@keyframes rwdcur175125 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 31 0, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 31 0, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 31 0, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 31 0, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsklEQVRYhe2XT0oDMRjFf5m2RxFcdyP0AApewuJWqN3rogvda9Gt6CUUe4CiG9cFj9Jp4uLrjE0myXT+0IL44IMhJPNeXpKXGdgvjNonOUDiNJhdka9WK1wB8JbuQkhODuAugeE2laerbqhPa+SdTsdxIMM3MEyl2nPEIs/gm51hmMJibLd+PIT61yYPOwBgjF1HFyKuBrnWGqVUocDdhALFc9fTXAtGax3tEHbAh7MlbO9CKXlMgOLzcUue+uRCVPIiIJu54AC47sXGbk2eJAlliy0kLz0RcrOM9a1EXheSCa9LXzaYWGmtCwWYqttdHDntFclnnr05ucwfk0S2m+tQ3fO2uf5+cheDUS5kU0S1Y1iE4b3img9GuRvQ7KIxnGs5FX1gnWwce165nr2F+RRo6sBiLBfXFxLXQq4KtSbziaorwOSzykScJBm5D34RDQTYeIqSR0W0I6AB/gX8EQFyIsriUHKjJQHFHR0XIYl5ABzeSYuMV+0uwa8Iu2ZGkrKPLYLm3/zGG7MAk/vACGOFVlMHggkXhJOYbXz+KuZTWfuQG7B5SVmut/13HDsJXq4fKe68iTkL260AAAAASUVORK5CYII=) 31 0, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 31 0, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 31 0, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 31 0, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 31 0, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 31 0, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 31 0, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 31 0, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqElEQVRYhcWXvU7DMBSFP6fto1Tq3IWhOwMvQaWODGWHEfZWgrESvARI7JVgYUbqozTVZbhNUieOkziGHulKkWX7HN9fBc4LMeckB0hKC/Jf5IfDgbIAeE//Q0hODlAOgfCY6tfdsG5PNPLBYFDyQIYdME/V4nnEIs/gep0wT+Hn1l79fKrbH0xe7wEAEdsublRcALmIkCRJxaCchArDy9CxHAQR8Wuu94AL13to74VGcp8Aw9dzS55wciVquAjIXq4YA/cj39n25MbQFGwleR3pjQ97395O5KHQnvC2d/UG8ZkLgHRNd/XI1ahKPlv6Dxo9WvZQjDYrLKTauOqwXecijDEdy9BF/iGamJNVuxOzZe4N6OcBffkYmALf6AzZOK50hWe7Bro2Ihd2R/JpTm4qdiRziQoVoK8/FXGZk7vgFtFDgI2Nl9wrIo6AHggfe23L7s8EhOK0XLfr84cgjgAtqaYpZFdOTwHVjPaLKDpmhmPlxA1BIcK2hRTNamwf6TuMGqdgjsmqaNsnTSvONOwiotS0Yv31aOx9QoqcsThj/x37KsHJ9QsttbycEGAqOwAAAABJRU5ErkJggg==) 31 0, auto;}
}
div.testarea{
animation:rwdcur175125 2.3333333333333s linear infinite forwards;
}
