@keyframes rwdcur173989 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 24 24, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF6ElEQVRoge2ZXWwUVRTHf/fO7OxuIUURCWI/iIXykUgsEBJCYpSY6AMhkRcSNFHBgkI0GsILJpjqQ301xhCFSqQ8EA0hIfFB1GqCkWpoSwiK0NKPBUkp0JC6bWdnd+74MDPbZTu7s9sWjUn/yeZO58499/8/c+bee05hFrOYxSxmMQ2IkH4JGECF1+ohz2cACxjzWhVmLxaLFSYnRGZ8fLyYvVBChlJqXIgJnY7jFB0gpdwA3ADuAGa+PcuyRoPGaZomPdLZe5lMRhmGsbGIvVABFbkG/QlCRKz32rGACSt8okGQ8v4ux3EksK6IPQoa82AE3cwXlYdHcEMkyDmT7tm2nf3lO8YTtBxYUIhL2BsI7O/p6VH19fWDjuMMAkNAEjf+h4G7uN7KBAzNaJq2AfctLQfmA7oQYm5fX98ztbW1930QSik88oUcEioAx3EQQqCUynq+rq5OptPpxbqunwf+APo8ESO4sXrDE5GPMa8PoBeoFELMNU3zkK7r0iMMTA6nQijpKV9E49ol7N+/PzuBaZqbhRCjwE3gInABuOqJsAJMWV7fVeCClPKiZVmfRiKRLA/btpFSkitm2gJyca/ta/bt2weAYRjSNM0mIcQCz1YSuIf7sQUxUF7fvWg0mkylUl2apmWjwLZtDMPo9cnremiAlC8AYOSnkzQ1NQEQiUSkaZotQog1QA1QGWJXRqPRymQyeTuXvGVZGIZxHvizHC5lCxhMzQPgxumj7N27FyhLRCD5VCpFPB7vxP2eOm3bzg4IWfHKF7Bi4SI6h9zlzmr/hubmZi5fvlyKiCz57u5uvaOjg46ODtrb24nH44O4q5YCKjo7O0vmE3aUqFJKXff/aFy7hIfmLeejzS+y7dhhHtbuZh986+hpVq9eTTqdVrFYbLfjOJdwl1gLQNM0wzTNK5s2bdLrkwOhxD4/3weArusnHMc5BfzCxAqWRSlnm0kQQvD88lX81nM2e++T17b4l3LHU9WHg8a9sb6O+gIT/fxXijVVNbS+tIPdx5vJCaNhCu8roQIs72yzHnhyZ0PN637HreTfIUNLx9vPvUJz5TwEghXNB+m5c/tSi2EMAv3AFQovy6EhFMPdCauApTsbar5kiitXGN589mUO/XgcQLV0Jc7g7im/4254CaZ4mPM3njGCd9YZg0eelq5EP+5q9KvX+vMHvoEwb/obzzBws6UrcSS3c8XWBJ99n+D91gRnhhIlEf32VoKDx9xxK7cGjukBBpjw/DCFN8aywsEEWnJvvLvHbRc/BrXVpRmpqYLHF7vX7+wJfGQEdzdPUsDruShHgOUZz+LAB247cB26e+9/eFX1etY8sXGSkWt90O85/r0PC85jUiADy0fYR5wLHXh6Z0PND2WMKRstXYmvgJNAO24IhZIqhtwctnJnQ81302YYjnop5SIpZZWu68o0TX8BCXwjocuobdvjAK2trZz9+ODM0w3A4Y5+AJRSStf16eXEM02uHDywnPhfRtGcOExAeEbx4FE0Jy4qILfotH379hllNVMo61zzxYXrQ0u2Nj4oLj5KS4Y9hIaIbdtK0zTpOA6pVGqhpmlw4ABtbW2cO3eOgVNH/AmnfMhbsrURTdOIx+Ps2rVL+kUETdNCxxZdRmOxWNXIyMhAJBKR6XT6PoOWZRGPxy/iHnkHcdfpmPcr+dsRQsRGR0e3RKPRrAOUUui6juM4SClPAFNOaLKIRCLZ62vXrqlly5b14pZTruIevkwm3oLl/fKTEJ284q7jOLE5c+bcHBgYeLW6uroCJmpCYflwSQKCCkx1dXUyk8ksBZbatv2CEEKBWz8yDGObJ8w/BueiQil1JWieUsgGIVSAUmpSLOYWnbw+Cfhp4CImds7hPHPzC83jx325KCpACJHxjedOpJQKrJw5jqOARymjuOvDz4EDSvlTz4nHx8ctrz6/DlhJgAfzvHYHuF1kwkxOju0Xd4vhDiE5cVgI5RZj+wk4G+WVxMcor7gbdtYKs/ff/4tpmvZmMYtZ/N/xDwP3VwjnnQSbAAAAAElFTkSuQmCC) 24 24, auto;}
}
div.testarea{
animation:rwdcur173989 0.66666666666667s linear infinite forwards;
}
