@keyframes rwdcur253374 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 5 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEgUlEQVRYhbWWf0jcZRzHX193JZPdnMG4BUOSsgjWMJzzYnmyOSSFWpFTw3QWZkEHrm0Hc96C4ByUqBgWdTPwzg1cFMFii9la6TKFzRL7Q2GUS8S83Ka77+YQb3v643y+fr/f+ynR+597fnyez+f1+dzzfZ5HYUVCCEEMKYqixJr7r7LI4McyMmIaCSHE/wVhkcFdDQ0ApLtcANyor9eMjmVkaBAN5MWslFQHV5KGVSCyAodqa2nr7tb6J+bnOajsBKC9vyuh0/cK65IGsUD4P5Z7QA9yYn4eADEwllRgKc22sE4kArHIhh5Cr+Xl5VWjNUoPEgsiad9LU3OGfmrm5qTmNJAYEFEB1qWna+37Zwa4D6yrcIQXDI1H2JsDLk3NJQ2REg1g+do1g3Ozs9BzT0dbZlgz0jcc1yYuQDRZhsaxDI2zNDVnqIK5/FK5xfYIiPb+LsyfsQYgN+B0KMRD2dlMh0IAKI7tmvFI33BENeJlGw3CrBQZvMZqpcZqNUzKMT1EMtJXJRGERQav37gRgMy0NAA8W7YwtbiogfhVldwYTnKL7fjcHg543AnhzJsxRVEUxa+qeINBvMEg7tlZGlpbcc/OamN+VaXbUQ4QkY2+73N7gMi/JV4VLAAHlZ34hRqTeuL7swkzA7Aff12rhAyaW2yPW4WUBvJEe38XYmCMbkc5YmCMq26v1peZS+eJ/lNpFy9zeVdoFZAD+vNeOgEoKH8TgJZn9sStgN5Ort/m2GuAOdXcZbgbtIb++8wpeIzK+rcB6PV+juv3S1oQPYTcdD63J8JGvx5g9PJ1bV4PYDEPNpAnRi9fp3L1OcDx/N2M/j1NzqNbqfr2tDbuK6oyBA2mCV5+o4JLn3ypjcvA1U119JiyhzWchB/sfTFirOqH0+x5t5xgmqAoLydZVwYZLqP9+0rEzEq75qtW/GWHASgs2gWzi+FfoGr/PoOTpqJibT6zogx0FZDqaT5JB1dj34bVVqvoPnPeMFlZUQqPwIHnw9kd/vAjGOyj12RXuzl8iPkunEUM/ZQ47WgAAL88vtUw2fvHNAAVFaXh/kpgvV3m+vV4bDbcgQA/f/x1RACBoKbpLXqao7+oDCWptlqFPJKlzt+5gyewEBVQDwHgDgS4scPFdz++r7SkPysAnJ0tdDrDD13X7d+Se5CYNb0tOxkzAF4tfQ1A8Os3ZG1aotPpImvTEpMLqVHtDV/B9pQnEAWvGAxKN2zgs7nw7SYzjSWPzcaTIx002v4BYHIhFWdnC5MLqTzgQWKA/JJd2P1tERCJNHXvHgB/7XgBu78Nu7+N/JJdODtbOFrdyG7nO8zcfjgxgJQZYi1V0OtodWNCG8MecPR2KgMgAE6e82nj5o2plzcYDDeCQTjng5pVX0DEEywugHmhPD69TADhXe6x2QyBv7h5U1s7XHNIW5+skjqKe1RV6VFVJatjEHcggDcYJKtjkB5VVTynJrh7K8TdWyEuFtcndmZSzM+wgysKzRjKN3OkjJeeygfgwpEybezip5nh9p9T0ROIcQgB/AsMQAgYE1Uh4gAAAABJRU5ErkJggg==) 5 7, auto;}
}
div.testarea{
animation:rwdcur253374 1s linear infinite forwards;
}
