@keyframes rwdcur83446 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAUlEQVRYheWX2U9TQRTGT2/b2/bSFQiVKqWGpsWKVqQXxGJiRAxuIIk+YKgYfTEhxhdI1MQHfTES0URZBFcMDy7EBYyKQKigBgsIBRHZ17CIgHa9dLn1b7hTJTF87+c338yXOWcGYLWLHUzxvU0aoUEqwZsWljyoDE4wBl5ypYeXcYwAGClFZWCohe/2RmEiU26yJiU+tVQrQN4IsgHp/izlMYc13emBXR0gVa2ogcJTas2CjiirsU50Tb+vbVZEeG8e36NWorBYTAtySSWHHXDeXqcibG9Gwj76AwBxal+SjfITQo8yr6qujmbCY3wCbluA4P4WhbcNCIe5PAEQRAgIY+PGDWk6pWu2T8iUx9hATobRpiDTu1wxeqNv2Qt+jxvbqRImb+Th3Zu3xzqY8hhHAABQ+awkFNj2gmjzi9jp2hnMcvTAUNJW1eXsQwU/V8QAAMDZk8mcrEhBxMDTUbiBLf9o65v2obL+X72ub8IKr14jgmEgRWAyncBIMn633+2MpX0+nC8J+97T0/X2Vnk54xiQWiiOs2ixSBSnMZBFHoqCjva2c3Kx+BUKC8kAQWCYw+ki7ldWQXioBBTyNaJFB4UBAKMmBIA4ji2WLwFl9HoqJlr1TcDjN46MDpmLy4rHUVhByWz+wK+oqBSv+MJ/U8gvIjJBgxXJZJHXz2wJUWh0VH37IOP8ARDHcXXDQ2laTvZFjAUls4vuEnlm2pVHz++Go7CQTuBIIjc/SubXFXUuVtdNBr52DjgMkv4FPcmjGz/NzAaYsBhfwx0qKdFrt5P2JW8LsLk0sFjg6La0DLkdBwM4SwwAv/6pAYM2ydXRPDghFXCiKQqf4HC4kGmgYqbG6EVxhMIF4/OMeIwjaB0ehhS90qq2z5s8Np9eq1VvSDu9L8pHjZ2/9KBvjikPeRznJaiVdOLuzxlr2VgonzYm5ZcNoXCQX8Wp3qkpGUY3VMnJhv5eyxgqB7kPPJ7zBUJxvkxitU5eqGltQ+UE9TPaZpt/YuRyOHeCgax6/QFIZwxBSKkhPgAAAABJRU5ErkJggg==) 15 16, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6UlEQVRYhe2X+0tTYRjHn525zZ1tZ96mTmFe5mVzlnmtTPKSKJRCkd1Ek/yhCJTSKAhCgiLoYmSNSiHSiIjCflFLssuhFLwzMO+ylFSsqdO5zePZ2Tn9DecdGVjf35/P84X3eb/v8wL86xJ6Ulyli8jTqkIMQ4uWcVQG5omB3vzibIFee+ChAUfmeKEWdhbp5OYoRdZocKaPxfSVAHCuoHCQjuDCuWS5tqisevYLmU2+a8FlEgZXR6m6x36sujbFwO5gukLi49pjfDNVt8xgHdExgmyKAf/haVv3HzdQrA+Vz88Jq6dMK6TLR2WV4XK3JD7SotYH5Pgu0q2Tv1ZpPjzew8PJlVS6Sm+bEKtVrNsFQoaGTAUWlKCU2uITYim+PAHfAgCAi1dv71AEOB8kjLWYlz4ssWuVhZEapbTqUMnNQb4spBnQyOYWMnJ3tgmGJx2ueWq0zQp170fWJmfHR1Fw/4Wutx2fsVt37uKeMJCGsLS0HEtNTcx1rzt0LMOIvZX+Y0NDpvbH9fUMXxZSFIvFApZQKOJjUlJraYqCgf6+y0EE0YrCQjKA4xhmdzjxp03PIcBPCSFBwYplO4UBAMuXhXQNe3sHOU1YBKUNCx+RSrw/mr9PkcZHxhkUlkciyU7vhoYmYtMbbykhr2QHy0sCaoDbe/rINt3xG5dWEiMdjg5ymjcHaZVqeX0lbn96aLOD2TgBUvfhbxPLzdbA6iQUFu8gyo8L9jp6KvGJTOS1YHy5MMBxGCw7GMMxkSyGEdrKrvebeO0DvHPATYHYtLROzFhFw7QbQIABqNfmLV0bVEqgCPMGAF4GeM+A2Wp3hUvcvpFgyZuyiMeBZbEzFbpCAb3QU1ic0/GifZgXDykJOU78zMts9wvlVmv3pW2noyIyGge1P+8XnH/Fm4X0GAEAXNMHEuzJyq5odSAdS97LTm4ctaFwkP8FHOG0zfT1fuqJz8Q0SzKk5h7rbNqurJokQ8Ffab5l9BsMqw51vCHzCwAAAABJRU5ErkJggg==) 15 16, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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}
div.testarea{
animation:rwdcur83446 1s linear infinite forwards;
}
