@keyframes rwdcur2036 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 13 3, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
80%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGY0lEQVRYhe2Xa2hUZxrHf+c9JydnZk4mkzFOzf3SxLo2F4mi7k1s6xapadrFpdBCWYWFraJbLAhK9duuoBSEQlcpXaqCtC5SrHV3U0ok1hova6muV4wZNbeaxExnJpPJmcmZ990Pk4WQ6hqN+20fOHA+/N/n/Hie97kc+L89nqmJZ8YmHlH8mq7rfd3hMEcPH3aAfwKlMwHQpyvMgQVo2h8/OXiwtqC1VVSVlRlGWVnhqY6OF4C/As7jABjT1AUkvJ5Rys7cvOn+8O23xqX2diKlpfEJH9uBrUD6cSCmY0LAF2++8UZs+MoV1VZRoc48+6y62tamlixZktLgkB9qHsvxdEQGvKPAr+u67Pr0UyoGBrDu3KF192527txplpWXV8dh2f8MQIITDAYb/rRjR0C7coWM4yQqEgk5J5kkHg7T3d09LxeMfAg8cQADlmnwy5ra2hvpq1dJdXVRCQkPnI+dPi3tTIa9e/eaKVgbg8InDeBXEFTw0vr162s8Hg//uHgRF6I6mM2plOg7e5ZoX18SEAEoZvoXe1oAEnglPxC4XlFUFOw6fJhGy8KFoAHJuJThoSNH+N1bbwU2btxYHoXfA+6TAhAGLFAwv7a2tnTZc8/xr+PHMR0n6oebANVg/MRxaN+xg96eHglUAu88KQAJNGma5v7h7beD4WPHmG1ZVINfTggs6E0nEo47MMD2LVvmeDyeeToUzMqmYmYAJsxV8IxUqnLRokXpdCTC95cuUTIlxMshPXDiBLeOHRN79uwJaIbRPAx1MwZQYChY+qsXX7QGurrsEsehVEoy0Dv5kAbdhUNDzKuvpzAvD9d15wC/zoXqGQFkoE6Ct6mpqf8Xy5dz+qOPUKZJPtybrMuDeB24rVu3sqSxUWzatEkAdbkQnBGABqtLiosDBQUFdZkLF4jEYmRGR6V5n1tuQfypkRHE0BDRSEQAdhzeZBoleV8AHVoUBBPxeHzdunV0fvMNveEwK7N671R9DYTHYjFOvv8+f/n448KGhoZCDex8KH8sAAUhCbY3L2+/J5VyU3fvYmWjchlI3u/M0+k08tYtRs+dAxAK6mLws0cGyIEGDV4A+rdt27aa8XGjY98+Fmsange0WgHpRrhx9swZhvr7+fMHHxQCNblgPWw+/AhAQrmCRcC9yrKy4vEbN8DnI6NUVED4QY5ywftTXaf/0CHqZs82bNvuT8FvY2A/CoAp4F0FgwsXLjRfevnlOZ379uEfGqLmIY580B3IZKInvvoKu7hYNDc3FwMh4N1Z/+XsZAAh4DcuJBWYa9asqYvdvk1OKMQ9KfHCBQByQAYQcoFmkY8gP+tDAnXgrY5E6Ny8mU8OHgyuXbtWatm0PXBvnFwmUmabhw3cXbVq1VxreJjo55/TICUGIP0ItVoPMhtDGRoyH4MB0uJoJipuqnQAzg/PmrW0z3HEvFSKnp6eoILSYWgBrj8sAq8CVYB/165dy6oqKuaaY2NcGxwkJ5NJWwW4cotRrOqFV1UKi1LNIk8zqNYsuUGfw9OaKaFmdSQi8j77jNHWVg4cOBA0TdM/4bfpYQCVQIOmaR22x2OQShF97z2q0mmqbc28t85oGtG10JjAHh0jEEtQmExhJ8fxx5Ja6PtntHl9Xi30pVIc9fmIdXZSoGlGMBi0Jr5z3zH9n7VcAK8BdUuXLi3d++GHRXz3HZ29vey/dgm9JYecuQE96s01wo5rJTx2jmPn6XfSMncAI9cNFugD+T5z/8lxMhUV6IEA544c4fnt28mA3tbWFgI8QAdTNmdt0ns5cLGlpcW7YsUKc+OGDaROnSIVEOD7O67bhW4YGD4fGcfBdRxMvx+AVCyGcivRrdcZ7Y0xPjJC0eLFhHt60G1bzp8/v1tK2UG2PcsHAQBUGobR2djYKOrr6ykqKhJV5Un3qaLrIpnsEqZpEgwWyHh8RNi2jVIKKV13aPDa7S/+FgiUlLySbms7lRgcHLRWrlxpXb58mfPnz1tSSgNoBVZPTcFUAMhWwklN00zb50vr+mhi82Y95PMKAxQKJVGaME1DptLjQtdxfxhWia9PyuTxdtWrZTufobIzwwskgEHgKrCJKa38ftMqDPxcKbU7kUiYhbOJK6lK/X4ZMgykx9KSqZSylBwXObk4UiJvd2mDX7er/hyIq+wiK4B4JlvSNhAh+/f0oznybwTMgXDSuEGtAAAAAElFTkSuQmCC) 13 3, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
92%,95.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGY0lEQVRYhe2XXWxUxxXHf3Pv3evd9d1lvawd2/gLBwcM/pJBgKoWEUJTFBynFW1UIqUFKVIjFDciUqSgwEOlFhUUiacUlKYSRbISIhRRilS3xBFWZfMRooSAgWBsg9d2/LFedtdre3d9d6YP61auQ8Bg+tYjjXQf/nPmN/fMnHMG/m+PZmpmLNi0hxS/qOv6QF9PD6dOnEgAnwFFCwHQ5yt0QB1C/PaD5uaKnJYWbWlxsWEUFwfaOzqeAT4CEo8CYMxT55OwPa2Ulb51y777+efGlbNnCRcVxWZ87AP2AKlHgZiPaRr89eWXXoqOdXaq1tJSdX7VKnWttVWtW7cuKeC4F5Y9kuP5iAx4Q4FX13XZ/eGHlA4P47xzh5ZDhzhw4IBZXFJSHoMN/zMACQm/31/zu/37faKzk3QiES+Nx2X+5CSxnh76+vpWZIGxCHyPHcCADQJ+sKyi4mbq2jWS3d2UQdwFl6LnzkkrnebIkSNmEnZGIfC4AbwK/Aqe27Vr1zKXy8XfLl/GhogOZkMyqQ1cuEBkYGAS0HxQyPwP9rwAJPDCIp/vRmlBgb/7xAlqnU5s8BswGZOyZ/TkSV559VVfU1NTSQR+BdiPC0AzoE7ByoqKiqINTz/NV59+iplIRLxwC6AcjMpEgrP799MfDEqgDHjjcQFIoF4IYf/69df9PadPk+t0Ug5eOSNwQn8qHk/Yw8Pse+utfJfLtUKHnMWZUCwMwISnFCyXSpWtWbMmlQqH+ebKFZbM+cUbITXc1kbv6dPa4cOHfcIwGsagasEACgwF63/47LPO4e5ua0kiQZGUpKF/9iQBfYHRUVZUVxPweLBtOx/4SRaULwggDVUS3PX19YPf37iRc++/jzJNFkFots4DsSqwW/bsYV1trbZ7924NqMoC/4IABGxbUljoy8nJqUp/+SXhaJT0xIQ0wUYHLDRERuiE2BPj42ijo0TCYQ2wYvAyD3kl/2M6NGpwZpFlfR2LxVTngQPqIKhxUPYmrTv9gnbF/rnWmf6Fdt3+kbhia3z2R9NUJ7dvV1JKVVNTExTwp0XzCMM9CRXkSbDcHs+fXcnkb5JDQ4YTkK/oI6pEaCog/DM6uKtstQb/k79PEentZeLiRQBNQVUUvgf03A/gWyFwQI2AZ4DBvXv3bmN62ug4epQNPzNwL9XcBIT5XxNyhCGeELK2SQ9duHie0cFB/vDuuwFgWRY4H1QfvgUgoUTBGiBUVlxcOH3zJt5KC1cBCXKI3dOLgeZyC+emVQ4Gjx+nKjfXsCxrMAm/jIL1MACmBm8rGFm9erX53PPP53cdPYo1EaKgcM7O55ijSMQ8uelE25kzWIWFWkNDQyGQB7y9+D4QswE0DX5qw6QCc8eOHVXR27dx5OUx5ZHoWYzcDwAFK3TM8kiYrjff5IPmZv/OnTulyFTI7+wbZwNICeUqQzu0detWr3NsjMipv1DyTRqReEATLJGekPxqbPFiOZBIQDJJMBj0Kygag8b5APwYWAp4Dx48uGFpaelT5tQU14dHIGTbZkhNopD39KJADMqUjIiybaGw5vn4YyZaWjh27JjfNE3vjN/6BwGUATVCiA7L5TJIJom88w5LUymKoxh3jsuiWAj/5BTuiSl80TiBySTWZALr7iiBwX+ovIFe5fu7UpzKziba1UWOEIbf73fOrHPPMv3vtlwDXgSq1q9fX3TkvfcK+OILuvr7OdrZyU2Hg/HcJ/Ubwx5HUIs7U4E8x5QroPdN21nXb5tZweAy/fwN0/wklSJdWoru83Hx5Ek27dtHGvTW1tY8wAV0MKdzFrO+S4DLjY2N7s2bN5tNr71Gsr2dRHY2uN2Ee3txuFxYxX5S0SGmp27hzlsNUjD29RDZubmYPh9Tw8NMj49TsHYtPcEgumXJlStX9kkpO8ikZ/ldAABlhmF01dbWatXV1RQUFGgOTbONrCza2toMr9fL8uXL7WAwaOTn56OUktPT04nm5uZPKisr19bV1cn29vb4yMiIc8uWLc6rV69y6dIlp5TSAFqAbXNDMBcAMvn7n0II08rOTsUnJmJKKbfDMEyllG2n01LXNMPtctnxiQmDzIsoQib9hkUm8xkK3GRGHBgBrgG7gckHAUDmQB4SYAIRDSIKCjVICRhSmVKrCTKZcWYxW0BMZRpZDYilM1faAsJkXk+huQv9Cx0Vf7TGR+QNAAAAAElFTkSuQmCC) 13 3, auto;}
96%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGcElEQVRYhe2XXWwU1xXHf3dmdjyzXq/Xa+PaxmaNwQEcYyNAfPQDkUAjFIjTijYqUaNCVakIQSMiRQoKPFRKUUGReEpBaSpRJCuhQsi0KHFFHOFWNoE4IhQMKcY28dquPzfr9dreXc/c24d1I9cBYjB965GuNA//Ofene84951z4vz2aqak1Z9MeUvyCrus9XR0d/PnMmQTwCVA8FwB9tkIPrECIN96trS3Pqa/XFpaUGEZJSV5Tc/Mm4E9A4lEAjFnqAhJ2uEr53Dt3nC8//dS4fvEikeLi2JSPQ8ABIPUoELMxTYO/vPTiiyPDra2qIRRSHz/5pLrZ0KDWrl2bFHDaD4sfyfFsRAa8osCv67psf+89Qv39WF98Qf2xYxw5csQsWbCgLAYb/mcAEhLBYLDqN4cPB0RrK24iEQ/F47JgfJxYRwddXV1LM8DIhsBjBzBgg4DvLS4vv526eZNkezulELehZeTSJelzXU6cOGEmYdcI5D1uAL+CoIJn9+zZs9i2bT64dg0HojqY25JJrefyZaI9PeOAFoAiZp/YswKQwPPZgcDnocLCYPuZM1RbFg4EDRiPSdkxWFfHL3bvDuzbt29BFH4JOI8LQDNghYKK8vLy4g1PPcU/PvoIM5GI+uEOQBkYyxIJLh4+THc4LIFS4JXHBSCBlUII51cvvxzsOH+eeZZFGfjllMCC7lQ8nnD6+zn02msFtm0v1SEnNx2KuQGY8ISCJVKp0tWrV6dSkQj/un6d+TOOeCOk+hsb6Tx/Xjt+/HhAGMa2YaicM4ACQ8G67z/zjNXf3u6bn0hQLCUudE//SUBX3uAgS5cvJy8rC8dxCoAfZkDZnABcqJTgXblyZe93N27k0jvvoEyTbBiarsuCWCU49QcOsLa6Wtu/f78GVGZAcE4AArbPLyoK5OTkVLqffUZkZAR3bEya4MgMkHkYUksLLYh9a3QUbXCQaCSiAb4YvMRDXsmvTIcaDS5k+3z/jMViqvXIEXUU1Cgo53mt0/m5fss5oLc7e/U2Z4d+y9H45Pemqep27FBSSlVVVRUW8IfsWYThnoQK8iX4vFlZf7STyV8n+/oMC5C79SFVKjT8wv+VeAxHlQv/ojdSRDs7GbtyBUBTUDkC3wY6HgTwtRB4oErAJqD34MGD25mcNJpPnuQ7m3S8ecLCL/4bOhNDZAun+qf6wOXLHzPY28vv3norD1icAdY39YevAUhYoGA1MFRaUlI0efs2wp+JkUOCIhG7pxcbw7LxrvcZ9J4+TeW8eYbP5+tNws9GwPcwAKYGrysYWLVqlfnsc88VtJ08iX98iFCuMB/kKCNfDOXkuOONFy7gKyrStm3bVgTkA6/nPgBiOoCmwY8cGFdg7ty5s3Lk7l08+fkMxlz0SXX3QQAqiazoV2ZZJELbq6/ybm1tcNeuXVKkO+R958bpAFJCmUrT9m3dutVvDQ8TPXeOKkeiDyuHEXXvRjOBFF8qJ8ehZTg3V/YkEpBMEg6HgwqKh6FmNgA/ABYC/qNHj25YGAo9YU5McGtgAI/rpuxzckiMKIf4DIgJHCaV1E+5Q9KlbHskomWdPctYfT2nTp0Kmqbpn/K78l4A0zO6FKgSQjT7bPsnJJNE33yThakUITDboUr/rZuyf6xLbOUlIAzNJSGHlTN61rXMFJYL+X9TirbMTIrb2giuX28Eg0Grr69P4z5t+j9juQa8AFSuW7eu+MTbbxdy9Spt3d2cbG3ltsdDfNEi83O/336/ZczbEy/yDKSK9b82JDNaOjLs8dJyz1XLyvwwlcINhdADAa7U1fH0oUO4oDc0NOQDNtDMjMlZTPteAFyrqanxbt682dy3dy/JpiYSmZng9RLp7MRj29j5+aSiUSaGh/GHQiAE0c5OMufNwwwEmOjvZ3J0lMI1a+gIh9F9PllRUdElpWwmXZ7l/QAASg3DaKuurtaWL19OYWGh5tE0x8jIoLGx0fD7/SxZssQJh8NGQUEBSik5OTmZqK2t/XDZsmVrVqxYIZuamuIDAwPWli1brBs3btDS0mJJKQ2gHtg+MwQzASBdv/8uhDB9mZmp+NhYTCnl9RiGqZRyHNeVuqYZXtt24mNjBukXUZR0+Y2IdOUzFHhJrzgwANwE9gPj3wQA6YQ8JsAEohpEFRRpkBLQp9KtVhMQA5jazBEQU+lBVgNibvpK+4AI6dfT0MyN/g0Ido7XVqHqewAAAABJRU5ErkJggg==) 13 3, auto;}
}
div.testarea{
animation:rwdcur2036 0.41666666666667s linear infinite forwards;
}
