@keyframes rwdcur150734 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 23 17, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0UlEQVRYhe2UP4sTQRiHn9k/yeYSs7nNyZ1hxaCe1hapRK4SwSYIFlcI1n4GP4CIWIilhVdYpBERFLSSnFZGbEQO0WhEyZ238SBym2Szu7MWSSHxtNo9QfZpBob3N+/DO8xAyj9GxH1gs45dPMZz4VBVlDze2EU7ROdHmzMrD/maqECzjl08yBe9CstnTcRYRRY8Pjx28T7Bbo/DsxJanALWSZqLuUWKF3aR2f5kM4ITKxY9X2W77DwDlhMT8Lc4WrjsE+kub66CEFA6YFG9qFM8P6J7m+OzmVgFSgULbdMgMix0bQdNzWPms0hzAOHeGSVOgTAMkbaPXNjhyFIFP3AJpUS4GRR9MpFZYp2AN9fv9r7lK5UNG2MhQ+4KqB2JLA/ovXfRyr+/glgFhpvUR4/c1tK5edSSQeaFjbKVAcNEtPuMHac+m4n1CmoNXkU+HwMrR+B5SD3L8LTO8JSK893p1Bq8TlRgys32/S6hMcd43kRsG7y9845QcmOv4iQE1vzQJbByiED82mJtXwRqDQb+iHUkk39WCAhYrzUY7IvAlOsb914iMyqfn7QBriXU58+0VnnQukTUWuXW3+qSmgDA0+l6N8EeKSkpKSkp/wE/AeY9ly4QYzY1AAAAAElFTkSuQmCC) 23 17, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 23 17, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 23 17, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 23 17, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 23 17, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 23 17, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 23 17, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 23 17, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 23 17, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 23 17, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 23 17, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 23 17, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 23 17, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 23 17, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 23 17, auto;}
}
div.testarea{
animation:rwdcur150734 2.6666666666667s linear infinite forwards;
}
