@keyframes rwdcur55263 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 13 13, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
60%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEsklEQVRYhe1Wvc7cRBQ9987YMavVp09RoEpFBSKiQIg3oIiECEqiEAKIjoIX4R3oqECgkB/SpU+F6GiiwAOgJEqWzWY9nrmHwjPe+fbngwfISJbHlj3n3HN/Baesm9cuAwBIAoDm11q9K8vKvby/dvPOaUdPS/a9vHX9KkiCpGZA3SZRESigEwkb9wYA1/+DyA6BDF5ACwG/9TwRIFnACnDEhoABsNNInCBw68Y1wExJ+gKcQdsM2uZP/TYBG4EjgJBVieUuIvbZL3dPJ3D780/BlGpr27xvM6EuA9dqgGSswNcZOJQ7KlVu3Pp1h4AvG6aEIi+AVkTaTKLL16wi5TM4UFlOckVync8IOShCfi4xsqtAsZ6kF5E2S15AZyTnALq879KoQlnF8jXJlQFLACsAhUzIVxQR+2JLBV+srwOsJiAic5LHJI+i2SyazZJNMWIAolNZZdBFpcwYG0Qs5yq4o0ItZfF/UWAGYG5mxyTPhhjP9yldTOS7JOfRbBmNDxunD7zqE6+6EIhXAWyMz+L7WJHZWUXKOr+LGzozm5E8GlJ6ZzB+o6JHgCGSMOIYwAcvwnChde5u4/TRGecAaAm+QEwu0NHfshMLU1Wrc55kZ2ZttvRcNPtaBUdOBV4VXhUqQEgJg6XZou8/ehGGN/qUjqPZEcE5MQYwSU9SSSqxK0GtQLG+RHlHslvH+KETOSsygisAJ4JoBsn3wTiPIbzfOrd0IgullsxZAfDGMbUV3K9A/ZzZepI+kS3J94yb6ASQFVCQxGDEkBKC2Zt9il00a41oC7AxGwdiXwzonv2EY2YK4BzBiXbTNHj9rbdBEIkcFUgJZjaPZt6IlqBmq1HA9xh7wgUnVo6JMXQJgISASEJIjHj25yNEs+kajBAhkhHE+O92lyEJkd3e56sPpm6WnyMAi2aPVXB+yIeHZBj6HkMy9CkhmhU1liKyXX6n83CgEtZ1oHxU528w2u/RcB4AeqSJxGoIWMeIYSzhUOAvJ7J2IlPlQ1UD9lmf/9sFztavAay96n0jn/Yp4WUcsAwB//Q9XoQBfRzBRWQ5a9vfGueei8gq/1uTiABMZVeFOjBGl2/AgxNZNs49FsF30WwRkuFlTFjHiJClF5HVvG3vzbz/u3X6TCALbPrAuoAL5LALsPG7ZQUCgLWIrJzIovP+DxLfPu/XF0leUNUjDyydyMPXmubBzPsns6ZZeNWnKlgAWIrIpEIBF9klUWdBcUEA4G0sIupE0KgDPSPQfd+nOItmHoAKxBrn4hnnVl51pYKFiDxD7oiCTTyowGTPBLidBZbvpX4rADgVNHBBRLrGaceqHatodCpF7lUFvgYQst9tn/VAla0/X/0E2Ew8reWuaGad5VkgFxlP0ldVrR7FSgCuVaY5ICug8as79w4rUKtg40/1wFkO8gLxIuJFOE1ExhPfhAw+1YRD1p9QAAB+unIJVg2jZf6zcS7UXOOn2r5n8IgZ3JAnIOQg3Gf9DgEA+PHKJWDTlNRylwSgVWPRPcVrqiUZuKTeQfC9BAqJMiNkApp9PjWWLQLAptpNwCrAl7cPgx8kUNYPlz+emlJNAgC2houSYgYA/wf41Xq1yvoXi9K3hqYigHkAAAAASUVORK5CYII=) 13 13, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
}
div.testarea{
animation:rwdcur55263 1.0833333333333s linear infinite forwards;
}
