@keyframes rwdcur257663 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJElEQVRYhe3WX4iUVRjH8c9Ou7mp27qurktFCJZCG0FiQlKyikqIZBBJRoTRP5C9KuoiiBChxSDMCxEJIYiQMiOti8pAMkoMgrY/qBRkZhexpYiFrrPrr4t5p3F1wxn1JvIHB54Zznm/v/O8z/ucwxX939V0EWtKWIQuXIthHMGX+P3yWTtfN2EzjiOPkqfJU2QRaSP4HA8VJi+bmtHfycgGEnIV+bOIq+MkeZPMrhgZwNzLAZ+I3Q+cDevtzf0LFmQTOUIGyXCplBSmDpGFFRMjWHYp8Gbsfq4K7unJcHt73iU3kxZyO3mEbCSfkJ/IB4TWsDZcU0bvxRro/2fnfX3ZT5ZUdlYdZRzEryUyh7xKmkmp9HY4GtYHg5jcKHxeGyPVnR8cDf4K9xQZquoGrMMIi0PS1JTwTVgYleJtSG+VSC/ZMXVq7q3B3zgHfK7uo/kEH6alJWEwbAylsspnW5dKTRwP2TZ3bsbV4PsvAK/qQWaF00Xd7gjTg9X1Gpgzu/ru58/PqpqBx+t9AAbYlY6OhM/CncG2sSaO1TBm3lYEx/fssbsSnsLrDRjYyadOnoS2KuaWsSaOldJJHUXwFzrxM4dVWm69OsNr+AJ/4DuYPtbEsTIwfKoIxqHIxsQG4HBsud98PPmAlw2o9CRH6zVw+Mci6GxtNa8y6Trc2ICBOx7G3T09Ztb+O1Tv4iltpExSKmUN1S9hR53ruycwFJLOzjxfK+L19ftn75NkJplCVlVabxnzLrCuGR9tIFmxIodHN7C7GjHQ30Q2FZk4RF6pnIInsOJf1nTjhyUk3d3J+PF5sQb/thE4ldoYWFuceMPkGNlJZtUeuB2r0IetExhaTa7v6kqWLs17o3e/tFEDcOs4hrYUp9yZojkNkTVkEnmMPEPeqTaulSvzUltb2kfDt1wMvKplrZT7yb4iG2XybEtL+trbk46OZMaMZPnyZNq0/EJeGA3fhasvxQD0NjHYS9aTrcV9YB05QL4m73N2tVfHXvWdHXVpMjY3UZ5eABaT+edDg+818M4bvRV3qVw6nyh+T8JptVvxdpX+e0VX9N/R3weufD6PmC5QAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur257663 1.05s linear infinite forwards;
}
