@keyframes rwdcur257016 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 4 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6klEQVRYhe3WTYhWVRgH8N99Z5hwHIawwcxZSMWURBiFkVhJkIW4MKGFMBUUSLYI2wxkX5t22iIwaFVE2CD2RQUyZNQMfZCQUBFZaDAubEw0NyFazsy/xX2vXmvU9x1dzh8Ol3PueZ7//3w8z3O4INJHhshucpRMkTPkINlJBknXhe1bQzEDcTe24klOdDGCfZhAAwNYgQfReRzPUbxxuUIq8lvJOMfDxjAvuEC7LrwSpkJGSM+VID/GaLj2IsT/bXeFIyHfXIaIdJcrHw3dNefzw6bwdRgPB8JHYU1o1OYtDUdDdsxWwGscCwtrTh8IJ0JOkbebF3IL+ZyEH8Pi2vy1Kceztl3yPvJ3eeZ18lMhw2TBDDZLyc/ljvTX7N4P+bZdAUPlpasu3Pxq5cOkcQnhv/BxTcC91S4sa0fAbt6pOdlUbfsMK/+f7Xqmw/VN2yLlYvJ0q+wNLC/jvMJj8C7FiRbsP6GY4JFKkKavO9sR0FcmmQr98FNr5sU0fmVxbWxC6bN1AdPlp8IZ6GzVAbqYrHU7lD5bF3DoiZd3GkuMJe5+aADub808vbiD/bWxATjUjoB9+/eeG1j3FFhdhtol8Th/dTPc7F6F2+G7VgUggx2dyQcTyViSL6aSG5YlZZznImeZe8hJttUi6NE0K+aidgR0kWMbhkoBY0neO5z0DyRlnGf9+fkgvWRzSb4rdDbJO8MPIbvaID/rdGPRSF7fe76IlesSRUJ+b6bgr8jJeT3JhqHUyIUXqvxxUzvMtfdARhYssubVUZbUTv/IOJ8N8+cEHZ0suYXVg8zvLf/fVxQYxA40nqHYPlsBPfj06oVWbnmLFS2UlMlJdm7lzRen0dhG8Ww75DMgPWVJTVY9nGz/MhmdPncsVdtzOnl+R3Ljbam2ffNsGWd4ktEsqS9hRe813LycvsVMTXH4IL99zz+nTeLDcl5x4AoLOCtkGVYpc3ufMsMdUsb5Hoo/Zks8hznMYQ5zqPAvat6d/YVZU1wAAAAASUVORK5CYII=) 4 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6ElEQVRYhe3WTYjVZRQG8N//zm2iUabQi5kurMAUCaEwGqQkyEJciNAi0BYtpA8IgxjQiDbtsoVgEC2CCBnCvqhAJKMm+iAhISOy0EAX45hos0hCK+c+Lf73ev/WjN47upwH3sV7eM95nvfjnPMyLdIgw2QvOUUmyT/kKHmbbCL90/t3h2IK4gG8jCeY6GcfDmIcNSzFEB5G/Qyep3jjaoW0ye8kxzgTtoQbgmnGLeGVMBmyj8y9FuSnGQ03X4b4v+PecDLkm6sQkYFy56NhoBJ8TngyfB2OhSPhw7Au1CrrlodTIbtnKuBVTocFlaAPhYmQc+St1oPcTj4j4YewqLJ+fUp71vdK3iB/lXdeJT8XMkLmTeGznPxUnsjiit97Id/2KmB4cH4qD25Oe+cjpHYF4T/zUUXA/e1TWNmLgL1rNydfpBzPvZ72sU+x8//5bqQZbmsJKFJmUJ7plr2GVctWdQz7y2f0DsVEF/4fU4yzuS1IWTPc04uARmNRx3DmBPixO/eiiV+oBDAOjV4ENJvNjqHvOlDvNgD6uVCZ9kFzmrVTCjg+drRjuHUFeLA79wzibg5XbEvheC8CDh4+0DFseAqsLVPtinicswOMtKbX4y74rlsByKa+evL+eJkFn08mt69MyjzPZe4y95E/2VFJw8fS6pgLexHQT04/OtxJxXfHksVLkzLPs/HSepBBsrUk3xPqLfJ6OBSypwfyi0G3FLXktQOXili9IVEk5ESrBH9VEp9tdcJ6ZfcvtOvHHb0wV/4D2TdvoXU7R1lSuf2Tx/h0hN/H6auzZAU7n74Rf1TCbMJu1J6l2DVTAXPxyU0LrN7+JkNXaCkPFIUyW7fhJdR2UGzrhXwKZG7ZUpM1jyS7vkxGm51raY/959N6cIfax751poxTfMlotdQXMTQ4n2WraCxicpKxo/z6PX+fdwEflOuKI9dYwEUhK7FGWdsbygp3XJnn+yl+mynxLGYxi1nMoo1/AfEVnJAz63AgAAAAAElFTkSuQmCC) 4 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
}
div.testarea{
animation:rwdcur257016 2.1333333333333s linear infinite forwards;
}
