@keyframes rwdcur98648 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0UlEQVRYhe2UXUxbZRzGn36c0nNaVkpXWrq2titot5aCrQ4UMX5sZiFs0YlTt5EhA2Oc2bxwMTGy6I1m28WcmS4OURODMzO6GDczt0RBgeEgo4yKZWzMgoO2a0tb1u+eHi9wCUIjGFuMCb+rN+d9Tp5f3vzz5xQUqt4jSFIdDYdsAJJYYjj5BYVFT2xrOiqQyGrAsO4J+NwOAK4lEwhOeQf0esOWrQ17SijJKrNUpqxL0fSdUx5nAMAEADqrAgCSLKD00Q3VllxRvofMk7JVRYbyO4pL6kmheJPfPRFLJuNJAO5sCcDlvDEqV6ifK6+oYqKRMB2K0aECpSaqWr1WpdQZtii0+h3cHN4a7+S4B8BYxgUA3IzFolpDWfk6uUwWYWia7fF6QeRQEZFExhVLC6lbQX+pY9iaBHA6kwLc24eBvu5Pr12xNVoqHoJSIQWLy0319nSttA/8bHXfuH5pbGTwCIDLmSz/iwCAy9aLXUOllvs0YCEc9Tvzv/zwrX2RUOgogGiaf/kA9ACs/0aAPevs//GHM4eu2m0Uh8Plt3/39ZVIKPROunKSFFbX1O7s3Vi76ycA5kwJIOjzfd7ZftYeCk0Lr9ptnZi/mLgGk+WDfW8eOvH0868Yg4EpJzI8lDBaKj7e1riXxszzzoa36an6UyfP9zMnO0Yiz+zeP02QwuqMlv+JCcCROd/4T9bVf9Ez5mK63anp5tbzDCkQN2ajPC0CgaCh5ZPPbnZc+qW3+eD7DuO9VW2YGcLZHMaMfGaRSGQbD7573HW6wzr+cvPhKd1dJScA8ObE9OYHqxNydXFrpvvzdzS+NHz24nVm++7XAzJVcUuacshVRS279h9nTJWP/Yr5L/O3sBe416RYhPLtN14dajt2YLtrfKQJQHxOhrtylfYBvkB0q8hUqSeFwq3/RIC1iEwZADvSLyMewefv2dzw2gGJQutjIUV1n2kbHbxwrhJAcDEC3IUjaTedUbf27r1qbbHZtK7KnCtVeybcXjZBEGFlcYlx8MI5E4DOTAnM5djjdS++cP+GzcghBXGGpj3xWIQdz1sBjz+A/EJ1UrFav3Ni1L4oAc7CkXlMC3JFRDwe1UTDEYoSink8HhUjuUSKYWg2zeElUnSybMxu/QqAJxsCjsnx0VO2vq5vB/u6+8JBvy6ZiGuIHD4llcoSTIpOsHMEgknHCBUO+r7JhsBtXMlErN9xbeij/p7v290TDlYsFjUWSOWiFWIp2+38nXL+NtyG9MObNUy6NebWh2ue7V9f28QAWL+U5bPhAXgEQN5/JbDMMsv8f/gDzRtui/znuX4AAAAASUVORK5CYII=) 12 12, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADy0lEQVRYhe2UbUxbZRiG77bnlJ7SBkptz+jarh3trFC+yqSoIzHR6UbmdMsycUqmE8hisi3GaaJGf6hZNIuZxC1mmRGTZUqyICpOZYmBbHzIhgq0ceVDCOCglBbastOvndPjD1yC0AjGFmPC9etN3vvNfeXNk0ekztadISlKHwkxTgAs1hhRljrbtOdAzel0Jb0LvGBrYNYzBmB6zQSCc74+iyVv7/5DR/Olyo02Fa2tinPcljmvOwBgEgCXUgEArAAofGh7RYk8I8tLZaqEOlOefZM5/1lKpnjM75mMsmyMBeBJlQCm3TdHNmj0z9nLyvlIOMQxUY5Raw0R3eZcnTYnb6/GaHmGSBPf45ua8AIYT7oAgJloNGLMK7KXbqDpMM9xQq/PBzJNGs5Q0oRClS29FfQXjg30sgC+SaYAcefQ19N5/rdBZ3VJ2YPQalQQEET8+o8dd7n6uns9N0d/Hh9y1AHoT2b5XwQA9Pde6/i1sOQ+AwQIRfzurMaPT7wcZpjTACIJ3koAWAD0/hsB4aKz/0rrpZPDLqdUJCIkbS1fDYYZ5oNE5RQlq9i17+D1HfuevwrAliwBBGdnG9rbvncxzLxs2OVsx/LFRFiLS8++8vb7n1fWHrcGA3NuJHkoYS2x1x+oPsZh4XsXI975eGVjw3fdfMMPTubJw6/Pk5SsIqnlf1IAoG5Z+Z7Kxi9b+/mmK4O+2ldP8YSYqk5FeUIUCmX1Jxdb+OaOYd/xk+d5c3F5ExaGcDF1WJBPLkqarjh19rNAc9cQ89K7n/JmW3kTAPGSmKVsRyWnNVnrk92fVVVzZKDlp9/5p4+8Oa/edPe5BOWgdeZztW/V84Xbdt7A8p/5W4Qr3Bs4AaE58caLzgsfvvOUZ2ygBkBsSYZQbTRsI9OoWzn5dgslk+3/JwKCVWSKALiQeBmJSYnk6O5Dr72n1BhnBYhLOy9dGHF0XX4AQHA1AsTKkYSbzpqTW3xMbzTbCkrLbXKV3jvp8QlJkgxpzflWR9flAgDtyRJYykdPVL1w+P7tu5FGpcfiHOe9HQkLY5lyeP1BZGXrWc1my8HJEdeqBEQrR5Yxny7PIGOxiCESCktlcoWYFFNRsVCAOMfyLIQsG40VTQz1fwHAmwqBsamJkSZnT8e3jp7Onmg0bCQouVGlN1H6LbliqYIW0qZiamr0hnTOPf51KgTuMM3ejv4yOuCov9ba3OafmxGEAjNGhSwtLpWQgcG+bol7fPgiEg9vyiig1eoztq1lV+8tf5QH8Mhali9GCuBhAJn/lcA666zz/+EPMQdnzIYLw4sAAAAASUVORK5CYII=) 12 12, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
}
div.testarea{
animation:rwdcur98648 1.0666666666667s linear infinite forwards;
}
