@keyframes rwdcur98747 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 12 12, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFcElEQVRYhe1Wa0xTZxh+etqenkppS7nVcFEYlFouFgQMgjgusmwhcdNNN51DUeeic7rEbeqWmWxjiUMXnbpsMSM64jITp1y8xxBH0DmHDrBEQEW0SqutpZdDL4fTc/YDljFQKM5fi8+f7+R7v+d7nvOd733fI5yqUu0NFolinQxjAMDi6YAEUAZAAMA01kJhjFKZ8F5BwZ54iioleD77Hk33ALj/hMJpxXr9l6/PmfPJ8yEh7zTeuXMEwM0xDTyg6dZpcXHztxQVpWrF4vTnFIqlAxynMdK0A0AvAP84oiSA2S+kp2/9aMGCHR8uWjRTb7dPPtrQ0NHm8XwGwDsWWQTA+1tnZ5MtP1+XoNFY1RRF5qjVyzr6+pY1m80t9T09u5wM0wzAMIKbEiqTZZYVF69/PiVFr4+PR3RUlLO7rs7aXFurukzTTQDs45iHYGjUfbVw4R/L8vIYU3c357l7l5OSJOH2+eSGhw9FZpfLed5kqjnV2/sLACwtLFzwYlbWy7FhYfKsxERWLJU6wXFce00NYTp5kjjl9ZJfP3gwA0DHeAaEQ6PFwzBxOfHx2SHh4R4/QLhsNkhFIk90UBBJAFIPy06/aLEIAaQtLylZPDs1VZKu0zFCkcjBcpygs75e0HP8OOcQi+XVVutBM8tWjSc+/AQAIP9AefmvBdOmWb1+PzFgNuPi1auqBqOxpb6nZ6+TYS4BaBtamxYql2eXzZ279pXcXH3krVu2a7W1kEkk3O9eb9gWo3E2gKZADAyHckVubvvNior+7ooKS+3atf4gitqIwUv2OJBSgti4OzbWfyYhwXJao/HMVyrbAcgDFSWGPdvrWlsrDUbjJDFAHW5u7ur3encCYMbgMx6O23nWbu8ihULqhs9HnXM4KgE4n8QALDR9octkcnaZTLITBsMOBFaY2EaXq/L2wICs0eXqsPH8z4GKA4NpOBxdxwyGI1aX682H/f2NI2JUKEm+JZZIYHa5fsSw/O7j+aYml4u96fVexDh5Hwh0ALaNnNRGR6+p2byZ/2HhQj6GotY8grcNQMpExYjHzHOPWui2WMDY7aOObRhnFG/CeCkn58CONWv8ALQjQhQJrAwCVgKgRsS066ZM8c9SKA78V33N/k2b+n3nzvF5Ot2+QElzJk3aZ8nM5L+Lje0HoJmI4L8+gUqlmhWTnOwUx8QYEpOTMzD6kj4KIj40NKMhIsJgjIhwkiLRrCc1IH+jpGR9XnIyy7ndZPm8eQlBUukGjD7u4aAooXBDkVqd4GEYMjE4mC0ID1+PCRSi4W+YUZqVpRf7/Q94lqUiDQbmi+joyvMOx5Jut/vKFZrehX9KccrMqKj3NSEhGQVTp+qTRCKrs7dXRQkEXL5crj9tMukBjEzjsQ3MzcxckpGUxEIgEHUeOoQbtbXQU5R1hkSic3Ocvs5mK//WbD4GAB9kZ5e+ptVCJhQyLM9bvSxLyMLC4Lt/n0iiKFYvk5W10HRABv7uhrqPly/flZuX571WXc331NVxwVKpYIDjFO0ej/iEzdbS4/GcucUw3wA4rxCLyS6bjRMLBFEhYjEpJQifQCLhWKFQEOTzDbA8P/2Cw3EEgHU8AwIAKMzO/v7o9u1v248ft3bV1FA2gpDdcLtxhaZbztpsux08/xNGVzhKQZKLS+Pi1mWp1XqtUonJMhnN9vV5bxuNqk+vX68yeL2rAjFAfb569eVVkZG6g1VVuMfzdJPdfvhSf381BlvqWM0IGOyWeblq9dLC6OhX4xUKWapQiD1tbV37zeaZCOCv6N2tRUV8WWhoqwIoB5A2HmEMpIWQZPkKrfbPjRoND6A4EFI2gEKMnW4TBTm0p/Ip7vkMz/AM/1P8BZIeMWseq5xXAAAAAElFTkSuQmCC) 12 12, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFbElEQVRYhe2Wb2wTZRzHv71er9e1a7sW2JDB6BzdqGOs/NkYjH/bGKK8EKZDCTDcQIQZxQQkEBMSFROcCAaIMURAicQQBLaBgBKCzYChAxl0cVTZJoW1rN3657r2em3vfMFM6gZrh7wyfN48l+d5vs/3e8/d77kTj9Vo9iaS5Bgvx5kBhPFkoABUABABsA02UTxarc54e+7cPek0vZAQhLx7Pl8HgPuPaZxTkpv78auzZ78/JynpTdOdO8cA3B40QJfP1zxep1u8pbh4QpZEYnxWpVoe4nm91efzAOgEEIlhSgGYOd9o3LqprGzHe0uW5Oe63SOPnz/feiMQ+AAAO5iYBMBevnWroWfWLEOGXu9MoWmqICVlZavLtbLJbr9e39HxuZfjmgCY+2mztQrFlIqSknfmZGfn5qanI3XUKG9bXZ2zqbZWc9XnawDgjhEeor7W8El5+a8rCws5W1sbH7h7l5dRFOEPBpXm7m7SzjDeizbbiTOdnd8DwPKiorIFU6e+NGbYMOXUcePCEpnMC57nW06cIGynTxNnWJb6rKtrMoDWWAHEfa0jwHG6gvT0vKThwwMRgGB6eiAjyUCqXE4RgCwQDk9sdDjEAHJeLy1dOnPCBKnRYODEJOkJ87zoVn29qOPUKd4jkSgPOZ3f2sPh/bHMo3cAAGZ9XVn589zx451sJEKE7HY03rypOW+1Xq/v6Njr5bhfANzom5ujVSrzKubNq140Y0Zucnt7z++1tVBIpfwVlh22xWqdCaAhngDRqKtmzGi5vW1bb9u2bY7a6uqInKY34MFL9igoGUFs2D1mTOTHjAzHWb0+sFitbgGgjNeUiLp21zU315it1gQJQB9tarL0suwuANwgei7A87vOud0WSiym/wwG6QseTw0A7+MEgMPnu2Sx2bwWm03xg9m8A/EdTGETw9T8FQopTAzT2iMI38VrDjwow2gsJ83mY06GWdbd22vqN0ZrKWqFRCqFnWG+QVR9uwShoYFhwrdZthEx6j4eDAC29+/MSk1dd2LzZuGr8nJhNE2ve4huO4DsoZoRj+jnHzbR73CAc7sHbFuUZoBuyCzIzz/waXV1CEBWvyGaAlbJgVUA6H5jWWvT0kJ5KtWB/+qvP7B5M8NeuBApMBj2xSvKTkzc91N+fmSjTscA0A/F8F+PYIRGM31iRoaCSkjwTzEYCjHwJX0YZIZcXigjCH+6XK5QkuT0xw2gXFZaujE3M9OPSIRdsXChPjExcT0Gbnc0tEwsXv9CcrI+JAhsZkKC/3mtdiOGcBBF3+GkF6dNMwDwIxxWTG5q4s6pVDXHgeXXg8FrZzhuJ6KO4gUjR747UaOZtGjs2JznADZ4756CBvhehcJw5P79XAD9y3jwAPlGY1ma0dgRHDHCd+noUdxpaEBSWhpfKBIpUzmuXHA4Fp9tbzcBwCsFBbMWZ2aSOqWyi+P5GyaOI0JSKQJdXbxdJlOkOp2v3fV44grwz9fQsKmqauf84mLmyqFDopaTJwlKrSbcgqBtZBjlOYfjRrffb7rv9+8BcDFRKpVaXK5wIBJJU0ilFCmRcCxNEz6SFNPBoECEQpObXa56AM5YAUQAUJSX9+XRmpo3PKdPd7XW1dHdIpHyj0AA1xnmmsnp/MIlCIcB+PtpE5Ioauk8nW7t1JSUSVlqNZ6Ry71hj4dtt1o1H1ksB80suzqeAPSHa9ZcXZ2cbDi8fz86BcF/0e0+crm39xCAS4h9tNIAphcmJy8vHj365XSVSpFNktjd3Gw5aLfnI46/ore2FhcLFVptswqoBJATSzAIOUkUVVmVlfXbBr1eAFASjygPQBEGL7ehQvWtqX6Caz7lKU/5n/I3GAEub4Je+O4AAAAASUVORK5CYII=) 12 12, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFX0lEQVRYhe1WbUxTVxh+etve3tLaForCYoepYKlNqcXwoVYWRNQx/bEv+OEHKOrMxGUugR9s2UdiMDFgonMuWxZx023uh3OAoE7NogY/5nBDLRMrCFoHlY9aekt7ub29dz9gSwWE4vy1+Pw5J+e8z3mevPe8571ivVq9P5okEzws+yeAIJ4NKADrR+bdEwWKE6KjDXnZ2fviVaolvEiU3u/1OgE8fEphS7rF8snL2dmlhujobS337x8D0D6hgYc+X7M5MfGV0pUrTclyuWmWWr2OC4WM3TTtBdAFIDSJKAkgK9tq/XBbfv7O99assaT4/bFnzp+/3ebz7QTATESWAGBaWlubpFlZ8zN1uh6TSCTJ0WrXtyclFV9zuZqPd3Ts9bJsEwD7KK5Zq1SmFebmvpttNlvNej2vT0jwOurqWHttbcy9/v4mAJ5JzEM0MpqqCgp+K7TZ2Id37/L+Bw9AyWTwDw2p7P39EhdNey92d9ec6ur6EQDW5eS8kZee/mpCbKwqfc4cTiqXexEK4VZtLbpOniROMQy1u6cnFUDrZAbEI2Ovn2X1C2fPztBMnx7gABHtdkMukQR0CgVJAPIAx8270tsrBmDZsHz56qyUFFmqycSKJZIBjudFt+vr0dHQwA9IparDfX3fujiuejLx8AwAwEvfFBefXzJ3bh8TChFBlwtXbt6M+cXpbD7e2bnfy7JXAdwYibVoVaqMomXLSl6z2axxHR3uW7W1UMpk/K8ME/u+05kFoDESA+HQbLTZWtorKgbvVlT01paUhBQUVYrhS/YkkHKCKN2XkBA6nZTU+7PBEHhdo2kBoIpUlAibe+quX6+0O51RUoA62tTkGGSYPQDYCfhsgOf3nPV4HKRYTLUNDVHnBgYqAXifxgB6fb5Lju5ur6O7W3nCbt8NgIvgDO4CTVfeCwaVF2i61S0IP0QqDgyXYTgc9Xb7sT6aXts/OHhh1B6lJclCqUwGF00fQlh9PxKExkaa5toZ5gomqftIYAKwa/SiUafbWlNeLhwoKBBepKit4/B2ATBPVYx4wjo/XqC/txesxzMmbWGcMbwpIy8z82BVSUkQgHHUFkUCmxTAJgw3m3AY3541K5ihVh/8r/qGg+XlNHPuXGihyfRVpCTztGlfncnMDJXp9TQAw1QEH/sEM2JiFs1LSlKSUVH+NLN5McZe0vEgMSgUi6MIwp+oUChjJJJFT2tAtTY3t8yanOwHxzFFeXkGlVy+HWPTHQ5KLhZvXzFjhoHleSZZofDnaLVleMqHaP6KBQtMIEm/IJEQ6tZWzw6drjI/NvbyfKXyAABLWKw5c+bMA4Vm8+Uv8vIqLXq9J8hxBAH40zUaEwBrpAb+TfGytLQ1qcnJLMRitB45graaGljk8r7U+HiTn+etdW538ecuVz0AlGVkrMo3GqEUi1lOEPoCHEfI4uIQ7OlBIkWxVqWyqNnnG/2OjIt/uqHpgw0b9tpstqFbhw6hs66OnxYVJQryvLolEJCecLubOwOB0x0s+ymAi2qplHS43bxUJJoZLZWSUQQxRMhkPEcQhGJoiOMEYd6lgYFjAPomMyACgJyMjC9/qqp6y9PQ0OeoqaHcBKFs8/vxu8/XfNbt3jcgCN9j7AtHqUly9Sq9/p30+HirUaPBC0qlj3v0iLnndMZ8dOdOtZ1hNkdigNqxZcu1zXFxpu+qq/GXIPgaPZ6jVwcHD2O4pU7UjIDhbrnYFh+/Lkene3O2Wq1MEYvx2Y0bjq9drkxE8Fe07eOlS4Uirfa6GijG45dtqrBEk2TxRqPxj1KDQQCQGwkpA0AOJi63qYIcOVPzDM98jud4jv8p/gYCIhs1/UJplgAAAABJRU5ErkJggg==) 12 12, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
}
div.testarea{
animation:rwdcur98747 1.0666666666667s linear infinite forwards;
}
