@keyframes rwdcur59113 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH7UlEQVRYhcWXXWwcVxXH/+feOx87M/vhtXeziV3HdoyJ4n6rOKWtqtJP6AfQUlpKSBCUUhWBRCJeeOAB8cJDlUoIJFBBiBQJXqrSB2hrCqUSbZOAgLQlTdomcZ3E9trr9e7s7Ozs7MwcHjZ2kzhOzYfEfZyZe+5/fvd/zzkX+D8P+l8FSpk2dM2EoZuYXzy97nniP1lMCgWlNGHoKZUybdNKpR0hZC5J4r4o7uSHBrY6t15/v9q398AHxvq3CBAIRKQTCUcplbF67hztGb18INXbP6Bn7P5v3fNscXNv2n34q3/9SX9pZGbiilsq42MfCQAkO3dP/HcCCAQQOcM3fv+G/KUj31W2mgC/H6VxwsXbv3kcN90VoH5K/TIlR58ZvmTrkc39W+e2bB53AUS79mxfFVeuWwAJc/yBXzyQ27rx59KUwyQIJAhCE1C2wtTzv0O7PoOpdxTK88nWVjBXStvZRitoJpWl2Y5pWO0v3LuHn3nhST477roECBJCCtkzeOvnf5CEyebIjxD5ETqNDsAAx4ypyacxdMVmhJDoeIH0A234dHn2o2FYJkHCW6ovREkStx956DvRvXd8hZ954afd2OsSIKRKF+4dVZa68rNX1/Dr743gsQfGsP/HW9Db78CbroI5wIl/vAXdUsiNlaBnHLRD0XfkuPe1g4cOfrvRrF295FYGm77rAFgx6PpOAcEc+vh9D7bmW+KbO65CMZvDl27KQIo8/DjGqT9PQu8NcOf9Eu7Mu2hM1WCVMkgPFkDCELUGTcwtTN/WCrxtTb9RJCILgFqXACU1IUg6RsH45HVbGlBqGK/P6BAij1emJMJ6CH/hKMYv62DrUA++/thGkLGApaPHETZayI4WYBY26OXK3LXMyVin0x5k5gwA9dQTB4Vax/+rDZd9Y0JocujdRR2/OrCA/YcXEV2fxQ+fm0P92CyYI1w5VgAAhGEMmWI8+sVevLh/Gu/8bQAkBVSBLCX1filVMYnjOSGlx8zRRQUoqYGIrMJV1zzYPN1ElHfwo2ePgJnxl7fKSPWaOPXyJIAIR09Ucc34Bvz9yDyuGBfQDYmPTQxg5vQIGrP/xMDGEc80LUvXTUcqZTGzAvABBAhCCJExS6nba0cWYQ/YAJ/JCQoIqgHa7hSEruPV3xNe/eMMAODhR4oAgENHFwD6EFJGGPTlNwWOlU1MwxIABBEJ4IwR1hwMffi2vbcnnSSvZ1I4O/EITWDxzWNgjnDrzSPgJMErr5fhz9bxsyfncd3NEm9O9aLTbCCfZS/j5Py0nfUNzQwBJMycENHaJtSUDiKy7MG+z7TKLZgFExwzkk4CMGDqEidfegF6xoJlaLBTBuy01tUdGXhlUoGbowjqJzA08OFq2u7xHCvrSqU8Zg4ARMycrCmAmZUQ2WKqmLopdANwlHSfJwxOGG65hU4wAyCG53cAANUTjXN3kHSYRhgWe/vdtJ31TCO1BMAD4BNRBCC52Bboo/c8fl9Y65ipog1pdj+VSkJoApVDhwEw2vUGXpw8AiNrI+60VyZLWUDHryGfZTft9PiOla1pynABuEQUAIgAXJiAFEoIIRz7EudTrQUXZp8JEgSOuyawNImTL08CSFbmtOvNc2LYpaGz8Oc828pUpVI1Zl7Zgl17tl/YAyRImNYtQ3rWuCYOgCRMELdjkOwWz+psE3FnEczRmviEUmfjd03DWgLgAvCIKFxWv5YHzKG7djzYmm8Juz/dLdoCiFoRpClReeN1vH8kLkBQFtCu18/Dr7vMfA7+CwqQQglBImMP2He3q01oGQ1S7xZNZSkoIszufxln4z9/dPEfW4UfwAr+5QblHAHd3MBWbnDHhEypMbDqltuEIbWuCPd0E0lSvSh+EuvDD5yXiIhIjX9u3+16j/G0+24dek5fecfMUJbC9ORLay4MdPGHjfXhX0VA13RRPfRaNQmiw/aAA5VS8N5rIKgEAAMyYswf2g/mcE0BdmkIbXfqHPxCyhoRrcK/ikBPppho7h/e9v/06m5XXPZQ9to77rYG7D4kQFAJsHByGszeRQmQUNCVH/blN7mOlXFNw6pjDfyrBMwuvBd9+rYv1xJOTgF4Lj793Fz5kH0DLr3xcnPYyRx+6vnuItSddr4PlpNPLpt4aTvrO3a2pim9RkQugJX0u6YAALjvE48Gi0vlmaX6gmj6brSpuNRoNF57+/hvZ7flM+WheoPzYUfoXSHLHknAHMEqbkazfBjj48NV28r4lum4QkqXmb3l/T+/M75QKk768iW/t2fDqaDtB7V6pbrkVk719pRObBvd0u+3GsWF6kzp5MyxTUt15Bt+5DArQaTDm3sDRJ1E04zI0Exf04xl/D4zh0S06uyuErBrz3Y89cTBkIiSlGlHpmF5PdnCvOfXp5u+W/KDZql/w8iGseEr836rkW/6bua9mXc2lSuVYs1Ncu1Q6XEcJYZh+UTkA/ABBGeKz6pxwWK0c/cE9u09EBGRT0ShYaR8w0hVc+m+uYTjTNBu5f3Ay7cCL9/03fym0khvq+XlWu1mphOF1sbCYM2x0vNKqtoZAcvmW0XgA29GZ9pnQV3nmcxsEpEJwIqjyGl3gkzQ9nN+q5FrBX6eOUmnTLuTTfdWHCszRUJME9EMAG/n7olVFNZ9Ndu39wCISDCzOtNO6cysE5HJzGYSx1acxA5zYkmhlFQqIKIagHlmrgEIdu3ZvorAvwDF/K98HvefwAAAAABJRU5ErkJggg==) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIoUlEQVRYhcWXW4xdVRnH/2vt++Wcs89lzpy5lZnOdNrCtJQpnWLVFgSFkGKKRq5So6JEjYn0xQcT4xMqDxBNfPASI1SNGoUgKGksYoRAgdjYDkLLTGc602HmzMw5Z/bZZ59932v5MKVpsaVjY+J6X9/3+/7fbS3g/3zI/8KIIqvQVBOKrEIUJBBCMVc9taa79EqdUkIhUEEUBckkhBQYS0tRHJb8sF1iLLXGtt0sH3z89cvauSIFCKEiIURX5LH1g5/86tdq4y8P+XOvPDM1fcfNaZhY+/Y+/wMq9B0fHdlT3XHtTR6A5IGHxy5qS7gC5zIhpHPL/Qcf7d6z54crE5M7orbbL1nrbptq9g+XzYl1Z6abZdvWq6qiM84RM5amn73zAHv60E/5f9j7b51Xrv7GaPfuDz0hasIwT4GZv7yIvs0lzP7rXQACCAV40grU9vKRDf3ms6V85biqGJO5TKF2/dabvP0HdrIrAqCEghBS2Pr5X/2WCPQWKlEENQdLx47g2hsGsW1jBb97fhyR4yMNGAgl4GEUKIFzpK/TOVjp6Ds61L9ldsumGxycl5I1p4BSQZSk4YHePbc9cu8uT1hKC5j++2tw59/B3Kl/4MS0j+HhCsa2D0CzFNSWXTBORKbp/Y06296RSyc0xQizZj5QFC2589YvpU8f+tnaAQQq6JvueuwrB+6xbhwZ2YA/HF6APXEKXD6Kr3/Owj13iTh+chGHn5pBoCu4b992UF2EHXHEMc/K8azbUex2ClZnyzSyPoDkU7d9mYlrcS4KEqWUmlqHtu+64QTPjxM40wuIWg3s2JZicEMBH97Rg2yR4sDiadyy/W38/Bcz0CtduH7LAF5acmA3022iIE1yzqsAHAARALbWOSBa6+4f4QRXH5ko4+U3F9CcmkTsL+KaoSIGhwoAgEOvyPjC7S6++dB6/PX3JVy/leHEchaJ76GnYnmqohVkWS0AyBJCZM45XRsAgdp38633Ju0EP372DGYnbXCeImwu4ie/XMIbbzbQ8mMcehG4dfcAAEDTRJDiTjizU2Ar1aBU6E4MPScrsqpyzmUAlBCCy6ZAoCKlRMiKGen2NGBQMhKWj55EUF/Crk+Moh4Z+N73I/zoNx3wm2/ACTpRhIapaRszdQ2hXUchV3Ny5miQNaxAkdQEAON8dSRcFoAQIvft+vaNacAqkikhDlN4S/NIomU8dP+D0HUdi/UWvvXIC0ijPO57UMXA1hUMbehH2AgQu030917VyJoF1zRyjiCKHs7mn3P+wbtgdbEQvXTdxrvTMAUHh7/og6UxRkY7oes6AOD0mXm05k4jjdoAUkwfV/HW4jWov3UM1F3ySoUuJ2NatqroKwBcznnAOU+whiIUKc2VWYrdkiFBVAQ03h6HX6ti/OgUfv3My6ittPCnF48BANR8F6ggQVQNSIaE2GuhkKs5WTPvmkbOFgXJ4Zw7ADwACSHkMm1IIG+449G9LGVZWZeR+Ckip4XQqYJzF4dfqONvr74EOdMNQpdAhdV4rMGt8Ko2wkaDDW7aXMuaedfQsrYgijbn3CWEBJzz5IGHxy6dAllSQEBMc8D6dOqnoBKFe8ZG3PbAWAOcJ6CiAL3ci6Beh1G5Cixl4JzDXJdD4+Q45LjqWdkON2PmbVXR6gDssylICCEM+ID3AGNMVI2P9bOEjclZGYJI0DgxDr8xDwAQhCJETYGaL6K9NA9BkQGkSMMEYEAaBegoevY5+UXZ5pw7hJCAEBJxzj8YAIA6uG//3Uk7oVQi8FdCpFGEJFgAACi5CqgkgyUxAAYqUFBBQtfYbrRmFxHWltj6vs2NrJl3ddWsU0ptAC6AAADbf2AnLgkgUIFSSi21Q9vLAYiGhNbpecSuA8Y8iHI31EIJWqkTy8dfhZovn7urdxuwJ9+GhrqbyxTdjGnZiqy+F73LOT8X/UUBCKEAiF4Y+uKNiZ8OKwUFSDnsyVPwlt8FAPCUAxCQRiEAEZKRBUsZJMNCGqZI4wCdpWRVfn1VfqzO/wBAAuDSAJRQum7Xd0YqN3z0ifqbkwADvGUfnKdIk8XVKMtdkDMWBElC2FxZrZk4RW79MJqnZhDVq0l/z8ZGxrQcXcvUKaX22egvkP+iALKs0No/n3MFRaiaPX0IGyHsiWlErRo4j0CIAjmTh1HpwdKxN6AVy6AChahKMHuzaM1OwRTrbjaT9zKG5ciSYgNwOOceIeSC6C8KUC71soxebSw+99R39YoWtc7Mw548gbDZBCEyRKUThBAQShC3W5B0AwCgFrsQuzESP0R3WW1kzLxjGlZDEMT35D83fC6ot/cDNJ063zy0nWd0L2rPtlE/PT0kGLqq5PJQ8z0QJBVp6CNym2BxDNnMAAA6rhvFyskJeDMnoms3rpvt7hxYLBe7pyVJngGwQAhpcs6j978JLzoJP/6RzwTTcyfmfN99ZsAi79rOzI6F5XTEDTNlouVMUVPAGYdkmAgdG0QgEHURfm0BGW3ZNfRNXsa4oPg8znn0fvkvCbBpaDTpKPY0qssz7/hBG1EcOcPrvakg8CsrznJldn6+t97UylSzTCGjUs44pv74Z/A0QdFIPVXRA1lWnbPyn+v9NQM88PAYnnzstahglaue7yZh6DeC0Jtt+06357ud/T1OyfWcguM2CrPzp3qXmkqFy7ksNU3Rd7tkTdU9URA9cO4RSj3OeUQIYRf7nFxyGe0/sJMdfPz1QNfMmqFnAgCNKArmoji0/KBtuZ5TanvNUm/XYEfbcwqe71rL9cVy14ZBO2sWlkRBqlNBcDnnASEkOX/4nH8u+y84+PjrlHMuApAByIQQnXOuszQ1wzjIen6r0PZaBS9wS2ka5xRZRy6TX8llirOyrE4CmMPqEgrO7/81AwDAk4+9Bqy+4SgAkXMuEkJkAOp7MHESmSlLsoRQWRaVSJSkBue8BqBGCHFxif/hvwE6xRuajzZ76QAAAABJRU5ErkJggg==) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHy0lEQVRYha1XS4wcVxU99736vKqu/s+v/RnPOLbITBI7mICVEINiLCIcBfFRIkGUKBskgpAAB3ZIrCBiY2+ySdiAs0ARSAEJAY6cgGSwiJOAIowFBk/G8Xg80+7p39TUr6veZdHTjh33jGPB2/Si65173jnn3lcF/J+WZdoo5iu3vU/8r4UFCUMK6RFRSUqzsHfmAev40Tc+9H66nWKGYcKQppDShGXaSHqR8cgjUyMvvHj4ue5yqB57/Pc/k8bUuY/edaB5/77PBgDSJ7/ziU0x5YdjSUKQcIhEVQgxKoQcA1AVRLVf/fqxp6vVZ76p9dt3nf378vZWqzBfLo5mlqmSMPKzJ7/0bPbKiZ9sfKgPU5yICrsPH3269rFdx1brIaLGKrrvXYBOE7z2ziq+WHwBb59ewIWl1cnVNfuh5calSnt15T9h5C9EUdh8/JFvBI8eejoZpsYtLRAk3Jkv//Tbo7OVHwpJMKUACYIgQhilaC/6iLuL8Jf/imAhQ281g+Coqyz7vKHTt/Luxd9tGZ8+t3t6T/3+fQ8HRHSDLZsSkEIKIjH24Pdf+ZfrWYUo6AEAdMZQygAzQ4p+jomAkz/4EZi7YE4BaDCncFR2dt9ds8/tnJw9u3fmkwuV0pgPIHnqyP7+ATc9vZTCMLaOQVCh3YpgWhKOa6JUccAEpAxESQrNjEwzAIbWAZiTdRJAGMm7G60rj2ZZdnccBxNE5AIwBp2yKQEppCjveHgXAZg/8VscnM6wNNfBlUtdEBE8ZWCk7EC5JtqdCMy9oTjtbneflPIjzLyt10tKRGQNam9KgEgYxZ0zU3GcYcs2xvce/xTOPH8ITzw0iXtyHTTf6+DixQ6SXgadaDB3h+IU83mYhj0hpBwTJArMrAa1N+wCZbsgEpaqjm7XSYZ77yyCOQWRgbVY4rlnHoQQBVxsncfXX6wjakRgDlGbDbFyReEzBx2cm2vj4t/yGKtuTRyVU46dc6VhKGY2AIjjR9/YWAHLVP0p5xjben6KnZMeAAZzivnlVQhRACBQzRkQANaWLkGNZ/jK4Z2oTcWYmS6jsUIwJNJKcSxyHU8r2x2oLoj6+d9EAQdhtGaQoC1xN8HP/3QH/JE5PHbAw2hJrashMb8ioQGsXrqA0Vo/eBYxACBYNOGpLLFtN1F2LpHS6LcHkPYtpo0JxEkkQGSQSSNJtwO7XMLrby3gj+8ICAKef9XFVx9y8eY/AiRxBn/hPdz5oI36SojLdQO/ODkPTj3kylnkKDdSlgqkNCJmjgBoZtZPHdm/MQEpDehebEnHHAtXriC/YwzC6jsWtmK8fOoCXj7Vf1YnGdJkGadPAqexBsBFsND/r1Ic8R3lRZblBGAOQJQQ0UCJjTOQZSmYWUGiFCxfgVW0gH6rAwyQQSCj72PSSaB1AMC8CWd8ZLKrLDdQtrMqpIwAJAMLNiXQSxPDqXxuCgwYjndtZnLG4FSv//a9jpr+UAzTyNKCV44c5QamYfkAAgAJM+tbKgBAlHbvmdQ9DRIaOs6gUw0GwyrZAAM60wAB/pX5oQCuQqRsN7IsJzCkGQAYKKBvqQAAwy5N7NCJhukVAEkAAUkzBrBeXANgYPXS3FCAvGdEjspFynICEiJYD2BKRHpwIQ0l4Dp5EJElHXuy5/dgesVr3vP1u5ihkwxB/fJQAtXSuO+oXGTbjg/miIgG/m+ugGUqEJEhLDHR8xM41RqEIcAZ33h9CkJvLQVzZwgKY7S6tatsN7IttSakDLhPImXm9yGGEciyngDIErbcEnfqkLZEb60HEgTDuy7pDKRBut4BNy7bypJ8rhgp2/UHASSiGwK4IYE0SwWzdsmgStSsw/RMSFNApxpxMway908Q1hvDIK4F0LadQAojYOaImRMi0oMxvJkC1uShHz8B0Ejc6UDaAqz7RaUlACJwb/MOyOfsyLacxDLtgIQIAAzk19e/Ed1EwDIVhBBWbvvoYVW2RW3/pxEshdAZQycawpLAwEPN8BffHUpA2U4ihEykkNH1ASQiff1zNxFQtgNH5fXiL7/7rZW/nH/VHXOS/FQe4XKI9vnLEFZfDWYgizXiznALWt3Isyw7JRIx+slP1/2/Yd10F3T9FvbOPBC5yluU7ddeCE9m53vTX/i8N1ubLOwsoPPvNoQp4Yw6yOIMWrc+gMColqh73z0fn8s5ed+Q5rXx+8HTDyUAAM9+7Vjyzrk/N/yg+884CY0gPOsv/eHMvnD64H3lmXJF9zSiZoxoJQJzcm1fzkmDmV07l6a23dmoje6oV4rjDUfl2usZSAHggyoMJfDUkf146diZKAz9xY7fQrtzNRgpX73a6rw5N/eb9N5s9sCewu6C2+v2QGTBMuPkjslqfff0nvpoZUt7pFxrVsvji/lc6V3bdpYAdNEfwzd0wIYE1pmmjuP5SuUWqqXxoNmuN5rt5YVCfvlSq3Xq3PyJ4n1hnE5ObxPd2V0HGiOVWnekMtGulmv1gldeUrZ7WQixBGCRmdtEFGHIp9qm3wUvHTuD9fc3i4jcMFqrtNpXJ1baS1Pt7spUL41rpmF7Ba+MamncLxaqDVd5y9Iw6sxcB9AA0CSi7mAK3hYBADh+9A0QkVhXywLg+WudyupaeyJJ4gkpZSHnFg3PLUSmaXWZuUlETWZuArh2BQ8rDgD/BQVWqPip1s1uAAAAAElFTkSuQmCC) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIVUlEQVRYhdVXW2wc1Rn+zmXOzM7M7o7H683aTuzEaTAJEFpEE1IQpVGLUCsVNWorRAXlBbVS1Qd4phJ9qNSLRKqqVdULRTWtVEQRKlVbVVSkUgPFCKQACaDEIU5sx+vL2ruzuzOzczl/HxzcgJ3ED33pkUYzmtH5/m/+7z/f+Q/w/zQY41wKQ9mFojW6fVz+LzDFloODycceu3P4mYkv3X/2vVV7YYklh265m24aP8jiJJYAVF+pwvZff4hm5qdo67hbGJxxgDGv3f7jy2k6ue83P31j8ZdPNb7VV6rUu1EnvDCv9vd6Z+yKX3ip6g839+891Dz8qSMJEekHHz14dexrBRdcQggppZBekkzaa7SpSoOf+HZ280M/n5orvdzpzj+VZvbRxmrvZwQ6EEbtnRfmTpcAyIknJq+Of6UPjHFwxhTnvCiEqHojX7ynNLz7wOS5sf6/Tn8ahe3jo8I2qsobkiunJwEwocnepfOgPDw4sthXroYVv9ZjjGVH7nlYP//3X20aZ9NCYmCcAfaeLxz9vDNY+wo3xWHLNvzn3gSICBnX0ImG5Rio3bADi2/egSw9A1HgiBcbHyet38ryNEzTJDYMlQEIAejNYm0qAWNMjd/7k/trN+16xi6bX5a29DMiaBBM14BjGyh5JsKgh6ARwx3agXBhFVKcQRjF1TzPPpamyc4sTytEZBPRFaXYQEAKA5wL1x7c9o1emkM5BpyCgaKjkBOhWQ/RrIdYOhegdXYWOtco7hhDcWcXB28uQyOT9eWZsV4aDydJXAFgM8YkY2zTn90gAWOMK/XJWsFTNwowBMsRSBN0phEtNRBMn0Z/bRYPf7WEu2738fUfDsJwTEQLw9DZEirjMepLs7U47la6Ybvi2mVXSNkkomQzGTYQME0bDKfC9ly3yZWoNk6+CTLP4ptHJD53eBTfmbgFz3/3DgAAUY5D+3v490kTxaG9eH9mCpbJsRKkXhh1vKjX9XOduwJSMcb4xBOT+Oiy3EDAK/ajl4RZ1mydUNv8u9sX38bMO0fA2NoK3LVDIcvOQIgdAIAjd0R49ZSF0sg4zrz0DwAGGCOrE7a8MGr353nqAqZFRJyxjbazQZeKP6gduxzG504dYwCc6j7MLJy8lD2N+z7bwxvnigAIRF1s87ugnFDor4HzPphlB0SMn587PRTGXS/qhR4RWQAkEW2It+HFiXeOo688EFrx5Ct5nAelkXFM/OEcgBxaN+AYbTz+JMOP/+zg7screOgHO5AECaQjYZa2Y891PgBgqbHoR1Hbi6KOp/PcZoypzeJt6gPV/uGkvjSzTM3VE4bv3/mLJ0NEfgn/esuETtc8YOJ3c+BKQSgT0pHQqUZ55/Wg7HUwJtDs9ErdqF3qRm0/17nLSSgA/Omjr+GBRw5cOQMAUOkb1EKIZrrw/nFucJjOdXjh2VMI6wHyXg5wgHEBVXQgTLle2+7wGM5OBwCAXk9aq61lP4q7fWnWcxljm8qwKYHf/+moNg0rkK3jx/IoD0ujexFMn4Yq22CCARognQOEtQsAGKBcF2lggCgHAMzMn6mFUduL4q4HwLrkBx+KdcXNqOIPxZzLOgWtk1a/h3Bx/oM6BBggC0UQEYyiAaNoQCcaTHA42/asYyyvdCph3PG6YeDnWWZjTfJrZwAAfG9ASyFX8oWpl0CAvW0EedKDUTQgFIewBHSaIZwP0L0YrM8r77xu/bndzdww6pSiuOulWeICsIiIX27LVyTw2+d+pC3T7ojW8WOU6cTbvReLJ15BWG+j10zAGEPSasFwC1DFAhhby0xhYDsYMwEAaSZkfel8NYw6fb0k9ojI+qgtX7UfsCx7TYZO551CpYr27HkYjgVpS4ABXFnQqQbll6qQAcKUMMyhdYzZ+rlaq9OoBJ0VP0lim4g+JMNVCYwM7ckEFyvZwvQ/GQMKfg29VgDKNCjTMBwbWdyDUVJQnglogHGG8q696xhzC1FtavrtsWawXI3irscYs4iIP330tWsTeOrZ72ulrICtvPgigKS8ax/ilYswSgrSMcANDmEqdOfaCOsB0k4CAHAHx9Yx8tyQSyv1WtwLB9Is8QG4jLH15XjNlqzoeLEhzYu61XnPrg6h8e4JRIttJM0EOtXorazCcE0I04SwJEgTTK8PnJcvIWhsr+0KOBe2lMoGYAFYd8VrEhgdXpNBN+de5ZKDCwukASbX1rPp9SEJOh+aww0GZ9tuAIBtZbFXHkicQpFbZkESkbrcjK5J4NfPfE9Lwwj0/F/+xjgyb+wGBOffXTMkWiOik+S/pkQAaaA8egM49zHg20HJ7YtLrh8raeotG9Hlo2A6sTLUhbzVmXIGRxFcmAJlBMoJlBEMtwijZMAZtuGMOHB3uqjdfiOKw/uwe/TG5bLrdxy72OFCxAASANkHRLZ0unHsUrKwPNuxHKepajbG7/sapCPXWlcAlGqkYYb2+Q6S1opm8UqGbpAMW+3m6PD4Yl95YNky7QaAgIhCABkR6S0TuLgwjV4ShbYrq9FihHi5kVG0kiFsZ6wbJIqaccFqxIPF/rDolGOjaGZmfyEpFW/u9Hu1Za88MGsYZp0x1vyAAC5tYVs6Gd26/zNYbS35hlS32ZZ7q1eujBYdr+rYJdtSBa2UlShlJUqaiVJWLIURm8qMTWWHdsFt2JZb50JcADDLGFsmovDBRw9mW87A628dw1233RuWXP+9ktuXFV1vsVzsr9oFt6ikqQ1DJVKakanMWHAZCyFjznjCGIu5EB0ATQDLRNQEEOOy5nRLGQCAiScmUV+84BqGWbHMQtWQZkVwYXHOASDjQiRElDDG1u9YK7iYiGIAIWMsBpA88MiBdQL/AY1Dx5nGbAn/AAAAAElFTkSuQmCC) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIOElEQVRYhdVXW4xdVRn+/rXWvpz7nsM50zNnZnqZ6UwLlEJrYYghiqiND4ZAxIoaeFASHyAYeTEaDT6QGDVpQ3wyQIKQUNGQSo0iaSixVkNRKzFAaRnamfbMdC5nzplz9tn3vdfy4UyHqTOdDo+ut337vu//1/f/69/A/9MiYkxwTc9ni+KWHWNs5bOUmUE+2/OJMdn1X1kiB5mPPz629cjhB+4TQtuayKR43xe/bd65Z7/eUyhnGTGLcy2/c3iP/q0DP9gwLt8QOTFx5oPH9t5//1f+ObgteHD8vfnK7Cyfc/xOvnZ5YtTxCg8kMv+ornkLmXSOEzF14MuPRd/5xpPqyOvPqPWwxfXIBddARKLVDKrVak1PggQtEe2/NBMOhWEwkMjeCuADABxv+N75Rvul6qbo1wvNmfG23Zx78dDbvlIqfviJsU8mgBEDiHQAJue8dOBxbeuhQ5nw+eO79Ultr+X5B/cpFYIIAExwXYNWILTn1IOO265FcaCHUSAB1InIBSA3LIBAAkC2uue7+0q7bv+myGlf4gav/PxVAuDDLBno2X47Whf+A71HgRgHTzEwYvCg2NzC1D07hm5r+r7TBhAqpeIXDp4KH35ibJWIVQKIGCMgf+sjh1/Rstrdy7qVAhhdeQe5gRE0PjwBYkX4C22QYWPfmMRb5wVathoKo2DYC9zpJI4bXAhXKRWvlYVVbmVEYujzP9vPDX4HFMA0AjMYlAISN0FkR4jsCJlqBQAH9I9w/wGJvu0+Pr2nilQ1QMeB5XmdAc/vVP3QKwIwiYi9eOjt1Vt9VTq4Bs6FnhsY/BzXWVpJhagTI7IjeDMe5v71LtwPj2JHeR4iJZAujWCgV2FzXw5x2A1uz00CUnF28fL4gOt3NvmBWwSQBiCUUqsDXnlhGClomiH8hWYc2RHsyQZm/vE37DReQ2/PRbz7eg9OH30Iz3w/D+KE4ug+nHtHBwBsq6Zw4WILDTsAAFyeq1dczy66rl1K4jirlNLXzPjKC8dtI21m4+Zbr74BRmh+eBpn/3Ibnv3pV/H0j29BW1UAKDBWRqWYRm5gEEjymJy2MbXg48hvI3xwKgsAaNmR5bh2seO2ilEc5onIJCL2wsFT63ugaPWG2XRtQnbicWtoN85fngUgMVTw8Zs3dHR9JPH1ezoQaQGzsA2vvBTg4jsWiD72dBRzMTVzvuJ4djkIPQuAqZQSRHQV5yoBm6sjccrMNuKZ2t/NkoWnn7sEpRQAgUszDP+ebODQHxR++UcdpDH0jO4GEccX9g/j5r39V2HVZiaqrmcXHdcuJnGcpZUKryXg2MnfyUw6344njr/GBMV/Psbx1Msx7v6hxInTHh79hcDhI004Uw5UopDfvAMARyyBbdUMiD7u7s1WZHXctuV4djGRcVYpZSqlxMpqWPPQyGUsN2U64+gk49m+m3D4+bPw5z0koUTsxdDyGrRMNxg9p0Ez+zF+yUbLia7CcX2ebizOlhy3VQ6jYNkH62YAADKpXCi4Vo/nJ0+mygWEdh0iq4GbHExnSPxkuSmBEYqje1E7O4+/vnkeSiVXYV24dGaz49lF17OLSqlV5bimgN8fe07qmrGYTB59jRjCJIiQBF1gxhnkUs1znQMKyG/dCQCryAGg3vSKjtsudtx2USZJGoC+MgvXPLd7CmXXNPQJ1Yret7bfjKDZBtc5mMbAjG4W/LqP2IlgFA1w0bcmTseRWbvTtBy3XQoi3wJgAlj2wTUF9FeGYiG0ejz30QmzmMPi+HvwZj1EnQhEBChAy2vgKQFIoLjjljVxpOJsYurcgOO2b3C9joX/6YrXFPCrl34idc1YxMyfXicol2kaREZApAWIE2QkoWIFYgQQYA3txhpVBgC4PN+o2M5iqWUvlILAzwJY7orrjk6ZdMHXNbMmF/13raFd6Fy63H2w5D/iXXImGPRCCoz1ronTsoP8mfHTowuLs/3tzkIJ3cNJvHDw1PoCBvuGYy5EI6qdPa4XUvAa0yBBIADMYIBSSPwEkR2COMEavnFNnDgW4sz41C7fd0qu1ynFUZRXSulExNYV8OzLT0lTT7eFfeJNFckOAPh1H2rpVA9bEZjGuj5QgDV065o4jBJ540j/hKYZacG1PBGlqTttrS8AAEo9FVcIMa1azunC1l3w6rMA65YjgO52ECATCbOUB+ebrvqeKJE7h3undw7trRcL5TCbscA4F0opsSEBVqEkNWHUo9qZN/SCAXd2eiksgKc5Eu/j/gAAuf5REAkQ6SBK5I3DvdO7d945PVjdPrepNNjIZa0OEcVEJJVS1x/L33n/pNpSHWWxe05SZezeYLFhmj1lqEgBiUISya4Z0W1MqeIg3Lk6Yq+2TL6lf3S6r7x5MpexLjDGagDmiKgNILjuWA4ACspPCndlUyUjX/3MPhABdGULGIBEoXsT4AZH1G7KXSN9tZtH75je0j8yUylvnshlrAuM84tENKOUWkR3lpcbEmB3mtLzjp3D2YGTiW1XpO/kDU5MBiGTkQehZIwkkEr5MHQV3vWpGzpb+nfUK+XB+qbS4MVcxrrAhZhQSl2JvqOUCh9+YmxjAgwjLXXdnMs1jj9pGpnbMjfkRtKpfMnQzTRjGRAxMMYkY1xyLuK0mQnz2Z62lS/PZTOFKSKqKaWmiWgOQFspFRKRBJZbyvXXI1/7kU5EFdPMDOUz1kDKzPQKrmUZ5yBikjMmiZgkYrGuGaGuma6m6W0iqi9FXV9BHj/0vTsAbODX7Mr67J33xgDqYRhIzvgiEVlY0VJxZVYDJDEWAwiX/og6S8QuEYUAlskB4L8C1awApib9LQAAAABJRU5ErkJggg==) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur59113 4s linear infinite forwards;
}
