@keyframes rwdcur116104 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 17 18, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
25%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFmElEQVRYhcXXTW9cZxUH8N+MXzJ23MQ1cdIM09AGJUDSRERRKlIElBdVtFLZoFkgNqyQ+BB0wXdgAx+gqrykWdBIsCgRhLSKoqaBVs678SSxO7UTxxmPPTMszpkXO04KEhJHuvK9c597zv/8z/8553HBF1nVLkwM/HIfo3ghnxexlL+NbuNhyYzVJ7kf/oLg49iLcdTRRgWH8x724DI2nuCl+bQQTwcQWR7M+4Pp7Ov4Cv6KFZH1LtxJEKWB75fMPBHYUwBUFQXth9PhKp7Di/n8UgY+k1+sCkZKgrEmbvSor4KimR5rAwCC5vF8bqSzPQmukQ5LmeWEKMU/MZlrFvFKflPHLIoJ+Jqqyfy+qGoD9UFWhhw1jaG8dqTjrq1lpmP4PNcsYgEf4WKufwFvJtjFBDLqqFXsRCH9FTHmqBVXugxsthKOk0i5hQ8SxCLKZn2igwdiP0wnL5MZZtkvPO9kMjnlcREW018TCqrKAy8P4kB+vIF51H3suoWE+6WBfHbiGdzO+zGhhAdoZZhDvo9Pt4C4j1Uz2lsBdMW1gWE3/MFQOn2U10gs3Pcy7Q6tNiPJ491LCa6ZAIbzeoATPQGXcC/jrRRU7dUvRVdwG/7hQo/WlXBYPtVH2mpxdzbhLlE+kfwWAtj8h0JRBTzMJI54HXOivGTge/p7945Q+y53cT2eym9QLMaCuffTaScZedl+t9Xmz0aQyuvxbvo4zRbLdbGXOggdlcSuW6Vfzb5V8Z6O0Vjy/M/j59u/y/c78YbduG+GTQye96/Ka8FAoxnl0WF5AZ8l4JecSkh1tu6CqmEc8FxQbpxOh7nf91YUPMTMpvVxfeKmZLq1wUgxgo+MsPywx0DXun2gXRwIXtRtvUWMUP5RZGO37dnq2qybDjL9agRvrHP3I+rXQhP7v5Yh19Fv6U0sFQfclDCp7qzxCNfpMP8X2884ZEcbNcHURFKO5fOi2h9T62pmXPTGe97BohmLZjQGAQxj1QNR52nW1lDGq07kWH7cLriukfeFyNhV3FLwmjHNpK6QLDxCf5IaBNDEhrHIeOf+zChWTGIi+/qgdayx/xgjQ3HV3t/0frQLbPoQnhUbPYbcFgAzGmhaCy4etliu6dZtJVeNp1Z6Vnkz/rY73O33u65eNhSZv0Szm/Ma9Djb7AxL7mCB6TFRx73+JKq3K/HvzQna0/VQkeEhQe8Jzw74azjl24YZKuiPOyqq9vD4MGpoB4CRkXy77Ad2+7M4CX2ACVfUHKH8LdqtyLf2rti6Fy3l/J/ChHnneoXrjqUxJRxWtbgZwIyGKbq7oHwy6LPbl/E90b0WjTJ9LDRSLFD7W3K50KP+iNhVv+o29/p6JlTcxHxpawmiP80x/zbFIXHcjL2wiq+67oxnaG5E9mtNMaC+az+6h9hdoqdUeupfFkNpHqGp+tZtGFbJT8dTSbO46if4o5veMszUgVjaQv1yj9rugNlI+tvu+bH7qae6GNvLiEPsLNudCU/7mUVvW6LTpvJL5t7Bfb+1TvmHrK8zNMzCh+nwtB1mehVuC/nu8Yh9L2ZvWEug8wqu9sNtdyj9u6Wgde4i5W9SqYqqpe53DDF3Vij6tGO6NQ3xTaLhgjM6jBxn7r1ktdArwVMB3NIQLWQtU+pQ7FBIiXU64hj2Db/OsOdUfYqyy87Zgd1UTuUs2Sn6yYrHbPsBUzXusofdx/IrcR4o5HxotahdSsf7/MZtb+UZimXKpxNkgdoVIZYF3Hg83pMn3CGdHj9F1Kj8NKZdu0O7zcLNfH+PyneyJ6TNn9c7vhHAXPtvAFQVndNSFP1vPVfvwefRBwiBjYwGO7ffFYfUgihhScgRThra7h+TJwMYtKmB48S4EF9Jf0zfNHDKE6XpFfDpMf4zAJut0wsyLYRa+5/4/f/YvwFlo8X3qc5dHQAAAABJRU5ErkJggg==) 17 18, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
}
div.testarea{
animation:rwdcur116104 1.6666666666667s linear infinite forwards;
}
