@keyframes rwdcur71816 {
0%,3.1258064516129%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
3.2258064516129%,6.3516129032258% {cursor:url(data:image/png;base64,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) 14 15, auto;}
6.4516129032258%,9.5774193548387% {cursor:url(data:image/png;base64,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) 14 15, auto;}
9.6774193548387%,12.803225806452% {cursor:url(data:image/png;base64,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) 14 15, auto;}
12.903225806452%,16.029032258065% {cursor:url(data:image/png;base64,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) 14 15, auto;}
16.129032258065%,19.254838709677% {cursor:url(data:image/png;base64,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) 14 15, auto;}
19.354838709677%,22.48064516129% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD30lEQVRYheWXv28cVRDHv7O+vf3x7Ntb20cMCihRhIhCBX0KBA1dpCB6JKA3JysgO5wOc3Iiy7JECf8BUioKmiCK9BGCgKCILOGcbGyf93btvf3l81DE3vPm7Z33SJGCqXbnvZn32Zn3ZucB/3ehcQ14/Q9G2AfgAJMPgEsALh4Dl3VQdWFsf6VCi971GXEfUDwknQA8EQBwcayF4JjR9/ug/QAJL3MbwGOYeJfqhWDOBQhXmLuOC1WJoSg80sD3A8REUDnAPW5xHyV8SLdGgijDBh42mf9aCnnb6WT0qhGjrJdR1i3oqg6jbGBSmBDCyMyjKMCu18Uqt3gUQC7d/UbCycEWZpUyakoJllJCVSiAuQmqvzn0i3q8xjvo4W8/wF5JwVbUx0aUYKp2FQ36ONdOUv5yO+BH3hPMTGgpwGtiBkqDCm+wB7zGu5GTAhz3ahC1N7Asbkg+pBR0I0dy6AYueLU9MpRn5TrViTU7o4tcP3duBuDHRsBh5OZO9B0VvPZ7YYibVKcLlekzAD18vvezZJ8CfNcIeMfZTAcmDUtyGjiVp3WgoHxAC/RKbRAJd3Mbi7uPM/YpgN/zBotrNq63LHrZviA5TTrqWBCf0SLpVS19j1wvM557DCf1KgDg4iLRnD0jjcfdALz+qDDEKFEAoNGIuBd2AQAVzcZ7X5XS3ap/QVS11RyIDfA364UgDMtMn0PPw9LGfmqnAEAQ5G+8U6FbgoR9LOnDo33wD2vnQtymT0mvDgpVeDBIw9BKKEEszJFhy0cpiB3wb+dDDJPCAABA9aukziSS/tDdA3dX/xPEWAAAQPPXqFw1JL2/7+CAx4/E2AADiCuSvu938OeYEAoAGDlFpwiETtOSXunt46dnIJb5Ww67QfquT1WyAM2mRubJ2fciB/e/PCr0FTQ/T8aELelVv4N7ZyACtzdYvFLB15en02Oem4LDk5pQCOJGnSaFHAmKHHzPd8/9kBRAmIOwHEYOfl3mwrmktxZITMkVc9frYile4rAbpTrNqmTmpACfNA0S2mAvtJ1NbLXGgKjVqSxkiLAbps/Wq3No1a5keoJMCs5GAQCeOP8gWSkOYVKdyJTTAQCaZeLO7DujG5L3mwbNVS5lJrSdztOuuKC8TnXShFwnNEvkzh+vJ1Q8wPRA89ckO95d46PZHtrA8/WEp/KwySySCFp8CEspnbTlEUoIoYoQz15MfCvA0UvADhG2mbFXUuBqKvZQwgItDl1naJv/9kkTGq4wB272bxmHMaSLiZVdgzUbHxW4nJxbik/7AWHoMIzR/oQwUDZ1JGIGNwvejF743fCFy7/Ah6Xz3khisQAAAABJRU5ErkJggg==) 14 15, auto;}
22.58064516129%,25.706451612903% {cursor:url(data:image/png;base64,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) 14 15, auto;}
25.806451612903%,28.932258064516% {cursor:url(data:image/png;base64,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) 14 15, auto;}
29.032258064516%,32.158064516129% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7ElEQVRYheWXz28bVRDHv7O1vb+ctTfOpiGmEqBy6K0SQhwRJ8QJIcQNIf4EKsu0KAluSK20VCYn7hzgiBCnSlxKjwjlH0CIH01dkjj22ibr3bVjD4fEa2/f2tkthx46p915M/M++2b2vXnA8y6U1KGxw8weYAJIjeoA/gLk+8CrCujdcuJ4sRx+ucOMPpCTgKE7gHGBsYwTjEaPwPwnhpkHoFWCflkFisDJZQ1pKsWKnTrP4N42c93uwJBSGEkSjDkuTs8F/UvgugubqzxACst0fS7IzGhfbjJnBz4O7CYMaWK2qKZxQQIkZJAZ6QCygKwBGuDADewk38WRP8QuV/k1WpsJETlQqQ540PwHBSmDgpSCIaVQ1HN4RQOsEs0Mxr/WGPkeHNXFcElC3R/iD38A11rAB1SJ9BOUX224/Lf7CPpIDgBe0At4uzJ7YgFkVONu3w4AHvZGcCwdZX1LiCE9qXB8WwjouB38dpc5LgBJJerLZkjndfxI2xBA5bbLQ78TafjQdtCoxYewqESWsRgCuHF0U/APACrfumy39oIBVc0JQX+3XTR2kkCU6UVrshKdvTbWGt+E/AOAntMNlLJiYqOaI8u8KAQ9bA4SQVylNTLySvDud3qhcaEGAEBR8gCAj9aILpoFYdxr99FKADFPJACoPPDZc9oAAFU28cV6KqjWdz4jKppiOvR2D7zTiQWh59Tg2ev2sN66H/hJAOAeRxfeWN64TlQ0dUHvtfbBtd1zId6jDcpOpcHrOsFzZAqi5EqZ6GVTFfSu3QB/XXvqdMQGAICVEtFyIS3oj5tH4B/vPhVEIgAAsK4RKfmMoHcaNng3+UokBhhDdPOaCHHQBO8ng5AAQM2KVR4HQllcFfS9xy0MOAzxA2/xcdsL3hVjUtASAGy+KZOin/77rm/j81snsb6Cri2Qaq4Ier/eRGMKwulMjmnF0HBr8a3gN49Mgee148x/ClG6StmpPX8sGd/GId8590MCAE03AqXv2djZSnD6fVImPWLHPOq28XN/nbtTyy/nwrUTAGx+qJIsT2qhYe/hu2oCiPdLpFsixHTuc5fyqFofh3qCUAqmVwEA9u0D/LSdAOL1EmkrYjoAQMnJuL10c35DsnlDJcN4KWTw2G6edsVxIVZLpBvijqnk5Gj7KOWsnjAnAQXt9Bd80oe/rzEKPaCI/9cTjmXcFWv9YxhnEPpZW27paeFi4uRdYBWgFQIvM4ZLErpyGodIYV5XPLMt//SsCb23zex2wqel7/Uxwgm8kQPmYwyHPVA+PEdfNnEpxuXk3K143A8sqDpMVczttOiaCm1BgVwswIp5M3rmd8NnLv8BY4mZ3gCj7qoAAAAASUVORK5CYII=) 14 15, auto;}
32.258064516129%,35.383870967742% {cursor:url(data:image/png;base64,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) 14 15, auto;}
35.483870967742%,38.609677419355% {cursor:url(data:image/png;base64,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) 14 15, auto;}
38.709677419355%,41.835483870968% {cursor:url(data:image/png;base64,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) 14 15, auto;}
41.935483870968%,45.061290322581% {cursor:url(data:image/png;base64,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) 14 15, auto;}
45.161290322581%,48.287096774194% {cursor:url(data:image/png;base64,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) 14 15, auto;}
48.387096774194%,51.512903225806% {cursor:url(data:image/png;base64,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) 14 15, auto;}
51.612903225806%,54.738709677419% {cursor:url(data:image/png;base64,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) 14 15, auto;}
54.838709677419%,57.964516129032% {cursor:url(data:image/png;base64,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) 14 15, auto;}
58.064516129032%,61.190322580645% {cursor:url(data:image/png;base64,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) 14 15, auto;}
61.290322580645%,64.416129032258% {cursor:url(data:image/png;base64,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) 14 15, auto;}
64.516129032258%,67.641935483871% {cursor:url(data:image/png;base64,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) 14 15, auto;}
67.741935483871%,70.867741935484% {cursor:url(data:image/png;base64,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) 14 15, auto;}
70.967741935484%,74.093548387097% {cursor:url(data:image/png;base64,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) 14 15, auto;}
74.193548387097%,77.31935483871% {cursor:url(data:image/png;base64,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) 14 15, auto;}
77.41935483871%,80.545161290323% {cursor:url(data:image/png;base64,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) 14 15, auto;}
80.645161290323%,83.770967741935% {cursor:url(data:image/png;base64,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) 14 15, auto;}
83.870967741935%,86.996774193548% {cursor:url(data:image/png;base64,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) 14 15, auto;}
87.096774193548%,90.222580645161% {cursor:url(data:image/png;base64,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) 14 15, auto;}
90.322580645161%,93.448387096774% {cursor:url(data:image/png;base64,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) 14 15, auto;}
93.548387096774%,96.674193548387% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4klEQVRYheWXz28bRRTHv29qZ385Xv/ItlFC+CGVO1LhjLhyQahCQuIAfwKRFRWUFjcNVqgqqyfucMgRIS5IcAGOCFXixg0aEqdJbGdtx/vTsR8HK+ssYye74dAD77T7Zt6bz86bmf0O8H83ShvQ5MfM8GEDeIoRngI4ggIVr2KN3kmdL1EAnzxkiBCnuoA/8NDla9gHsDca4S9mtIZzIFqCZtwEsAz99CYqWUqUO3Pp4Dtb3G3YyJgCYigAdXZfz3FBdAKPG6jZzJkBcOf6xSAzAfj7DQ5yA7QPxoOfWZDVMAcBE4CNEXIAXCgAdHjOORgRYNgKUHvCvH5rNsTUhsF2lZ+dnmDOEsiUBTKmgLlioKXrsKgyM1mdf2MXBXiOBjFcwLARYPBngHnPQvW96RCS0/vhHu/90YNSvBYBlFcM0FI18QKr84jtXhgBjP52YTgWNtcMKYf4t8PuBVLCbs/DgB9xUoAKCSqGSswX+N2pfWMA3tdV7oYyAAAEBzaaXE8OYRGVrHwM4P4nLSk+AvBqVd5t2lGDmdOkpMaJjSY/TgyxZhEVX7Ci9053F1+tN2PxEUDPcSNnUVdg3q7RjRtFKak6aKeCWH+NSM0Xonc3iJdCWgMAUDDGm51urVN5UYYIwg4OU0BcZAIAguov3PF9AEAxpyDzwYNotdJLn5K5LEPshB38mhBCM8zo2fV7+OnucRQnAKDr9S9MQPN3SJ8yEw3/GNsJFua9d4nU3KQMjt+LnqeWYJoJWiN/XoY48GzU+csrlyMxAACUqEJ+tiz5W/02HvF3V4JIBQAAFq2SMleQ/LbTRJ2fpIZIDXAG8coUiLZziDofpIIQAGBquStBvKiWJP+xu4/6gGMQm98y+/1O9G6okxNSAICy8SYV1PHet/sBTrc/S/QVr9MqLWvywmwHDdSbEwjPmRw+uprHW5+Xom0+tQQdx08yPgDgfapQKZeX/PZcgIdHfOmHRAB5Q58EuwH4x83kZz59TGVDnolOq4e7P4fs9ybTrytmrE8EoK1vkKlPfqG7z2zw77UUv+DbVDYsyX++9gVzBR/VrJgmiJXg/CwAwOG+Dd7bSgHxBpX0xaltimri/hcLFwsS7cMNenkhXs92wx6r4sQQS6QZ8ppQVHNK75Sa8FQX6ECHRatSXJ2/YRdlAMv/TROe2Zkq7ishMuYYQhgCQxXwsoZ0MfGcAoAlEC2C+TrEcAHZnoLMEXCRKp4py+ntsQjlnS3uenEREYY+ugCc0Qh9ZrjDIYjiJ2MxVFBZufxyculRfKYHjLyG7Lws086bZuhQ9XmUlWVUrGQ3o+d+N3zu9g+WNKStR4kU8wAAAABJRU5ErkJggg==) 14 15, auto;}
96.774193548387%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur71816 0.51666666666667s linear infinite forwards;
}
