@keyframes rwdcur244022 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFWUlEQVRYha2XX0wUVxTGf2PxTzDVVKuFkAZZacwsSxQLusp2G6ht5MFqLNAtDVJsbbNRs1j6UGxs0mJimtTWrQ+kLGotlRCgaS1JsYnBdgOIskANf+YBAYlSsdpaTTSiNrcPuzPM7Cy72Pglm7nn3HvP991zz70zK6GDEEKobUmSpOl8jxNxenJv8TGTmHDf/xXhAaG3vSBpAlTynb5tHPYEyNiYpBHv9G2bmlR87JFEuO1lGqnz8g9kJyZPdQb8wgtSnJ78tK+DTS4LzfVX2B0ibq05iyUtheb6K2RsfXnGItz2MlHgytfsxnrIftgDQELAz0SmEwJ+oW3BaV8HqTYLy9YlsHtdAgCXzk5gSUsBYNM7aTTXDDBrmpSGw9t5SFq17HkB8Jw9RfPn3LnO7a2FrFX6eIXQFlwY6WHFmlSWhYij4cJID1BKRaYz+sCAXwBs3JHLKV8rv976hSpF4fbWQrpv3uCcnM4CRZkqQn0mVAx1j5BXsgGA5poBMjYm0ddv5mq/OmbyWV21bD/2Bn90XCP3/S3wBbynFLNW6eOcnM5apQ8PoUoUQojt2bspdBVqAVJtFlqOn9bs9M0v8e3nn3G0/TDXsl6MvvqQqBsv7NfsyfpiFHuZYcyczkNohaQXkWqzAGgC0uwr+K72xLTkagYMVa7ry05M5pO41eiLEqCxvmlqCyRJklQRAHv3fwhA71CA3qEAR9sPY7Va2bMlkS9/vKoFCdrxALgDfgrDaiM7MZmGgJ9Vrh0sTw8W4/0nF3C544I5bZ5gIoQQQpSu3yVK1+/SbFmWxVCjS8iyLKorciPa1RW54isQE5lO00/1f+2qFa2H2oTbXiY8IKRwAWp1P9P1GwBWqxWAnz5dyasfT6mOZZ+Zv8SwuIaAn7muWu1U/H6p21gDenI9cu5cZ//tu2QnJmv7qT71wfWpz7lz3STgZOoO7VQM940CwRqYRRQ0BPycmb+E8XHzMYs0Vr96vR2OZ9ev1Nqme2AmUAurMNNJQ8BPkdIGQJ3sADAVIsDmiz6Olk7Z6hZEFTAMGkGd7NAIIxEABiHDEfon64u1GHMIvhGjboE+aJHSpqU1/KmuPHxOJKh3huF1HAkHAn7uWvJmHDgc+5Q2KmVHzHeGSYChwgXMX7JqxqR6zB7sjBjz1FwrWKww0gIQ/RQ8LqhfdcNA1Tflhr6Yp2ChdTkAd5tOAHA/YSnSIstU8L9HmDPxJwDx+W9qfnU8gP7bxf3WQXwjLZrDdBOq7X+ByZQ8qo6XmwI/sNo1e/Zgp6FfT17u3GD0W/KIH2nRChDCMuAFyQPCmRTar7CA9xOW8kC3eoAHVju3BocNmdATqsh6fZKc1Qs505MLB1o1f9QtiB9twV0CVcfLTX0jJ09h2bwx4jx3yUEAfKPBVHtAvHsAZFlGURTD2Jg14BttkSgxfv9ZE+YFGzXBzAxO3DPPmSFMArwgMT4mnEnJOJOSYXxM7Pv5IwCelh3Isox109s8vPcXcfMW88TeD2gLrexG6J6Il1uEN6y+vk9K5jVFwRPk0BDxGHpB8o+P4R8f42ZBPnWyg8oQeZYtjeraI8TNW0x17REAsmxpyLJMpeygTnbwT0ERRPhqnohwKU17D3hB8gJd/QMECvI11V39A5qILFta+By6g+TIsqyJUBcEUJHpNJy2mBfRni2JdPUPaG0VKnleo4uu/gHcoeI639/L+f5ew9hoiFmEbRcXkWVbhKIoWluPyoaHuBWFKlkGRWGNLQOA9osz4o8pQHqqsUkAeIDljU0RBxUpbRQBlbIDGusM82MJeNR/uiK0t+p5lqbxmaDfd/0J+Q/7y4lbqmZfHAAAAABJRU5ErkJggg==) 6 6, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFfElEQVRYha2XfUhVZxzHP9eZSRtILwudDPVqjHPVmeVdNi9arg0lmlIqd4bW2gwkQlt/LIstlovLYJIX/wi6TtdiIuqgF0IHYuPiTctrFl47f2h3CTm1Wi9jRW9w9se95/Gce69v275weN6f7/f5Pb/f75xjQANFURS1bjAYDLP1/Z8I15Lby5qDxAT2LUZEZWa1EB/RXy/67SD2CNeS73OU01DlJj0vVhDvc5TT09hHRGw89rJmFEVRqheg4UVmNcXWItFuB46+uuYT4HYq+EWEa8m7HZfZZjVyofUO2/Z8RPzGaHoa+zAmJ3Ch9Q7p2z/EXtZMvaIwbc6ZU4Ctv57R+PUArMlMEP2bn9zjr+0lbJCHFVmWDWHqQLfjMkkpRgD22zOI3xjN7b4pjMm+xds+T2aoayIkmWtyXPcA1GRkA5BXkcto/+/89vhXot1OrkipDD68zxUpFUAJA7jhvabb8Hbf1KwnC5wLkBUTp3tck+OcS6pgT/MnAOR+UUh12mEANsjDrF++ig3yMFVonFDFmMcrytFBL/m7tgBwoXGE9LxYhj2hLaAKEeWYg6ZPZ+YUjDm4nlkNwJd/wKaotwAZEWp7svZTYi0RC5JSjHSe7hbt1IIP+On772hyNWAymUT/gcIYTpydBKBSlinxm14rLismjm/C1+mcEqC9tYMw8MV3k6uBttY2Qa5FcuY7OvIDhTEAnD+Wxomzk6IdWZNLm9upW5sVE0eb28na+PUkpiaQmJrA2++niXFdPKmWADj87SE6T3czNOoGCDr5+WNpfPz1jVnbl15/U9Tb3E5hmXNJFazJTKC9tYOI/nq9gCpQ6v2JTxXS5GoAmDPsVDOr2Pzknk6AKmKp9Qx5Fbl0OXq4fnuQiP56wgI3mzbnMG3OocnVQJOrgWlzDg3+xKM6m1qqmJjQtytlOUjkUusZERVrMhMothbxIrN6RkAVKDUaB9ISLxYlGdlBvqCF1geCwlCLW4sg1d5zqLXPW8to0rTVK5hTwGxQPVs9aancC0CLZAEICkUVBWMOXJPjTEyMczQjGxsE+0AgVII2t1MQz4ZSuVfMDQWt79jcTuxgmNcCFff/FqVj1RtClLZskSxinjr3kH+uFl1L/WFsNOHwdvrehvMJCCXm3+LkjwcBqNxdJ/rEFdjBYPOfSGuqKFMiUaZEltzsZ8nNfpQHXt2mygOvGFPnRpkSxXhgyFburhOn1wmYDU87fgZgWdFOlhXtJGLqrm48YuquGFPxuOX0jEB/YrsVghwCUjHM5AM1u9ncTuqcvpfSi+jVGFYYA5f4iB54hbiD2VsI3CO5JpfN61Zz6dpd9tp6BG9IAYF9oQR4z3VhLMibVYAW2bFx7JgYR5IkZF+W1H8TBiI71pfXnRPj2MHwdFedTpQpOtJXafRdz82pZ7r1Dg1BqANpsbAoMIDt4hFWSRbWmt6l99FLMbTJWkM4cPJoOfflXmq2Hg+5xS+xcewIOP2CBFSB8tXFI6L9XHnJ3rLPePXsT8IjV/La4XJOSpIYt108wjKpU7GDoQoUrTUDyWEBUfCwuIgWyUKtZEGSJMwpyZw68wPhkSs5deYHAMwpyUiSRK1koUWy8Ki4FDSm176q5xVgB4NzYly9fwY8I7iLi7D7xwc8I0KEOSU5cC2DPnIkSRJr5kJIC9jBoP69HCiMYcAzglpXoZLnt1sZ8IyIb4CrniGueobEXL/pqcnIDumQ8/pA79gKzCkrkGVZ1LWobXtFpSz7/ECWeS8lHQDX2Hw7L0yAYXl7hwJQBSS2d4ScVCr3UgrUShZob9Gt57+GofZHssKYr9j8EVGz9TgOb6ehwpgvCJ4a84NS7XxY7DeXIvlDTpPRQvUBwUnIHoLvH/4ccKlgg9a6AAAAAElFTkSuQmCC) 6 6, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFbElEQVRYhbWXXUwUVxTHf2OREmNLqkZF0iIfTTMLVkmhoYWgRdtAGguxQoAEbGkxIcaA9cGibU2kLTZpAxseSFzEtlSyWTAVicE0hKQbFogsfsSFeQAWiCJQrbVGrQjp9GGZy8zuwkJi/8lk7zn33HP+c+45985K6KCqqqqNJUmSFtI9SwTpg5sLzviQ8dY9axJB+uAHLIXUlDqJTw8XgQ9YCumo6yY4fDPmgjPLIlGSVCayF9xTDYAZDGuD9MHbLV3szo2i1XqL3UXvsfmtjXTUdRMVG0mr9Rbxe94VJMoCcHiaVEZ27l4hNwHHZ6+A067qSYgtaLd0ERMXBcBBcwIAo92TRMVGArD701ha6/pZMWdfnpC6KIHKnmoGN78BwKtJkUJfnpCK2WlXmSOxAuC6+4ph8Wj35IKOvW0BHBNjPo9GML04jcGeEXbd/BXHxBjvPLrDgz05yLKsGjKgYcjlFr+DfW4y9u0CoLWun/j0cG64fEklh0X46Fpiiik6k8ftrinSPsuiA7g22scO4Mht2BG6CQVFFa1WlHyQnNwc4SAmLoq2n9qFvCVzJz9//x31jhqmErf7ZMAfkZaYYjG+NtpnqAmAJmuzJwOSJEl6ElotaIhNek0EtxzdSdWjO2LuUFYYVedXAVDitJOjq43MIQsANqedbbkNRG/x1MLTF17kZtd1AFFTSJIk1TtqsFltfPvFSeHk6qCTXxrOUu+oYag5j6rzExzKCgPgwomtBjmkPA2b0443chJSmbYW8PyRPC5ZOrjZdZ0mazO1PdWSoQbKJIn6uYOvKPkgAPWOGgCGmvP44CsP66rzE1w4sdWvXOITfh4tMcWkF6dxydIhdKIfS0HVt9aG3t8BMJlMfP3gsd9C0+CYGDPM27y2QguuFeXwjRHAUwMrWABTiduZStxOiaIYAul/NYyPG+VAePntrWLs04b/FzKHLNR/PC9fG+2jtqdaWjADGoZZ2hvqi294AZtpawGZQxamrQXibhAZMIOE064GOmLB0+/aPtucdvKVTgAa5ZRFCeYkpOKYGGOY+UspYAYA8pVObE67CLyYnUbGH7xrB7yuRu9OqHTaOXn3oZAt61Yv6LxYZwfw+brVhgvL5rRzIypj3pe7TYJlFqF3kOWi9sfDAJR89IPQ+d0CfapCTdGEmqJZOdDDyoEe1Htug616zy3mNNtQU7RfX1pw7e0NKAV1MiFVPRceoU4mpKqloBZHZqiz9nY1eP0G8cza29V/7j4Uj/e8ZjNrb1c1n82bXhE+veMuaQseN58F4OnG9cysMV5UM6Yk/h4YRr3nJnjyD7/r9V9wp8rT1P2VHULhU4Ta+F88+/M4MoPanw4LAtIcAXfLJaIy08VaPYGSfZ49XjXSZiDymyyjeE5W/wQ0EqnhnnPdPj6GGaTiyAxD6kwbQwxrBiafGGTLSJvPi5kB2Q+BpXWBBJUXj7FOTmGb6XU678+IqR255QQBtccLuat0Uv7+N35dnAuP4ENFoRQw6/QBCZSC+uXFY0KeVmfYX/AJs0/+JChkLc8dLaRWlsV85cVjrJLbxJevltHksAhK5zKq9x/wJPwrey+NcgoVcgqyLJMYF8uphtMEhazlVMNpABLjYpFlmQo5hUY5hfvZ+eCn4v3Bh4AZJPv4mLb/9Lr6cWbvFWnrdfULEolxsd5r6fMER/ZkRQX/H60LEtBIaKk6lBVGr6sfbaxBC57RlEuvq198N1x2XeWy66rBdjEErIHOoTUkxq1BURQx1qPCNkuJonjqQFF4My4eAMfQkuIHJCC91NSsApQC0U3Nfo3ylU7ygQo5BZoaDesJUAvL/aerzu2tvp/96QzwPoL1nfAfvouG5Nk4Az0AAAAASUVORK5CYII=) 6 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur244022 1s linear infinite forwards;
}
