@keyframes rwdcur35507 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBElEQVRYhe3Sv2uTQRzH8ffdPc/dk+QJksY09BGTtDYNJhnMkGIgRRz8GxQXNys6KDgLdfA/8AciVjMIjq4iloSmKaQItpYo6CYOQhdFdDAYh/pE4iQ0ybPkAwfHM9zndd97AN4D8wSYL8CnIBGf11boBYWQ/mZtBQ9oBIHwJ9ALahJ9QFCIAQDQe3lrppdMJseCkP9+yOfz3Hye5en1w14mkxn5PzEAyGazxGIxXNfl7lae2tVpL5fLjRTRB2QyGeLxOK7rEgqFcByHJ29PsHpl2isWiyNDSIBf6hCJRALXdQmHwziOg+M4GGN49vEkDy7PeKVSaSQICSCsKNFolEgk0r+9MQZjDFprXuwtcf/SEa9cLg8dIaemphAyMlDuA7TWaK2xbZv1b6e5t3zUq1QqQ0VIYwxC6YGb+8V+ub+2fp7hzsW0V61Wh4awtNZIYQYAZxc6CGkhpY2QCiEthFBIZSFEiNvLc941y2rU6/VTwIcDAWzbRii7/+bnFjrUdo51G43GnuM4X4UQKKWQUiKEQErZ3y8uLl5ot9s3DgSwLAsl1H55rkPtzXy32WzudDqdJeD7QQ7/L4BS+yM+f/wdj7fnuhsb6zu7u7tjKf8LEBaPXs92W62NsZbDnydY3Z7tbm62xl4OQCqV+lEoFF4B4bEW+0mn0w8DK59kkkkmmQT4DSJriR1fEqQHAAAAAElFTkSuQmCC) 0 0, auto;}
}
div.testarea{
animation:rwdcur35507 0.66666666666667s linear infinite forwards;
}
