@keyframes rwdcur164364 {
0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,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) 3 1, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 4 3, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0UlEQVRYhcWXXWgcVRTHf3d27s7upu1L2xXb0qYiXZKgYqg1pT4oUohg89ZWIQSKgpCX0BYiiiChUDEvpT4UFUGMiy/xi0bJQ4TEihJaSJYNcW1p06gk0aS1NEm7H7O714fNTGZ3ZjfZtY3/l5179pzz/5975n6MYBXK8SzYIGjOgZlKbRSvt4D/A3oZuypjf+Ct8ZwBqxWlvw8DGuWr3RDoZiqFDATKiiipXhlSJ21mXa0wpO6Zw8vXCWGmUuuaARkIANB+7gD93WN2cov4aG+zZ5zT9z8LaD93wJW8HLGXEC8RmlVZtaiGHAoz5NUmDRC1iigVlEvnXfbMstvmhACoCwXUvfspz+XmFGe1oNrqnRg8m+D2wpLdCmFIXVnJVvrkCirtvReS/2TpOfYZjU1NRfaO8y0uX+f7IAypq8XlezQ9s4eWE7urrAd++eR3rk/MrekXNPxFs2aJ0ACklFyLzXLk0VP0dY3yx5cSgK/fjrkSfX/mV7IpRV/XKH1do1yfmKMxEiFo+Akafk/yjvMtrpZZY/sssILP9PQQn5wEIPbVHley27cWKY2xkExnbFsynbHJK0EYUlfOQGeySihXrTN+LfJLH94oHEZmpkD246WfKgYAKFV+3zp+7BX7eS1ygL+n7haWoSF19fJbT/Lde/EiB+csDFy8SP/Ns/b4znSaHy5MupJavc3lFD5f5dO7v3usIKC+aZt67vXH1lTsxHwiSbgh6LIrpZgYnCE+NMuLb0QIP74ZAWg+AaJYUH/3GPoLT0RUur76e8bN4SVPAUII4kOzfP7UPqaGk7z70VX7v1d79+OTxVcQvf1gY+EpUZkwpxQj+2bQ9ILYZzvDnn7JpQzHd2xnq67zSLCOweYGhILW8YSLHEB/7eNvhCF1FdkZpq25gb3bttD56QAXThwpcvQJQeyDPzn90kFXkvvSJGQW9o7h+Wmiswt07NiOlleAIF3hzqMDhEKh5WtzC5vie8NM71riaG8zw8zYTj+/P807bYc8ybO5PCGkPY5+O87A/gZyPsiuzJascJXUAe7cXdxsSF1t2eW9tg+9WV8kyMLyvEndVgma9X4VKlVZhT+36jeVcu8p0ZOXAYTdlLSZFdbtZb3YFJYI3+rL/dfVwi7ZFvuN1vEEreMJMkrRmbjhGW9IXXne7Wo9avP5PCD44vQV13/OEzV68jLisIl/JLjanJ27n1a35iaKgmoSohTRU1c8j/CVaUccNm2bvRNmnk+6Avwj7nVeC6w7hpPYFlCOvFaoIVmWzAvagyS3sF5yeAgfp4Ys97npjX8B+4eAm9izJAAAAAAASUVORK5CYII=) 4 3, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 4 3, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 4 3, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 4 3, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 4 3, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADk0lEQVRYhcWXQWgcVRjHfzOZl9mNJlIIBY202kOXzRLBREtEQQXrxXbBg1sPoVLxogixQgJ6C4UKBilFqB5EMfSUVQ9bRaSFagQJgY2hSxpMq7WCBrU1NJtmZ3Y2eR4mM5nZmdmd1Rj/l5n3+L7v/3/fN++9bxS2ID3vCjsE1TuwDGOneMMF/B/QIuZlxPy2lyY0A04p6p//BVSiV7sj0CzDQCQSkSLqVi91oWFatUApdKGFxgiz9UKxDCNWBkQiAcDQqQPkR2fd4A7xc2/3h/p5bf+1gKFTBwLBo4jDhISJUJ2VtYpWyMHOUFiZVED5pyLqBa2bG4H56mpwzgsF4I6OhLy9ZoRuN684pwStrt6LL08ucPPPslsKRReadIJt1ingVF/7MFT+qjGW+5jeTMY3f/T0YMDW+z0outDkyuptMg/vZfDYnhbXA999cJ2rpaWmdkm93Zc1R4QKIIRgce43Dt/9OhPD0/zyiQDgszfnAoG+OHGZmiGZGJ5mYniaq6UlelMpkno7Sb09lPzo6cFAyZyxexc4zifGxrg0Pw/A3Kd7A8Fu3lih3sdBxay6cxWz6pI3gqILTXodvcEaIWq1Xv9m5FPv/2hfRlbVJvtm6tuGDgBSRp9bR3LPu+/NyAF+/+mWvQ11oclDbzzA529d8hl4s3CuUCB/7aQ7Xv7Z5MKZ+UDQVrZnfnTWFnBfpls+9tK+2I4AfyxU2J1ORhtImnYP+dFZ1Cf7UvKefd2xSCdHikyOFAG4drHc2Dhm66INPdJrvy00Nnz5wwL5h1LopiQ7UiQ3PhCPoQncbyDVs5tsf5r7u7t45aNznDl22Ede6NvvjitJhSMzP/Dei9nIwBfTvzYld7+BXXd1lStG5c6nX83Qda9/e02OFCn07afcqdBZlnSsbbDWYXdy2dIi775wCK3N39m989UM/a/1xBKgASzfWunUhSajyAE6y/b2c8jb1u3xVHoJVFA8Ne9PNyc/e3wGQHGlm1ZNcboXB7nxAbKlxc2Rf/8/c/kKufEBlDY/eRycPT6DctBCF5r05a6xiC2WZxeuU62tt8ZaR+7Ajdqz50F5Y6nkM/YeKk45sqVFcuMDTgpjXdUOMeAjdwXoQpPVJyoBp/avtw6ajV1PoS5fAMB8fA1RfBR19XtMq4Yuov5vbDg9Rj05bF5GYeStQJ4XocHjQFEOWtvyYyLP2z1Eq0K27efUIfaWLQ7+BrczcylmOHO2AAAAAElFTkSuQmCC) 4 3, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 4 3, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 4 3, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 4 3, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 4 3, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
}
div.testarea{
animation:rwdcur164364 0.65s linear infinite forwards;
}
