@keyframes rwdcur193264 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAETElEQVRYhbXXW4hVZRQH8N8+Y2PQmHhrRtHJvDHUw3BER/BlvATVCF7SFCoJlCAG7cmXHhwMkd7VjAiNCAQlrSEc7IJTQcaoOFhok+QllRoVSx0JHeac3cM+e+bM2Xtukn84nO/sb+31/3/rrG+t7wsMH8/iRSzAPExFObpxDafQhqM4NwK/Q2IlWhH2fYKwQlU41tNhhaqQIOw/r7Xw3pAIBpmrxidYBOPNkrXBNAtNNtdoY3oN77urU7urjmu3z99+j6e+wxu4MlIBa7EXFZVqPe89M70gIzPkivLyLvjKt95x3Rm4h404mGZflvLsdewPlJXX22qVT01SIxg0WH0IBCaYLWsDAlf8WE74Ci7g56R9f6zFgYxR1vpMjRXDIh0MHZodtEZeD6xTEoliAdU4GyirWOfQ/0JeLOKA1UK5e3hOUU4U/wVfYE69reZ7a1CHN3W46BtX/eSW8zIe84SJA9pPVCOvxx9+KEdWlNzoi8BKfF6p1ptOGKU84SQU6tCszU6XtSbmn7FEnc1qrEjNlx7dPlIXJ+aqwoJ7I/ABpq/0sUlqUslbbPK1LW67DBdFu+RLnMbk2y6NO+uAf900W0NCREaZsar9Yj9UxVEIRBXu7HizbPJbYqvF5CftgU7RlmpJqKShIKpqvkYNdidE5OXtMsc/LhDlwrmMqLzK2pC6zzs0F5PXD0Cu8LwenSft0aE5YZCRKWxPYt6MqLabZmGq1zY74+FGnB+APMb5gp0TdqUaFPEsiAXMIzDZ3ITxTR1xwl008MpL0YKLlxxzU0diMuIJRLyMwtQKlf1qe4xO7fHw8DDJi+23dGr3flia1E9S9RTXr08hikB5mdGpXh7oioe3RijgFhz6sCt9dvRoeDwW0J3zIN2uLyrjRihgAhiTjCp48ADuxwKu3XO9eLW9qJKNhy+PUEBkn80mZ+7e5cYN+DMWcIrQX04nbCepMd1imCXa58NBA2ZYsoSaZFFz+jRhKOKNBLTBVcdTvS3wdjzcizlDkM8p2LF5c7rF8V6etljAUWi3T14+YV9jhfkaicrn9waORENhvkpjIytSumk+z7598a+j9DWjVix6TYvZXkq8V1KOierCYVG2TxD95zNAYyO7dxOkHGBaWli2jOiotrhYwLC74Qm7XHIs6Xzp0ijsy5enk3d3U1fHmf7dsNiyFYvqNVns3aSDImz7tYP2drq6oq2WzaYnXDGamti+naLVlwoY9oloWzg4VwLNzaxeTS55Iipuf1ewMZRz0JrUbvZQaG5mzRpyOaJG1e+IXtp/D2J9Xo8DVjumSY/uhyPu7mbr1mjlPT2w3gBH8zSsRRfCSrXhq46ETXLhNmEoHOKTy4WOHAnV1sa3pK6CvxGjWtGVbJyZ4RI7Qq2toTt3+pPeuRM937EjNHNm6RWt+mHIi5G8GwZBqLIyVF0dfQeP5m5YitLb8RRRS70vaiyP7Hb8SPEfEY+PtXJUr5wAAAAASUVORK5CYII=) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENUlEQVRYhbXXW4hVVRwG8N8+x0bBMfHWjKKT5oWhHoYRL+DLeAmKefBWjT4IgRLEoD31UKBihPTQm4o9hEYEgtJlhlC0wjEhY1QcKpSTOGoqpYmmjoUjzlk97LPHc5vxTOkHm73OWt/6f99ae63/OitSOZ7Hy5iPOZiMKtzHFZxEJw7izBDiPhLL0YHw8IlCtdow2rOhWm0gCoXtOnL9HolokLY6fIqFMNYMjdaaYoGJZhtuVD/xnjuu6nLZMV12u+lc0nQEr+PSUA20YBeqazR40Qeme0lK6pEjysrqdsh33nXNT3AX67CvHD9dpm4N9kTSVU02WeEzE9SLBp2sh4hExpmp0VpELvmhivAauvFzKb8QLdibMkyLz9VbVpHoYMhot8+rsh7AKkUzkW+gDqcj6epVvngs4vkm9npF0HcXL8hbE/mfoA2zmmwy15uDBrwu47xvXfajG85KecpI4wfkj1cv64HfHK1Co3hx4+EMLMdXNRq84bhhqkqCBEFGu07bXNRR0j7NYvNsUG9Z2fXywH0fm5cszBW5AffPwEeYutwnJqgvK37Aet942y0X4bx4l3yNU5h4y4Uxp+31j+tmai4xkZI2Wp1f7IHaZBYicYY7PdYM6/1astUS8RN2wlXxljpQ4pLmnKnauVo121FiIitru1n+0k28Fs6kxOlVo7Vl93lGe7540wDicvVNuHrCThntJYSUVG57kuimxLndFAvKRu20LSmuw9kBxBOczfEct70sIU9nfmJgDpGJZpeQr8skC+68gUdejAM4f8Fh12VKGmOdSKwbG5hcraYgtye4qispflmheAE/r38/RnjaSM/ApMRAVdrwslF69STFG0M0cKOofwGGxXojEgP3+/SWJebNypghGhhX1L8AD2K9e4mBK3ddK+u2VmNSXDlEAyuL+vfjnjv+9if8nhg4SfCHUyXkCepNtQhmiPd5JWjGc9MsLpvUYp0g1o0NdMJlx8pGm++tpLgLsx4hPivHM8+GsoQ8nc7EwEHosltWtqRDvWXmaiVOn98beCaac+21c7WWPU2zsrrsTn4eTAycwZGbzul2qKRTJNJsB639JvaL/1x8iHdy7+5cfa3W8mkYzjmYpOEjOd3KTsMtASHQ3s727Rw+XDr+JUvYsIGlS4kiW4r0BzoN82kdWNhks0XeKxQvRiZDVxc9PYwaRWMj9aULLt/EYZsd9X4y+kVloqpDTyQdVmsLW4Qg/P9nixBWawuRdEBPTmdAtCCkDAva2h6LAW1tcbx477UMJp5gDYJ0Oti0Kejt/W/Cvb3Bxo1xnFh8TSXi+TPRg6ChIdi/P+jrq0y4ry/mNzQkwj2VjrwYdfKvZNOnB1u3Bh0dwe3bhaK3b8f1W7fGvMIr2qDfvBKU3g2jKKipCerq4nf0ZO6GxSi+HU8SH6n3xAfLE7sdP1H8C9J/Ic+xas1FAAAAAElFTkSuQmCC) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEHElEQVRYhbXXX2jVZRgH8M/ZZAvaKhPbEl24mU27GItU8MY/BemCpm0tiESYF8FSr+vCqYTUtcZuYoMIBEXNc+EwiC2DhKk4CqohTUIlZ2EwZ7CN7bxd/M5vO2fnt3+iX3g57/k9z/s83/d5/zzPm7JwrMcObMLrWIkSjOMOrqEPF/HbIuzOi13oRZhuqVCmMjzrpVCmMpAK+XK92XHzIjWHrApfYys8b416rVbZ7EWvKVU+pTjqgSH9brusX5d//RGLfsBe3FosgRZ0oqxCnTd9rsZbihTNO6OMjEHf+d6n7vkZHmIfTifpFyd8+xAnU4pLtjhkt28sVys1Z7CmkZKyzMvqtSLllp9KCO9hEL8U6uejBaeKLNHijFqNC3I6FwakndYsYwLeNyMSuTGtQqfiYpnzj8c51GrU4oxUFOzOrJ8p5EagF1u1t3P0KDgyS9T/MWBIvzEjSpWrVG+52jmJ9Gj3o8+INua2mQR24Vt1dVy5QknJ1MCYRBAMSOtz3J96Cxystt1GB9RqTNwvE8Z9ZWO8MXfjfC6BaPbd3ezcWTD4cCrott9VHfGnmziH+1iKZlTDBm0afJlI4oZuJ71dEIX1CNasCSYngxDyWyYTtLXFF8xdNBRYjtCQlYcN2sJhmXBEyGvtJsNSNbGt9USbcAdobaUo4Zyn03R0wBC2oHsWAt1Z+dBVHQakCxSKFGWPJ7HfItHdzubNyWaPH497+3BjFucxbmT1XHEiUWGVKT+biPbAoFSq2vAw5eX52gMDrFtHtOY18zjPxSCqP/Z7wekY9cAXnkO4iZoirFRRUegc+vvj3rlFOJ/SH9JfIHjKM572AqwgWoISpaXJZkZG4t79RRK4D2NGEoVLlEZcsgTGjY0lm5mOytJFEliGvIyZiwljMBoTuOPevdzZTqO+Pu69u0gC70Kl+gLBqAf+8zf8FRO4JgSuXy80U1vLtm2wxuznfyYaUL3a9sTr+a7romvAtZhAH7h8OdncwYNxrxNr53G+NqtnowOJCrdN+emLCVwEXV1kMoUjGhtpa4NKXDL3TXgJlRu0JWbTjIx+XfHfiywwFwiB/fvjG5H8XLBMtOaPlAvmzYZ5JNJpTpygp6dAvNobNjngFe88UjacjkJOPTArBgaiS2pkRNNHj6ceIKpUflVcXObs2WjtF4DZipY8vtJOaRJMPsSrcqrk3PR3C/tMTtLcHIX7MSCuCYNJokSVV6LPzL+nscfEBE1NtLczPj6ngyMh+fuEcT0OOaUpLkj3mKU0T0ILRhDU1QUXLiQXK9k2s+j4wIVQoS4uPEay9haNKrlPspqa4NixoLc3GB7OI/CJ4bBXb9juWG7FEz/RqubwsSAUvg1TqaCiIqiqin6f0NtwJma+jleIUuqoKLE8sdfxE8X/dYyjBVEaVKgAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur193264 2.1333333333333s linear infinite forwards;
}
