@keyframes rwdcur151795 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 19 4, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 19 4, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 19 4, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 19 4, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 19 4, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 19 4, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 19 4, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 19 4, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 19 4, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 19 4, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 19 4, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACkklEQVRYhe2UQUiTYRjHf9/82lwttoMpg61GJmQrBM2DEB1C05PpVzePo4NiLLrYya/dvlCISCYddit22ZIlQYVhXToUeKlhUoPC2iEcaZispnu6tJJlsvrmPOQf3svz/Xl///d7n+eFHZVZuq6LrusiIqqu61LxACJiERFV8lIrIqrI5hmUcoGTEan2B5RsMiI3gFWgG3gPXAXu+wNKfssCJCPiAOaBBeDQBpYFYMYfUDqLP1jKwHdci12eB1x/gAPUAM3JiPzGMxXAMAxsNtvsqeYeVwn2GqCruCdMBRgaGrKcbO566D/QUpI/nXl3r7Ojo3v9dKhmAgC7jx1tWlardpVk3mt3cmv6aWLf1JQ/9KNm6g8sLS0t37578/TnL59K8r/+8JJQvSd8RdeThZqpAE6nE7ttz8e8rJXkb244MTY2N3dhfa0cYzh82NsUiukzKMqm53njDygNxUWzY6gBofYWDUWxILLhW1NQTTIi1cXFKpPwOMCzV4+xWCwY0Yt0Hj/Ht9xXbFY7q2s5Xrx9TvTR2GLbkXavP6CsmOD90uDgoNbY2ChA8Rr27T/4pK6ubvbS+eHrHW1nIjabbR5wlAUMMDIyooVCIQkGg9La2roergGICIuLi4iIQ0QshmFsut9fNeH4+LiWzWbjVquVfD6P3W6nv7+fXC53FrjzLwcq+SEyDEPL5XLxTCZDOp2mtraWeDxuCl5ygL6+Pk1V1bjH40FVVVZWVgiHw7hcLlPwUqUBEgwGJRaLSTQaFbfb/fPOKwIvrIGBAfF6vdsDp6jbt1SpVEpLTExsDxzo8fl8kuntlenR0YrDASYBqXe7JZPJSCKRqCi8oAeA+Hw+SaVSFYcXNAn0bBd8R/+PvgNNqgt1uxk7dAAAAABJRU5ErkJggg==) 19 4, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 19 4, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 19 4, auto;}
}
div.testarea{
animation:rwdcur151795 2.3333333333333s linear infinite forwards;
}
