@keyframes rwdcur240897 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 6 8, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 6 8, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 6 8, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 6 8, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE0ElEQVRogc2ZX0hcRxTGf2t9WHF3i4qWlhBJKxhkTaXB2gQsSksrpoUWDNQ+BPIQQh4SLZg/WgoWadoYoVkD7UMfAq2khUToQxUtQUvTGrQJmGiCFiu0D4ZG0oBKXUph+7DOde7cvffO3F1Nv5e9MztnzvedOfPv3hBAe6w3hQYurJwK6bTbTuS3x3pTJw+e1Gt9hdTjElESK0sBPFx5YPOf/zjImKIkVpZ6uvQZUUzJIvIB/nlBK4PgSq6pZY//9QiItCmKFpNMJnm0+pcjhUKQnsRtH3d4dpbo7OMr+hwd5BqCNIBIGzfysCEAvEUkOvu4VnoZgPvLS4BzMqnO3eBnJ+W6DfeXl7wFQGYRMvlMHeo4V+0EhL2fnRt5UObAhZVTITpJtdbVA/D15HUH+WQyCaTzEvB1rkJpb2yv4gm50B7rtcgDVO8o5+9fn2SxcAbYJA8QDoeJFkazch4tjJJMJsnPd19LvKIP0gio5AVa6+phEq6VXiYcDrs6unHuoqNu3+nj7uwlJJNJz769kAfu5AVa6+p5dfld1/8zkfeqV+FG3i/6AHl+5AXcRAiSarRFWVcE2FNUhzxspNCOnS/peZi8rk1GF2r0TdMpL1dE1EibRF5AENeNPkg7sU7jTPsBeJPVncgCJuRB2chU6GwyAjfOXWTf6eOOX1Nsm4CZ+QkAxhdWOXHgdV9H/UOjNFak943qyv2ebU1EGM+B/qFRizxAY0WU/qFRXxtBHtLi/Wx04SogU/Rn5idob3kFgOdrXrTqGyuiDlJC6Mz8BI0VUau9+NURrgPXYXITIBMXuD09ZT2PL6xaBGXCbu3d0kk3jbRTSETr9vQUxZEIUzdvUhyJUByJOEZDJq+2lckDtnQMAm0Bcg4DNDU0WM8qKbVebptrGE/i1MxcVg6ztVfhKuDhyoOQfPmQnY99/plVN/7TmKcD+X9hl0sRgS/1sggZa9/eIvLWXq22btiSfaC6cj+h6t22Olv50g8ADvKOdkrZb1Pzg+cIbETBWk7HF1ZpVMhYONxgibDKElQRor9s4TtM6n6g7qpB4XYEyelZSCD+XI3jtBpUiN/ZaUsEQGYRAn5idA98puTBQAB4i8gFZn+bNn7rZ2ywFSKCRF4gkFGuRHi9ptRFoDvxGwUvB/Vns106dp6lY+e13qm6wVj5mfiJ1IcH0pvV3qufWvWXjowxONBtlb9b/9Fmd6vlPQDuFL0JwPz0Im3DzQCMdM0xONDNJ7P9WzsHZPICgpCM+elFW/lg+d2MNlVtEavuXmItkIicf+CoaotQxR57ZffdjG3vJdYsEVVtEQYHzP0Zz4GfDzdZz6tn3mbX0c0YyBGV8W93q/Usor/raL7NNiiMhqskVpY6svMdXrv6vlW356kCAAoM3qatb7xClG16ajv44o9vjFck7REoiZWlEs3Djvo7f64bkYc08Uw2ieZh4xXJOIXi8UN83/KRqZknemo7iMcPBbI1ElBZ8yzgFDH5+6NAzsFOXvRvAuM5MNI1Zy2Ts7NfAlhzoq68SLuvntr0tziZfNPZ3Vt7mAOnCNgUAvDBL32utoI0YEuZoOQh4FlITLSRrvTl3E2MCpU0QNPZ9E1tWw9zAvKKIcToQJCG7A5ykKUAGSbLXy6/9v8HlpFBsPrBagUAAAAASUVORK5CYII=) 6 8, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 6 8, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 6 8, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 6 8, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 6 8, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 6 8, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 6 8, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 6 8, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 6 8, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 6 8, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrElEQVRoge2aT0gUURzHPxuxCtlAbS7UwUOXIiaIoH+EdOgS0S2LopAIokukQYUKQRCaWFB6KryEWUlRxwipQ0jUEkSHJepQ0BJFlgVqsO1lOuhv9s36ZubNuOu24AcEZ+f33n6/7/d7bx5vNgHQbvU5KFyfPJ/ABzU2KK6SpKy0AzAxOZ5Y2m71OecOnAPgS+7VTESmz9GJa7f6nLbLZ0m+mb31AG1cJUlZaWd14xq5dJbogg5va56TFRH/v6E1AF4T/4P4lJV2UlbaWbF8Jfl8nm8/vs6UUFCjw9uaIVM98VLrAFI2+Xye31O/mJgcTwAEGgBYaPE60Sr19fUwVbwONTAfAX7I6Ona6USrSOnIdaiB/s6roVlQRS+rawjrEizc+InJ8UTJyhKJQAP3MmM8bbwLnf6llLLSjpFoBU+8hTsxYbZEfCgdfQhYhVzxwNPGu/R3Xg0XE4NldQ0UCgX3WoyYojVwLzPGbbyCg0yUg0Kh4BrRmdCNPkAC/LcSam1Kp/umjrtxj+pulEm+l2QyCRTLyU88zBrwQwyIeDXVlUY1EdsAzJhYsXzlgooXksmk56Glw2gjFmelKQd//k4HioeAVahWMCqhaoy+EJaFms9AzRsIXUarWT5CUBnVfAYWDVSbmjew+ByoNjVvYHEzV22MzzUXOgsmow8RDEDx+KSSRv78nQb0Z0c6Yp0sV8JIVOFCrDlwoumQ+6XqXxR0baXfKBgfLXbYp92TC9tuhdzInAxEMaFra9utdIDTmx0wzoJRYId92tl/9CIAe3rWawWUA3UATEspNAMi/uHwRQZzI7zZdRKA5ld3AOjZfR+ArmcH57S9NfbS/f9Y844590vbSt+bn9800Q4YZEA10JsdSMgEzn3/4sb8PHgJKJpSxamoJse2HwHg45VT7mcHtm4Eok3kSAaEC6+LR4wiXhjfeYYNbf7l9a5/mvSLa57PVBOjLd1EmQOhJdSbHUgwjDsHVCM6gsTL/Z8vTOWFY+xUVqHB3Agnmg5ps7Dq/gXjL5Y2paM/mBspbwmppKy007/3MdnskMdAXDKff3uuR1u6se1W2h7vNTYR60Fm261c2lLed2ciPiqRDazbtBaYvwl19FXx0r8pkfdCKSvtPOl6z4e3nwDIZocAIpWUiB9t6QbwiN/Ts75yc0AoNQFFIxBsRs2aWjJxxENMA1DckT7peg/ga6aUUtFQ3J5EFQ/zMCCor1jFjAkiGuIJF8r6SxOTl9zCfESr/AMPWdnXtEKm0gAAAABJRU5ErkJggg==) 6 8, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEq0lEQVRogcWZTUicRxjHf1tyUNhdUFmLHhrSCgZZUyFYSSBFadOKaaEFC7WHQAgh5JBoQZpoKVikaWuEdi1tDz0EWkl6iNBDFS1BS9MqaxMw0QQFk9JCDFVswBXcQ+nbwzrjvB/zfu2u+V92ZvZ53vn/n3nm4503AtAVHzBQ8PnGexE0UG3d7HYNXfEB4+FJw3h40jDSR2eM9NEZwypItf3jy/+kvc6uGKiIVxoV8Upbf085GXc0HbGNSld8wOj8uLtY/FxREa80qhLVVCWqsYpwFABmEU+SvBf2uP3Z0XQE0k828gBlsXKy2SyPM/+wvrFqmneuAgB2m7yaIlWJagAtefAhIGznOjiRcCKtoqSkBDLOz/MUkOoZdB0Fr84dIO3XN1YjYoK64dHaiqNw8BBwNX2D64kr0KNPJZ+kdfae5L2gXYUkeeB64gqpnsG8OnJCVaKabDbrauMWfdCMwNX0Db5jkCp2ouM1EjOffmFrO3T+rCs5gWw2m8vzEIiA/ijhlJ8vr70jy2KEnMgLeIlwI+8VfdgW4AavSSbIHzp/1iRErbuJUAWoZT/kwWUO7Bas0feaE1YUTIA1jdzSSoeg0YcCCPDKcb8TWUC34+rgKsDPJgM7JHW/xYSrUjcB80vTAEwtZzh37FXPjoZGJ2ipiQFQX3vY1baoKTQ0OiHJA7TUxBganfD0EeQhJ97Lxy+0ApyiP780TVf7SwA83/CCbG+pidlICaHzS9O01MSkvfj1I9wPtMOkE6ASF7g9NyvLU8sZSVAlrLPXpVPB9wERrdtzs5RHo8zevEl5NEp5NGobDZW81VYlD5jSMQx8C1BzGKC1uVmWraSs7aptoRF4Ehvzi3l1mK+/FVoB6xurkUdrK46dT379lWyb+nXStQP1f+FXSBGhXylVESo2f7hF9I2Dvmx1KMo+UF97mEj9flObqX75ZwAbeZudpe61qXnBdQS2oyCX06nlDC0WMhInmqUIWVdgFSGely8Cvw9Yd9Ww0B1BgqQP+BAAkHyuwXZdElaI19mpKALAWYSAlxi/B76g5CGAAHAXUQgs3J8LfF0f2KEYIsJEXiCUU6FEiI0yLHkI+Ur5WumLYfsz+a6cucTKmUu+7lR1CKz8QvKc8eGx3GZ18Npnsv3yqUlGhvtk/cetX0x+t9rfBeBO2esALM09oHOsDYDx3kVGhvv4ZGGouHNAJS8gCKlYmntgqr+1966jT11nVLbdS22GElHQ63VBqo4D5sa+u46291KbUkRdZ5SR4eD9BZ4Dv51oleXMhTfZd3onBmpEVfzb1yHLIvr7Tu8x+YZFoOGqiFcap555m1euvS/bDjxdCkBpgMvZre3bN9Wnv7Gbb/76PvCK5HsEKuKVRqptzNZ+5++tQOQhR9zJJ9U2FnhFCpxCyeRxfmr/KKibK/obu0kmj4fyDSSgtuFZwC4i/efjUJ2Dmbx4fhAEngPjvYtymVxY+BZAzommvWW+n9XfmPtQopJvvbi/uIc5sIuAHSEAH/yu/xQlSAOmlAlLHkKehcREG+/NvZzrxFhhJQ3QejH3prarhzkBdcUQYvxAkIb8DnKQpwAVQZa/fEmr+B9zKzOS4kG/OwAAAABJRU5ErkJggg==) 6 8, auto;}
}
div.testarea{
animation:rwdcur240897 2.4s linear infinite forwards;
}
