@keyframes rwdcur232690 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 17, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
40%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRElEQVRYhe1XTWgTQRT+oiWH0Olua3e3ihghqBdzsCpqQxEqgYYeW5AcvIg3pQfpVRBy8FI8SI6lB5UUIRECKR5EQYuVotRDLYQWoQVBq0ETIqFow/M0S/ZnNpPfXvrBY3fmvZnvvbdvfhY4wD7DV9vwJxMkMvx7555PpGsFPfaOVzeuW9rXnjzrGLmrAwCw8PktAGDu07eOkgPAIZGiG+RCB7pF7oA/mSCvQuyKA279hq6QoStSjil9jJQ+Jh1E3TQbukKPrlxAb2ELNzcLAICdHyXHOE6aCuv4M3gS0+8/utrZISxCN8yfGsSb+cdmlLWyknqKVFhvZDoAgmVoR29hy3wPxSZw/5gGqpTMPl9AQSg2gS8P7jrsW4ahK7QYCVE+l6V/1T1TljNpenjiCC1n0pb+fC5Li5GQdM1IOWAnryf5XLaNDmiqOfFodJxGo+OupHadoalSDngWIWOMKrtVDKj9AICZ6duek3H9gNqPym4VjMkvRyEMTaXVtXXXqIfPh4WfQTYDnquAZ+DqyGUAwK/ib4v+zOmzjjE8W3x8uVxubUsXZSAej1uezWZACowFaHVt3eFI+nnG0uY2jAXatxVz8IhevH4ntImNRQAAOz+LnTlJZ4MqGZpYZoP1024/8KS2Yo6Z7aJvZSpKADAUL6J6vAeHv+7h+4IKALiUfukZeVuP+u3MReIiY+9PJmiptOG4bzSUgVoEJz9If2d/MkG3zh111TV0HDcDL3KghQzIktuv+XZ07OK5Hz85B2gK/wFlOsExVGlD7AAAAABJRU5ErkJggg==) 15 17, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
}
div.testarea{
animation:rwdcur232690 0.66666666666667s linear infinite forwards;
}