@keyframes rwdcur241836 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 10, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADu0lEQVRYhb2XXWhbZRjHfwn9TNaZdmk602Yrs9tFl9IP6aRuo72YcwUF3boytkv35YUgDkGlVfoBshu9nrspxcEIdB1a6MyGqGx2WLAOOz86CWq20p3FmJEtWdOS14v2HM7J+chJq/4hnPM+z/s+z+8972ccAEIIQY4cDocj1/ZfqEgIIQLH9uscQgjxf0A45GQAgWP7iV4Irzhykpc0BoXTZtAnP83aBi+Sk6mHQZ28rDEoAEqrN9iNCatt7IAUWTnLGoPC21Rn6k8uJACo2OxZM4gpQL7kVollu/yMgTCDMBxWo+SH+k5wqO+EJZCZvE11ylDaAsjX87XAmEHYndiMDZ9nbPi8Icx6pIyLvB9EL4QJHOleV1ArxX68q5mUtr6APNv/rXpq5QVILiR0s30tiWRlCwUoREupjKXfCNwSILmQYDknaDwiGdaNRyS+e+0VU79ZQkMAmXQ5lUGobGafXk5uFcsSKPc4Tnw1pbwXu0qUIEupDNJkiKVURhe4vuco9T1HkSZDhl/BDER3HMvv0YthNux6VkkMkP19Hmf0tiZAPCIhTYY0NmkyhK+7l6ptPpZVsIsPHunOhaJzrx4kOh7WkXm6OpTkVds3Mf/lLP4XmsgGduqSO6O38bx4UtuzrbXEIxLFrhLDnstyAjy5/6fy29cziLt6FwAC+Dj8BQBt42cB8HX3KmBmyQFin3wAwNnKp017D6s7ocvbLjo6X1KM7po2roUG+WhPHacuXaI/O8uV6RkOtLfyTqJcE8Bd9YzGP+QMkr71meIfHRjhzbk7pkeyYpQh3DVtivNaaJDY1T5NA/UQqJU7N+wkB9UyTMWmHVNfT2icW/zFjA6MmLU11ejACKMDI5y+PO7IdyvSOV3edgGwr/d95q5/SDYLbzXUKP49B1p1Qa5fmdGUT18et30nNK3o8raL6splSkvLcTohnU5TXr4y/vcWVraN2s365ul0mj/uzKwfQNbW7a0CIP6wjJbnukg9vIc/eERTZ372Iq6navEE9vLrN8MsLtqHsE1a4esQzc+/TKW/hbkbQ+zY3c/cjSF8W7rwBPby9/wP3Pr2c3455wbgt7uP6Hzj5vpuxWp5NqaIRSao9LcY+mORCTwbU7x+9T3F5t40KB7/NW0JYRtArR27+zVPtR7f/76gWLaHINDQLDLJReNWq0dZSUUpP98cU8yfHn8774oo6L9foKFZuF1upaxeGXL53Z31StnOciwIoMLXoTm2k9KUw8hWSMyCr2Sdh8/QefhMXptd/QPrlKVYZhyHsgAAAABJRU5ErkJggg==) 3 10, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
}
div.testarea{
animation:rwdcur241836 1s linear infinite forwards;
}
