@keyframes rwdcur144543 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 9 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABbElEQVRYhe1VsW3DMBA8BW40g9uUgjpXGsBAqjQawEM4JQuXzhAcwE2qABrAlTrDpVrNwPJTUE9RliJRn9hAEB1AgKYN3vn//ggsWPDHQc0SIxKS/tp9TzOJqUpzd2CUhilKu5SeEjeIVSi5KUq7O1+By8kSZok7iw87QFCBUAEtOZNmiU98V5BRmqo0J1OUBFsNMkoTf8d7yeXBHli/v3U+x4cdTFG2FRFijgm/Rf3xeVcBUa/P52tn/3w5AbKRnlGBhtQUpS2/0oi3GwmnGK0B2YyN+ao0/3EiBoswSnenoBEjFTArCTl86v0RAFwbOA0lQuYYx8Xw+vVlKAVZBHsj6O5QAdRkfX/uvYnwhYSKCG9BloyGjpcFEbcFAe2YEtD21J99Bp9lST8Lhn4/gLESkf/ixdsNXBs8cCYgS1wuGKWDX8dRAVWaW8MBTki9P/K/9e8gQGbCKdDt4pcRw/19SCA9LPUWLPgf+AK/McnvuJ8j+AAAAABJRU5ErkJggg==) 9 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 9 7, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmElEQVRYhe1VO46DMBB9rLbhDLQpER0VB0CiouEAOcSmdJFycwgfYJtUSByAim6VkpYzTDlbBIwxhIBB2yRPQkIzlt+br4E3Xh3OhI2f+HfFh0lOQoKKCiSkKWYKz/xWYBKSqaiYioofkDCAOf9iPEoxA7hnIfLhxqF+lusgg5cm6rB7Ps7dZSVACaGi0gUwFdXdU96AyFf/tiLMHhgJdOMQLSnXQTYmB4DIX9ozqwWMUd7QXPOxXRe0u4Dypn6baz6o/1YsEqBH7KWJitaNw64/AECVao2AzxkfA0AdZDj8/ozINUKoPtEytVWAariW3MFMZB35lnEckJOQ3YLhgb1dTiQk10Gmn7FeSGYGmISciqQfQQCIfHgA0GfHGuvHEEDz9b1p9p9hqgRcB1lfgqLiOsjUt0XEVAYc93wECTmOUOty73LaZR/M1a9/kFqYS6i55mpEF95phUGnd+nXbVvKMbeIOjgwpsBLE9DlBODekEYWVmVgzWEVWSdmsBnbR+qwcjRt6zUQY74P/yFgUsyOd77xxgvhDwYl4zNz04N4AAAAAElFTkSuQmCC) 9 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 7, auto;}
}
div.testarea{
animation:rwdcur144543 2s linear infinite forwards;
}
