@keyframes rwdcur72629 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABx0lEQVRYhe2Tv27TUBSHv2s7cRo7wXYIBEKRChICFhZUIRWkjmShQyWEEA/QkYU3QEJiY0Bq4RE69gVYGIoYaIBWoEKEQCkVUsifOlzbtS8TOzcRLPU3n/u73z33HMjJyck56ohpDreWm0oJhYHB2abP6pO32nkTCbSWm8o0BSXbpDRj4gVFTlRsqkWb+w9eaWVaOsW375xToyii6hXxPAvftQgPAwpJDXEwwDsW6r1EV8D3LBquheW6DOMqu7OLfJht4bz8xEL7ERfPj/+tQL1a5mRN0I4usH13iW+Nq8SfZ/D7OzgDhTseagsYOsUPH78R9aTALU8w/26PIH6PaBS49iNFjQYI+UtbQKsDAG7Yww373LAttjZ3UfIF8c5XKrakIFJtgYm2YGvFUePKafYuLbDe2edMN6PcaXP5VI9mWXD9ufzrXK0v+MOV1VCY431qHze5WT9O0S8ROjbCMLUun1gAYP7pUKifHYLuNnO+Q6Xm008P2Vix1X8RAFhck8I8+EIQdTGQZMogSvTmYCoBgCQekH1/jW+OSEgJhVYDphdYepYIKWKsrEdmQGrozfXUAgD31mJhmRLbVoRSfxVzcnKONr8B+ZmO7O/+DLQAAAAASUVORK5CYII=) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB00lEQVRYhe2Uu24TQRSGvzXGcXxd28HKRsFWnASBUKBBCRJNGoogAUIgIURJRUWJREWFRJmWZwhIVBQUSEg8AQ0FN5PExIrjhd31XjK7Hp7h2JFo9qvPnP+fc/4ZSElJSfnPGNIDV7ee6cFeD9/zMYyE/e+vxT0mNrDxYFvHXkgwdDl2HJRySZSL1gZJojno7ojNZCTFsVVHN2s0HMVs1aIw26JYW2am0CA3U2Bx9Z6WGshKir0zJoGyuXgc8/DrIh/iIz6VejgrHVQwIvL6Un3ZBIZzFYx6jU69yFIE14dnueG0OH/0F3O+SWWpxdrWU9EURAZG9SqHhsJqlAmW+/SrLt3OkMrNC5gbC2TbC3x+91KUA9EKdDBiLpOwm/uIuxbydvMS7dw5frYtDryYb9t3xCEUGlAcuhGnr1V433QoRSa9ygpdo8zeo/WJnqNoBdqPyGdj3vR7KG+esHyZL1GewVjUZnIDxp8RsR9jlVuUzNv8svPYniK8f2Xiz0hkINGaU06Azzo/fpcY+GPCx5tT/YSyDNg2Rr7IblBkP1Go57emEhcbYJzBD2KSsoF6cXdqcZCGMIxIclUCX52ENiCdgBcyzmbQr56cyO1TUlJSAP4BOvyvtsgwAhwAAAAASUVORK5CYII=) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur72629 0.33333333333333s linear infinite forwards;
}