@keyframes rwdcur74023 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFuklEQVRogdWa24scWR3HP3Wqqu893V2pqenOdGJ2TGZmJ16m24cELyFZUBYCC7tP7lNAfFhYWRfEv0PMCj6JKAi+iLKsbvQpAR/UZZ0sk8RxBsNsyMz0XHv6NlU1dTk+9EwMIoLddcB8oWhomvM9nz7nd87vd05B8qoC7wJLgDx5PgLeAspJm2kJtZMBXgVuAa/qup6p1WrYto2Ukt3dXVqtFnEcd4HfAD8B/gjE4xqPBZBOpxd9378FfBOoOo7D9PQ0tm2Tz+fRtGHzURTR7/fZ2dlhfX2dfr8PsAL8FPg50Bq1D/o4AJOTk7bruguaps0WCoXK4uIiMzMzWJZFFEXouo6u6xiGgeM42LZNqVRif38f3/cLQLpQKByfO3fufrvdlqP0IZEpJIQQwFeBN+M4fmNubs5pNBoYhoGUEs/zWF5eZnV11QPuAr8SQrwfx/HOuN5JxcDzsoD9mzdv4jgOAI8fP+bevXs7QoiX4zg+SNJMJNnYiQ6Ap77vY5ompmkyGAwAHiTdeVADAPCo3++TSqUwDINOpwOwqsJIGUC73cYwDDRNY29vD+BvKoxUATzc3t4Ghktou90GeKTCSNkIHB4eEoYhvu+ffvdCTaEVIPQ8D9d1YRjYI29W/02qAA6B1mAwoNfrAawDxyqMVAHEwEqn02F/fx+GI6JEqgAAHh0dHbG1tQWKViBQC/DwNIHjRR2Bbrd7ugq9kACrYUiIWfGAJ6pMDFUN0/gBrr/ajeuRx8RlwdJ3ldiMVQ/8RzVvC+qvN8jWr+VFenFgOj1y04c410O2fjt2+vzvShag+Z5FqvIN8i99ltw5LS+9mUAvdqLi7AoiVWfqhoPzyiatO0FSlskANN8T1F//ItnaDfIzeTJTkCph4dlSz3e9bP0Jeg6M3AQyvoRzvcvW7w6TsB4f4Es/KpMqf538hUvkzmukLTCKCCPLbEGks6lCb1dYBwgDRBqMgoEwZnBuFJh6ZYvW76Nx7EevyL72AYTdL2BWmmRrBmYZjBx5PY1lpqgXDBrnjwuuD0tPzf6mG9AJj/FDF8IBHO+Bu9ElHNzlz7dGjo0xltEYZHzyeXL8I4ePlBIpIYohjuXwcEiClKd1+3O/Z6Ra/pnGr4mbt8uYpWtk6w4ZB4wJMLIIPcPnxfalMI7EQ1n9O5E3/OeDDrgb4G6uEvb/xP3vjZXkjR8DWx96ONfXCLsRkV9F6BpoSCDsPbns+r3iQC98StAFfwcG//BwN+/y8duf0PrDWPM/GQCA1h3J5gctJr/yKWFvEk3m0AQMnlzRwl7J03MPcJ9C//FT/P07LL27m4gvSe/Ef33ngMYP3ydyFwm6i5G7VUWLUkgR4m//hY+/k3hZqeJcaKjmbdvoPPpkQo9SB7nZOe5/P/EjFdUqGBl7cPbsZ3zAVmWiMhs9T3iYM01SwEVVJioBZjOZDMViEWBBlYlKgPmpqSkqlQrAZVUm6uoBeHl6epp8Pg8KR0AlwPzk5CTpdBpgXpWJKgADmJmYmCCVSgGcZXg/lkgK/bxUxYANWLlcjlwuB6hbiVQBzAMik8mQTqdPIZTEgTIAy7IwTRMhBLVaDRStRKoA5qrVKlJKoijCtm1QFMiqgni+UqkQhiEApVIJXpQpJISwgM8Vi0WCICAIgtMYmAEmEvdLpBEhHODbwIdxHG8sLCzUa7UaQRBwfHxMuVzm4sWLAlgDfiyEuHZyNTu2Rk6nG42GWF9f/1a73X4T+LJlWZkrV65Qr9fJZrMcHR09q4GllJimSa/XY21tjeXlZTzPW9d1/ZfVavUXGxsbD0btx8gVWavVkp7nbQIF4CXXde29vT2CICCOY3RdfxbEvu/TarVYW1tjZWUFz/MAPCnlShAEy2EYKrm9+V8kgGvAz4COruvywoUL8urVq7LZbMozZ86cHj+4wK+B1xhubv+XKjN8teYj/vW6zRLwDuAkbfZPC5g4EsPnfQsAAAAASUVORK5CYII=) 23 23, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur74023 1.6s linear infinite forwards;
}
