@keyframes rwdcur89865 {
0%,4.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/ElEQVRYhe2Wv27bMBCHP+oPTDd1nCVB2rUZm7Hv0zfwy+StMnXKHsBDUCAyLFBgSJHXwZZsKbGRuDKKAv5NAni638e7o0Q46aR/LAUICpKrhGt9zfTTFKXUccyUanMXRcHT0xMZAD/g6tsVdz/vuPlyw2g06gQPoSRJyPOcPM+pqor7+3tmsxkZaw/9WXP59ZLb77eDmb6luq6Zz+eMx2O01iQAeAgmsFws8d4fFaCqKsqypKoqRIQEAQIEFyjLkrIsj2ZurcUYg7WWEALAugJriJeXF4wxOOcGN6/rGmstzjlCCD0AQEQIdcA5h3MOERnMXERwzuG9J8bYWUs2UatAEaGu65ZwCHnvCSF0NtU8J/3gBqL/wqEKIRBjbPP29QqgD/I32mfcKNuXQESI0u0Z29+mHXkbQ4kb810QbwJst4FweDWUUu+swNa6iBBjbAfnPWXcB5CmaZt3N8Ab5o1pjPHV0fkIQJIkZNnuTm9WZDU0zjmMMZ2TcOgwNgB5nqO1Xtn0crUAEgVrLUVRsFwuBzuK2wDn5+edym4ABKQWFsWCx/QRpVTb+yF+yWmakuc50+mUi4sLvPdtm1cAFha/Fzz8emCu5x3Toe4EWZahtWYymXB2dsbz8zPGmPWNCCBdBY2y0SCGfTXz0FSjqiqMMUfxOumkk/4v/QHkJHDD6uESiwAAAABJRU5ErkJggg==) 15 14, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
15%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaUlEQVRYhe2WzU7bQBSFv3FmEocASekCqBQ2LFhV6qbPxTvxOqx5A4KEICEV8TDMbxceJ4S/QlKpUpUjjSzL1z6fj++MBzba6B9LAAkBdIEtoHgyBMiOZF/u05f99c2EQAgBwN3dHdfX10gAfgKHwDegB+wCEhjAwfYBZz/OGHaHa5kXRYFSCqUUWmvOz885PT1FInJFG/gCfAX2gLI+H+wNOP5+zBFHawE08t4zGo3odruUZUkBgAMM8ACEBrkeQgjEnHJ9aa25v79Ha01KCUnKpjYDGMCD8AIRBSSIxL9iboyhqiqMMYRQv2ndAwmItTGuhul0OgzlkL5av/mgjt4Yg7WWEMIcoJhXNBChhrDBUlJycnhCn/UgUkpYa3HOEeNymsVyZYZIEEPkRt+gZxqZg1pVzjlCCKSUlqBeAjQQ1CATP2F0O2LKdGXzEAIxRlJKSwCNXgI8AfHJM3ucUdlqJfP3jBu9m20iYb3FPliiyt9OLBW8fl82THFh/hbE6wC5NoVEDBFvPfbRvsf6qoQQH0zg+fUnMyLaiLUWY8xKAK1Wq37khxNILNaDR0gqoSuNFnolgKIokPLtL724kvJoVsUIFBAIzH7NmPrPz4QGQClFWZa1zbMkFgCR+q11bYwEPDjvGN+M2Z5tfxoAWALY3d2d90SzIC16wANVBjFAC9gCrz1X3SuK8u0Z+ye1Wi2UUvT7fQaDAc45nHP5Z0Q2nOajBFROoQPj9piL2wsu5eXKAABSSsqyZGdnh16vx2QyoaqqvCOCxfxujnlHRAGqULSL9loATT80aWitqarVFriNNtro/9Jv3bo2F1Imu9UAAAAASUVORK5CYII=) 15 14, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADj0lEQVRYhe2W247bNhBADy+SbNnZW9ogwDZI/iDoT+Sr+nnpXwQFgrTI7mYNO+uLLrxMH0SutbaLtk996A5BUCIpzuHMcCh4lmf5j0UBggZmwBTQB9WkWTq16sQKevSc5VSfAmMMZ3LGw/qB8FvAAvAzcA28BubAC6AEzoEigdnUHgJME2Q1GtPp+wxdDd8bY/hQfGDezrn99ZaPv3zEotICU+AK+DG1E+AytfMEUo92lhXVCW6yH1NaQQkajcUyY0ZNzYwZF/6C6R9TludLykmZLNABDdACAYgnTJjNr0GlTqstpS6Z6zlaa0pTUqiC0pYUFEyZUlNzySVveYvHc7u7pV/3hF1ARBJABPoE0AIelFcoFBIEBBBQUYEaAAyGSlXUscZiKSioqCjU0E5SueCCV7zimmsW7YIv2y+oThF9BCEBSNq5B9wAU8WKN/oNZVGiCoWyClUoMHsLoECsoLR67MuQTjsEIRJRKEpf8r39TugD0UeixMGKj/6UZIkw1M53TNSE9z+95+r1FeWkxKSSlcVUAgGPJxBwODo6GhoWLFiyBAHdaxrfQARBHtXuAbIrUpUgfNt9Y7Pd8G7yjpe8pKDAYEbMQkjF4ehT2bLlhhseeGDjN6ioqEJFFztmzPYbPgIYDRBh6Zd8vv/M9Pcpqx9WVJMKxd7c2cTZAi6VHTvuuGPRLwghYJWllRYv/kjdMcAIxOFYNAs+3Xzi68NXzMygTApOZIiBiRB1JJaRoAIhhsEKasuOHVppPJ6ODs+/AQBEhFVY4bYO0xtUtw9CQcAMAFiQUhAtCIIoIVQBNBhlcMbRSUcg/EOA5AaJwtqv2bjN0GdSHYsa4gXY5wgNWmmstZzpM3rd09I+Cb6/B0gnQpwgvQzvhuNM2A3z8nt2TZRICIGVXXFuzjFi0OgjiNNB6BkSU8OQgnWama0wBsh9gafZM4AYobc993JPq9v9CfhLgJyQuvSsEkBIM/0JC7gE0I3GNENGTS4TJ6zrNUoUItm/GSClWWJabJcU2/RepsVtssghQJkUFTy1QMH+Kq+BKbgzR5BAlIjIELD7VJyVS1Jk04f5qrVJ2cH9/ggwjo/ssnzTlsMa/oWnvWwpXUnsx3dBA6xGinPNd3xxsOgYYKxobJlcSXMMuNpxP7+nqRuauwbXuPRHlBfL7eHfz+HzWE79JWWIwzl62IzWejhdi+Nj+SzP8iz/P/kTJAeY8r07si4AAAAASUVORK5CYII=) 15 14, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
60%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZUlEQVRYhe2WyXLbOBCGv8ZCUt5kjV1ZZso5JPfc5rn8Tnkdn3PLIQc7GZfLsmps0hSJJQeCIkXLNbnNRc1itUA0Gx9+QA3C3vb2P5sAEQFmwAGgRreMvE5++vb4TmaU4a28ZS7z7XARRLrAh4cHbm9vMQD8DbwH/gQOgRPAAKfJHwBZutUoo0p9AhQDxDv1ji/HX7gwF0OoUlhrsdZSVRVXV1dcXl5iNuQZsADOgD9SwkXyR4AdKTQFMCku9S30gk/2Ex/4wNScc9zc3DCbzSiKIinQAjXwDPhR8l7+sdwKJD00ypCpjCN1hFKKTGdYsczNHJNST62qKh4fH6mqihgjhpgGbRJADTgQJ0gQYogQQaJA6CAEQaPJJecgHGAwWCw5OZlkZGQ7B6/rmrIsqesa77uZdpiRLrlLajSQ5zkX5oLc5ogVxEjn9Wi3KYgmIko2YBIEFHjxW4M756jrmqZp8N5PAMYQvoNofENBwee/PnP+/pwsz1AoNHqzBCFdHo/D4fE0NCgUFjukjpGmaWjblhDCFtj2QvUQEYIP3FV3lGXJx/wjCxZkZGj0KDzi09XS0tCwZo3DEYmbuLZt8d4T4/Cs//1yp/QxAZZuyfe778yuZ5ydn2ELi0JtFOgBAgGXroaGSKSkBMB7TwiBGOMWwG4FJiAuOpb1km//fOPnvz/RhxrRgiDdDAViEQkqELKAF48PnkIKmllD4PWB/xsgzXDlV7jSoRqFWqvtN1QHEE2EDIIKRCJv1Bu89V07Df4axG6AFBt95NE98tQ+dc80Q53oTdiuHXSFyDUOb/1vKjDtH/0jYhuJTezampeVcP0SIKrIOltT+xqtu037+wpEhnrQJ1cpsldhDDBWJgF47Xk2z1S2QimFMa+v9HYdGFfFkBLqBGSSnyrQppj1CEB5nvwTK7vaHEJFUexUYgAIKVk1mrGjO4TWqf28AyBLAHboc8px/3y/OSN6gJOTk82e6AvSsAccUCaQOiXtT7o8+YztbwIZAZihz2nHj9kPlOqItNZYa5nP55yentK2LW3bpsOINOAqeTOaTT6Z3XQpJT3rlyrZvdzzNf/KtboepDaGoig4Pj7m8PCQ5XJJWZbpi6hPNvbTo3js2dGe/LZit05FEUEptVGjqirKsmRve9vb3n4BLoeSE4MKnjAAAAAASUVORK5CYII=) 15 14, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur89865 1.3333333333333s linear infinite forwards;
}
