@keyframes rwdcur250538 {
0%,69.9%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
70%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE/0lEQVRYhZ1WXUyTVxh+PtIFIstIydig1K1U9pORYdhPIrHArnYhMcswXpiYbNMLlIDrxxy7MAF1CbCZAZYFWYgmKptxGdX4wwxZJuzrfuIFDVtgID8tUBAkxbZSViLw7qKcw3f6tVB8ky895z3ved/n/T2VoCIiIraWJEmKxQMA2WojAGhsOiYhDoqlR6cWyOye0FyI5KkvNzRWAAAxELFARdPN9OjUAiMFRuyfvI0SvRGZ3WHhkQIjjg/78HbGODK7w7KVcjNXVrJvLwAQA6Q+i9QNAFcW+rgeSZIkEBEZ7o7T4vIKHRnwkn02SMWuG2SfDdLi8gqV/bvOO+/rJcPdcVKTorg0e9lqI9lqI7XuzB4P/4pdN7geDoAZZ4YXl1f43j4bpF9pUrhIRDQ5tSAYj9xHAgCAzB6P4EgCAPzXfVsI2x1vKLKGOKlljYZkvnY43MKey//2M9fHQDA+ACREXujyhtDlDaHyvg8Vg484/xu3EyV6Y0xgFosJDodbw5+vLsXh1stofl2Py4WE0zsf4vjZe5ivLl3vBiIifU0LHRnw8s8+GxTydt7XS/qaFk2IJzyPSVFcpCgumvA81qSD1Yj+VCstLq+Q/lQrqVuSkxoEyzszLg/ORzUeK+/qM/YxEFGNR4LQ17RwAGyvJuaVorg0nm5GbFYw0qk3lXIz5sPDBaknz4VzePJoVLAOhxsWi0ngeaaDMBqSo57FRbLVRqurq1GRqz2MDDuLhJrP5KOlSB0FTRcwT2J5G9luk1NBOBQn2i92CfLqiDB97LehsYKPbQ5AttqoobECkiTBPTYnADCZ01Bfdw31ddcE/uRUEN9f6kJZrhdluV4OwmIxwWRO43JMH0uPelwLEaiUm4VeZuv2i2EjcnkOHIpTE7HEwkINz2hI5pFSzwh7x000Nh2TYr6i1k/PCpVdV2sn/602CgWGKBQYorpaOxERTXgWqK7WzvmhwBD5b7Xxc3VtsDmxaQ3IVht9VnUYgFgH1+dycLXDi8TBPiH0cnkOMB9C4mAfrnZ4cX0uB4aMdE2qTOY0mMxp8EwHNa+lEAaGrPLzQ3CPzcGhOGHISBcuTD+YCcuW54TDP9iHS/3aEc3kLAV5HETDmQua/wrCHFAd0to7j+f3v4vT5/5C0nu7Eer+HT1rhhl1vvEhWnrWz6uP7sKegWvAmlj9L04c/Oh9NJy5oAGpiUBkJJ7puYLhl8zwLCXAvyQhJZHwaHBckH1z53bh3Ji4CvuJD/j5F6WNeFJ0IOZfN100JhOuyssnBPwwAjACWKVEKH+3cbnFTic+ae+AQQcYaDX8vyiwJBjfa/sB9o6bUb2PGQE1VeXl01ffyQCApRdeA1KTsNgZbsVte/IwKmVhB7nCxfhwiBsGgCdFBwSHngoAA8HWr2S9rDkfdolp+dr5Z1x6gRgpiCS7T4ftaWHDnpBY8fcG/kCO+S0EFvwAgMm5cc39jSjqW6Cm7KwCMqVnw7fgR+6r7yAtNV34mpt2oX/sHzz3bAp8C34U796H7KyC2G/+VgFsRnd+Mmh4WwGxIQDm/dNQvCA2rYFA0L8lw/2jfVuS37Baq/Ly6cSXhwAA+dYf41LY2/stX1cXfbxpR8Q1B9ja7tfB9OJ6StwPRmHK2LG+nx1BScoy38fTjnH3KwBkmwuIAXDPjmBkTJGi8baiM645wGhm/j6StgXW1jMxeVuh/wFTk5X1hmJ+bQAAAABJRU5ErkJggg==) 6 6, auto;}
76%,81.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
82%,87.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
88%,93.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
94%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur250538 1.6666666666667s linear infinite forwards;
}
