@keyframes rwdcur138524 {
0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOElEQVRYhe3XUWhWZRgH8F9DRnx1UQtFTHRZLrd2IWputn2pw2qEEQVGF11EF12UdSEEQRh40y5S77pbZZFFXQTe24yGFIWCIAi5qWC6aDEIO87tePZ08Z3Nb6flvm8rutn/cC7e833P+/+f533f//MclvA/444FxjVgFUq4gV8w9V8LaLJOn1adhrV5wKR7TbmsZAQPO+u8T/zsCMYWIuafsEynAzoknhC+FSbFzPWczEVhSPhQokNiqz40/hvkq/Q455DEH8IHMh9Jq+jDNiGpGo8Ijwk7XVRZpgWjTdmogSrCUaGzKgM3hA2z5IS3pPplBqTKRrByIeSNyoZtE04XCF6WOpWLOS6Uhan8twHheWFiZpzqcQ7L6qPvdMBBiSFhh3BcJvKJX5Mh7DJil2Gbjdtu3MdS3cKlguDDEo96vx76Jh35mofwm/C0zHsyeyR2Oor2QkyzLU4gjFWRDwrPyLTK0FQbfYt9+mdtq8qkXcJ6B24b2+pVL0p8L7wg85LMWaFfosW+2gQ86YojwmWRJz4cM5G/+fzYZBDhVNXeGBJ2O1NLeIOHpPbLPCuzUXhHisCa2t5As7LxGfLIT80GqYqD3har9Val/5rwhfCIpEbyCnYZMVrYjL0Sc/hCUVFJU5Wn340uPOhCPfxrx91puYrRT99nlMzhCUUB141VPZvEJVy1rh4B60+6MaqybtN374jr+LX436JBXHVJo69N+QaDGrS7aUwJzbmc+dA8wT33VT1IK4GNcwn4O3pc8bbwo5gx4XpOQbdBy8WnK0RGBDFE7FbbKZjbB67lmVxXow8Mi9K7srWPy44R/SQtavWBohP+KeyVeWUeJyw7YXPBCS+Ku96Qreiqxwm5VQt+F/YIh6tqwX6ZbXkteMqwHXkt+CyvBScLx++QREd9tQCW2em8TcKXhQkPSn2eV8OfhO6C423Pl2xR1bCCNh2FfiARtgjX83EqtBQEHpV5XbrYfmAaszui72TeLHREPXk2qpuW+4UuwxbZEU3jVk9YFr4yuyfcK/NDnv5+ia0SHbX3hPV1xav12ajTBRuscVOTKaeVjKN9YV3xYr4LVqpUi0V9FyxhCX8BII/8QuuiyksAAAAASUVORK5CYII=) 15 15, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQ0lEQVRYhe3XUWhWZRgH8J+6Rnx1UQvFTGxZmVsSoua2tq90WEkkUWB4ERRdeBHWhRAEYbCbvEi9626VRRZ1EXhvMxpRFAqFIKRzA9NFi0HY2eaOZ08X39k8+1pz32fRjf/De/Ge73vP/3+e933+z3O4gf8Zi+pctxgrUMIEfsHUfy2gyWr7tWg3oNU9Jt1uynklw3jAKWd86GeHMVqPmH9Cg3Y92iQeF74SJsXM9azMoHBWeE+iTWKz/Wj8N8hX6HbaQYk/hHdl3pcW6EOHkBTmw8IjwlaDKttUN1qVjegrEI4I7YUITAhrZ8kJr0v1yvRJlQ1jeT3kjcoGdAgnqwhekjqRizkmlIWp/Lc+4Tnh8sw81e00Gmqjb9fjgMRZYYtwTCbyB78iQ9hm2DYDNhr3mHEfSHUJQ1WCD0k87J1a6Ju05Xsewm/CUzJvy+yU2OoI1lWtabbJcYTRAnm/sEOmRYamhdGvsVfvrGNVeWincL+eede22G2XxLfC8zIvyJwSeiXW2LswAU+44LBwXuSBD0ddzt/82tigH+FE4WycFZ7240KWL3af1D6ZZ2TWC29KEVi1sDfQrGx8hjzyrFkrVXHQebHS9kL4LwmfCg9KFkhewTbDRqoO43aJOXyhWlFJU8HTb0Un7nWuJgGZmy1VMfrp8ZOSOTyhWsCY0cK9SQzhotU1CVhiwojKxk2Ph4zh1+q/VhvERUMafWHKl+i32DpXjCqhOZdzLTS77DZ3FO6kGNI4l4C/o9sFbwjfixkTriELuuhfSiz7qJBFNWTB3D5wKQ/k6vl9oIXdu0gGiLdKskfvljlaqw9UO+Gfwh6Zl6/hhGXHbRSjRORjkHj1FlnnslqckKu14Hdhp3CoUAv2yXTkteBJA7bkteBj6U1d4puCgCAOkrSprRZAg63O2CB8VpXPB6Q+yavhD0LXbMe7s1Ncysn7SLvVUw0raNVW1Q8kwiZhLJ+nwprZApcckb3YIe0jLau/H5jG7I7oa5nXqjqi7jwahaZl0V2ikwHX2RFN42pPWBY+N7sn3CPzXZ5qvRKbJdoW3hPW1hWvtN967c5Za5Urmkw5qWQc6+rriq/nu2C5SrW4ru+CG7iBvwABgfqNADGQBAAAAABJRU5ErkJggg==) 15 15, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPklEQVRYhe3XUWhXZRgG8J+6RowubCGYSU2r6ZZEqLnN7Z9NVkkZUWBEBEUXXVR4IQRBSOwmL1LvughWGWVRF4H3ptGIojAwBEG3HJguWgxiHec8nb1d/M/m2Wnp/pvRjc/hu/jOOd/3POf7vvd538N1/M9YNM9xi7ECDbiIXzD5XwtotNoeLdoNarXKJTebdFaDYaxxwmkfOuUARucj5t9Qp12vNomHhK+ES2L6elLmjDAgvCfRJrHJHtRfC/IVtjppn8Qfwjsy70sL9KFDSAr9YWGz0O2M6jbNG60qRhwpEI4I7YUVuCisnSEnvCbVJ3NEqmIYy+dDXq9iUIfwY4ngBaljuZjDQkWYzJ8dEZ4SJqb7qa1Ooq42+na99koMCA8Kh2Uin/hlGUKPYT0GbTBui3EfSHUJQyXB+yXu93Yt9I3a8j0P4TfhUZm3ZHZIdDuIdaUxTTY6ijBaIO8XHpdpkaFxbvTNdumbcayqk3YKd+u94tgWL3lG4lvhaZnnZE4IfRLNds1NwMPOOSCcFfnCh0Mm8i+/OtbrRzhWOBsDwnbH5zJ8sbukdss8IXOf8IYUgdvn9gWaVIxPk0ceNWulqg56Ray0rbD8Y8Knwj2SOZJX0WPYSOkwbpOYxRfKiho0Fjz9JnTiTj/XJCBzo2WqRj/VftJgFk8oC7hgtHDvEoZw3uqaBCxx0Yjqxk21e13Ar+VXywZx3pB6X5j0Jfotts5fRjWgKZdzNTSZsNQthTsphtTPJuCf2Oqc14XvxbQJ1xIFXfotEz4qRFENUTC7D4zlC7l6jj4wKLwp0yNzqFYfKDvhn8KrMi9e2QkrHN1QdsIzwk6ZB2pxQi7ngt+FHcL+Qi7YLdOR54JHDK5qN76F8Y9Ju24QvimF3z6JttpyAdTpdtp64bPShHulPlHNhj+IpZvFJBHEANF5a75lC8qGVbRqK9UDibBRuJD3U7GouUo+1Q4ukXU8L11oPTCFmRXR1zI7Z1ZE9d1ipCBghLhtkdBp0AIroilcrgkrwudm1ISNr8i+y5e/j2QTSZtrVxMW0Wild213XKsJ2ySeNbZkjewOssc43swuNZ32hf0XLFfNFgv6L7iO6/gbcbf5EKa5NeIAAAAASUVORK5CYII=) 15 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur138524 1.0833333333333s linear infinite forwards;
}
