@keyframes rwdcur129762 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF8klEQVRYha3WXYyUZxUH8N/77uwHy0IXWLaw0i1CUyhQBpDS2hJbq4mStiTaaLRitDGRxMQr05hUbjQmvTD2olwYE41XJr3ohwWbRqmllMaUgoUB20JZVjrALuzi7s4Cw+zszLxevM/C0O7yYTnJyWbePR//53/Oc84TuUFJZBdhGfKR3MG67+twB2r4N05HcmevFS+6UQAhWROaEON8JFdLZFfgfmRwACUciORqk/iVI7myEOD/kXloC8HawrfjaMUSLETXJ0DHmIkWtCWyPguAX+CbWCk98USskaDLsUpakglpw0asrbO//hIksi0BfUZ68q+iPfx+IZLLB5suPBps/hoSZQKAzajgZ5HcyHUDCIHb8HBIehBDWIGv4G/YFslJZDPoDIm78Qj6cTL4juCdSO40l+m7XslgdTjFm5HcS0V3/71Xubhc8y8TK7sSyfZI9F6w7cSw9Gb01MW5dDuulwGBgZlYj76Xvr9qd2OtZrC5SSWOzb9YsuHPuV/jVAO3ReKnSf6A1/AWOlBEXyRXmRJAItsdjA9HcsVJ/t/+1ub1w3GtKolS9zhJ1KLIoRN5H7327vxnzNs4zfTfp1UoInkyMJLHvkhuqJ7S+uCxtLNjlBLZESyK5N6esHlx0+rhVSdOah4eMSDRXK1ZeLGqubHB7FN5sx9a2d/45uB7KevJhNvj2JVIBqq01Kz8cSR6PZLrvQJAGCj5wEAfHsKG8K3vlR+uHV95elD8/gf+eaJfbKYYkUbdKu4y4uyZ046vumfN4gPnRsYlv20QHRhfNG17b7X4aNRxi9v/Vfhas6ijotY6aQk+STeWYujVby07srxwTvTBEXtHhzQ/cL87Xzv67KhK6f17Op6ev/eQe9Q0iPWZo5Ttclvu3FNjq+f8pquxSenIKbsLBZ2mf3m1owdDbUqTAghXaYH0qi3c+eCtuc7hgjs+LioUxu3cuNT2bTsfe8KspT3KJwdUR29f9/lXV7/7H4uNm6bdMWX9YovmzjBfRd/gkOcN26LyRektGMLQVADuw5fwBvL/6C6fuTOfd1Gbj2dP95Oh3g09Yabj7JAV320SddZuiTYdKZyxSEkT+rWYHhrxrILtMraoPBbK24fTU43iXhxG79Yn7j4zI583X7OikviBrJ50IlakQ2XgqNLWiuTlpJA8+7rz9ruIFndo02WuDgt0WyJRIQWeCTr5IIrkBrANnqstM02rEc1qYlu2v/x4MDs/QeUrTafOzavWRNWMVmNKInkjOtSUFUUalVSEyx+r20HXXEbJG7u0qxrTYAD3mt0WqB8NWvx6ueYH1Xa3mmm52DyRKs4YVdDvojF5g75hsT9acMWWvCaA+wYKYlV7jNhj7MmZGq1NO3g0sFB7oTmWGPWwYYvEIpGx4N9kri6zTTfDi475kZN99fGn3AWJbBu6cvoUVB0zpoKyWmnf5dOX4Lmxi9G9c7sTg/+1wLgaxqWN0il2TF7RBRUZVK7Ic7VltAbtTRqNKRpxwV5KO1w4G05elI478L3B/BzM27py9ftDBw9pwAKRkmGNKGpUNxmvDiCs3wxaysaNGwc7XKiEU09ovRQx+tOD+7PStdv0u/UP7jj09j4XjIkyDZ6pjAmgLwGfbBmRvmRixO/o+bDBuKNm6RNvfkr/QeluP/kJ11j6JGsJAFqDTrwDW+psL82ByRiob8zaMt1OGdIo9h2zHqlx/Of6J3FTCyyUg04kbakDMyGjwebTJQgLqU+6++N+BRecccx0rZr3/En/6GTZ60CUpZ2WkfbKZAwUg045iIooJrKbPqddr5Jic8mjY8c/ukryyYAIfyfATEhFXR9MKYls3Gdu8nzavvdJX8LrpM/ymyJXfRPudrjaipwGVGOXu798Nb8bkatOwjVXlE2Ty7X71FPtpgPY1dqeZMzzsRbPqH5B2kQ3nYEpS7CkWNLjiFxq0ubyNbtiAn5WucRAItuVyHbCES0J7NfoVyp3BaBFl0fwTZNLkzCRzfxFz3iHinaRDxv4drU0C7ODXtr/biID/wOB/U4K96HMTgAAAABJRU5ErkJggg==) 27 20, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 27 20, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 27 20, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 27 20, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 27 20, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 27 20, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 27 20, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 27 20, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 27 20, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 27 20, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 27 20, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF9klEQVRYha3Xb2xddRkH8M+5vff2tuvari1jq8sY5Y/82XYDE2RABJFk8R+LGiOCJhpfoNGoiS9IICYGE99qNNFEEzUS3xgEAgEiEwMKmpmsUMYIjK2MrWvLaO/a2/bu3ttz7/HF+V3bSbt1kSd5ck7OOb/f832+z7/fiZxHEsVebMTtuAVv4lHUsQkFjEZGjl3AXlCJjIxlz7coGIIqDmAMeYzjSnwW/0gUoRQZKQdj+QAui2YAOxDup1CBzPmsR0Yq6MZlYdEbQat4BYdwH+7HnYliJhjvRl/QAoaCvSqORUZKArq1yAxOBi86w+YCoKfDxtcFZprLHIvDszh4fS+O4tUlB9coieKQNA/yeCQ8bkZGSoni1gCsFIxPossS/fXw/GtSRn4fGRm7UABZ3CrNgQfxUxyRUluPjBxOFL+DS/EM/o1qZKS+bI/tAVQlgNx2IQCulCZRPSyejIzEDTtvihiKuC3hZEQH0WlprB/FfABSTRQHAzOkYdl+IQBuxxfRi4efvHfnM5OFgkKzoaceu2RmzuanDn+4XZTplvl6JDqB16QJWMCoNPZdAVweN50zCUM2Z0MlTKULo3vevXPrPduSjAEZcS5Lrl01366y49Sb3QfLPytr/mW9zEBGVMeeABq+HRmZX8bA31YFkCh2Yku4n5Em2V3T12/Qf3hCdLpkMZdRiLhEpPtMrDJ62lvX932/Z7h04LDa87t0fCUFkfkmzef3mWv+r51zMZBfdn8VvrdwTdflWU1Tcdlzw287LJHBR0Q+lvRbr8OG4QnRtRc93Hno9KcXJXGebKTNgaH49unLrkjsG+0I3jfRPFcjKgcdwpbqtvbPtzUamiffc2R2QX3vZzyULO75UbK4950bd3lJ2YxpPU4bO3TU5A0DTx23OBrJPOCqdkMLFSf2PQcD9+nrbTl4ziRMFDP41F8/fvGT154oyVRmvT5eduqu3e5+4vE90uSqovrLj+5+Yef+I7bLaJMxKnJU4ta+fj2NphOzk55UQ/eevXq3dsiMb3bo6RUZSBQlil3SsnutPnpc48hbJiZOeOXirLufePyTwXhd2nzGf7P/X1ccu+wir2tKRK6QcYOcpFRWmn3PgpIFNX1yW2uSroi+RDG7Wgi6cDMe/O2Xrnm7f3zMJotiXH7zbsF4LG3Rp3DqZU7NHZ3ZcUDdpJysLh/SaaMN8ta72g67Dfqj6fJbqmOvOPNaZCReLQkzGMZw1Gh8N8KEpiO5Nl9+7JHPhW/mMbVgxx2/dvJ3l8upaThpwRGz6NFnnbkAPBZ5V82zFprPWhiTlvWq07AS6N1e3PeywcUOFT3eq7eTVk5dSNJ1Dv5hlwW3mHXAlGtlbJRXVTWjoaIir90hxx00vaKnK0knbsSWzbNNBTnHsU33/dLymQ8A5tF8pD0jI/IDOUMyIpG8XhUzCrrMmdNvYEVDq4VgCFsxeaxtwvpGwZx2J9XL0qxvAajCz2tnok0Xb04Gp2dcGjc0Me20Ampm5NBQuCAAb4R3x+CMeUM2mFbLLgNQCWyAB96d6MemX+y87lDp1YPasEVkEDlUlFY0dN5h9M+2ziTbiD2u7ifpMBqXjuSx5QCklTEgnfe9yP/q1tv2nXrxJRGibJsfxjX4Qlg7jjWcCRuRgi65JQ+ay3S51KVlWZWy0/mtF1/YLe14eXG8PAZx0JVDkCh2Sw8fx141rs86V2vHxLmgNi1VTz0Ybo3izqAtKYdvVs2BTUG7qurOyJlID7Hnk9bxKw57z2sx4KwsrAR9P4BwvI7xOvb2WmfKlFJ7ltpaMJwFRLi2wLSkNQ1XZGCr9PAZY/86C4Ylflyr7MZgWBivGcrZYN4nKzWimYA2s2DxsUSvd9LJ2TrTV8+14YXK+xgIfzZ/ShQH28yri1vpnrcUuzUlxFqkbbUXn1At94u8rO4byrvQI2WmJGUp+SAArNoHrlQzbtb+9JMuS2V2Vgf8f2XFYfSmQgLDch4SX23pZ6LVgj8wOYuBP7d1JBsbTXX8vY2vNhY3SFtra/L9t4F8UPIf1gFKQXRHlsoAAAAASUVORK5CYII=) 27 20, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 27 20, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 27 20, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 27 20, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 27 20, auto;}
}
div.testarea{
animation:rwdcur129762 2.6666666666667s linear infinite forwards;
}
