@keyframes rwdcur207718 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 12 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB7klEQVRYhe3Wv2tTYRTG8U9uSgyhhIKhqEOVUgWttIMgKk4Kjv7YRBDcnNzcNEujYwVH/wm1Q6GD6CbUTVoHKRQjbZESitYSY2l6Hd47WMEkV4Mu91ku3Pe953zPOe/lfXLSqNouYQxFFJLnJspo4hM+q+U3eg05kAqAQziBUZzCB7zF2k+xCmkC/h6g2h7EBE5jAy+T4JNCF45hXah+DdvJl1tpAKIOa0dwDncwjevYQR0N35xMki+ihBEU1fJ9A2gh0jJqPa7gNlbwBi05cEaovil0qZImeTeAZTx1INe0D8ejsqkb827OvTL14JLxqOF8VDD16Bl2k28aaQFyXXdU24T2NtTyTczgyi97wh9Ry2+mBfgTzfQzWKcR/BNlABlABpAB/HeA3g1JtR1hyOGHRfV7JeEGDO+CT9gV3NB2hyh/AcAwSoYnB9RNCAakhMEEZi0BWUkD0NsIQvUlsDIUJUlHBMd0UbBqZRSSm7Fnde5AuIrLCWgLg74OFZPVMYwLVe8I/nA77Qi6deAqnuCyMIILWgcrQvVnxW4JxuWLMIL1NMnpfgYqQqVH8RHLoq0t9r/ANTmvsYQ5tXzq5N1VbRfMxqtm41Xx8/fiuwseN76L7y+IF5fMx3Xx9Lv+J94LYc/BCgcyU6ZMfdMPwMqB4XBgukAAAAAASUVORK5CYII=) 12 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
}
div.testarea{
animation:rwdcur207718 2.5s linear infinite forwards;
}
