkeeJriEHjKu1GnBDzX8BS3dDQBvkkHSKeWAUOAo8AByWkNVsPROsa4t64H+rSHwG/KLICCDUnPKWimx7X9IpmkSSp4ECSgnN1DI0Qlq6mQVMIjWzwJQ6awFJ6RST0in2VXqQhDHVPKqcH8HU0mQM0DWskrSIaS/Ruc6sAu/GsKRT7Ik1CIGmcp4HTAQZsgbkDHjGhuNjsC+BIte2XhGbPda2J6A5ZV+RWAMmCYH1AGIaPJyAa7ehIQEOArP9gPqQ2roK1P0LOip4UqOq6Vqa3TG4UoflAHQJCS1PQz4BnFafp4jK898loXSK7TpPqqU8cL2WGK5SMKP6SRiQETAVh2kLwFej3ZC6c8EfWAHpFNMKuE3QBqpSE0u6ZJyHklCywW3AdBxu+vCnh68bs0bgC6Jr8JR/oQh5AymgSia5ac8AUit2ZtaNW4LVIAooGYOKB7tM2Btnw7TydBpWRhERgNuvH/RSwNoEbgNzQGG4sXEsWQrgcgD1AJ5MgyVg1YNGSKgJO9TECSHDH4ErRO35KlEONbdVoKtWu9nmgUcDob+QDGomrRAmDJiMQywLtg3LG7DSYni0KcSYfhx4TAUyqgLIqITemkAXsN+1bwHjesGY4l4T3BA0ATd8CG4BHiz4UG5BNYBcDCLpx5WPjJrbydyfgPrlhkRytbPZbRmxHxbcXSF/ePC3h7yUhW+a8M4SfFKBi3UYNWDEgBEdz4hPKd82nUoYuA80FVtXRbJ4eWJyJuXrYApkay9e8Vk29uxHVn4lVT6P3voeWhIeH4GShXlu4X7lR3Rh9CzDO6pAZWu7gfjAc3NW5dUxd0h4uVdwZ56nkpCcdL/ynNQZPiwZ3mr+aaiH8JsLp6s0RYK6NWTQ6aDtV9MdtuXvWDrFRzZM6wNgLh40OX/wdX4Kf/brunQ/TZnvSuTHD3r+sUM1/80Dy8v54qqExB6uD90M12LeR0/9fvUk0RuhrDnlnn1gOwKHbw+NfDGi1+xryd28N3vfpUJj/f19a7X5oy9+3ew6Z5yamXlt3bROrMW0/RNuU3yXy1Wcs+cOGIG/0g8ctn8Rnb0wVbg47HnJluCtt4/Mf9kzCqfsS4d54PMzpdL4qdw9L9eEPLRsZ9Ym37jQFxwGfBENaurd2K53T1XVju3Yju3Y/9v+AQ4LYDTEyn7dAAAAAElFTkSuQmCC) 17 2, auto;}
}
div.testarea{
animation:rwdcur39187 2.6666666666667s linear infinite forwards;
}
