@keyframes rwdcur172257 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFOElEQVRYhe2Wz28bxxXHP29md0lxKZoSKVmWDYlwI9lxjbRV+gONkQYxWuRcpD3kT8hfEQY99S/onxCgF6OX3HqImyJNmxZ14MpynDq0EjkyLUuUSK6Wu7MzOXBoM4bbADHQS/0AYsnhznx/zHvzBv7fQx4fcO1WBCjAAkbaHfs/IeDaLQVUPfh0JNLuZE8L5IWVeSQuk3YnnSawCERAE2h5Mj3gH8Du0zjh2q2KX/vxMIFXPu8BV4ALwA+AI+Azz/pdIPkWwJEHDqaGJ78tYAIPHABLwAbwa8YuJMAm8B5Qde1Wirfvm9zwopY9WNk/ux5nmowN/KJ1xravApkfqwIvALf9ArUpgIxxbjxJcdmDK78W/vtzwF2vfBIqAM4C5xlvgwG63cT8bCZQzEZqCxj58emYVMrAA+Ndq/nxM37OAMjyFw/+NvgoYk7iVzyJhxH4l7/rXcjuHY9+5ZxQrQOJ6gCacV5s8SgPIqDmrR54dd/34He9CynjnEIbreqNkM1bx+9daMz80pPrAIPA29wCFl3N/HzxpHcod5AE+57YClAB/gIsToH1/P+XPOied3SisgIc/eldeHmjQCnU9b3hlYvN+E0/72oAvApcPjaWoKcJRwo3m9P7UjNX4jlv7Y5XfwF4zU+uMq6Udb+FXe/Mrndr4N/bsw7Asn5OAahCDX+nd+M3gGoAXKSkKOMQpcDC8EuIx7m6zDgJTwNzwD3gJa98GThLVTeJFByZFaoaDs0LOL7wTtSAT/spQAFagVIMO6HaTYbvrJ+I18T9dsVhAxADqYKqhtSCFkbHhmgp5/7nEIqmfrJADiJ6o4JAQXW+BHEI8xq6GZQV7Iy4P8ywTrE4r9jZMyx/p4BSzq3rIetrcPB5yFavz2F2aIP9fk6IIT5bIAYYhAxHMKMV0aLFVS3NjZz+JriT45TMtjWzkYZQgQP6BdRCGBoOji2pgdNnCigVLC9Y7ty0GKvp5zmuDCfO5ZgPDaJQqlckVH54CLMpzh8RZaVRdYuTgns3wMmIvaTgwVaBa1gWzoAWgYGBooBjC0NDspPy4DjndKvAVQ0fXE8gTFk9B4EoBNjZLEGmufSTgMsvn7Bi/hA7uV/hs5sQB4qT8yFiImz9mO3bBqXh9OUEwiHkMf33q5gCGmsKtEXulSAXXMnhTo1woxQCuPYh7BzCXCnipecDpNA82LfMt3JcOeOTf0ZkprD69aVKOxyWWCiVKGlFGCrcjKG7UxBqQQUjblzvc2oJrvw+p7ABcUkRr+V8dDVnr28Ypo4H/Zyr14ac37BQVZR7MGM0M0qRpZpaLMSBBiv8a0voJhkHWc9J8dbqxq1h7++NUoXGsoCFG7cKBlluf7xU+4Wv7W1f119rza7dIi9cUynq1nHk3PjoFSHSwhmBZQvBXpFcWWyEkCu+6BZs90dsH+7bN863Tiglkq7F9RfnV8z48Cng+VVNagt8uU03kK/dFaTdIfrNnT0t0gmVpJEeI4dKEiXyiYh8KrDdvJRh14fsHowYFIaBGdnX11YbgFVAqkQG3K386Nq/R3x8O8fNpfz00kMcy6Ne8HhPmBAx0u4cecI9aXcG/iBKAW7+cTyzEmfU4sS+utxsRFoAsslxapTI/vfmZ19xFGx+DB+8/3D93oSItDtPJDDtyKRD+uddB72jFGQEM+eMXZDmwgRc2h2jpN3Z93vcFZG/XqzPnrImZLas8fvf8y4M/hv4fyCUBW/fuf3nziFGDq271pyLtExaeQJPuJTCwwvF5PONyp/Fs3gWz+Jp4iuZezsABIZTYQAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur172257 2.6666666666667s linear infinite forwards;
}
