@keyframes rwdcur181075 {
0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnElEQVRYhe2WS28TVxTHf3NnmIztOBaB2AYSO+AkxiycOkXCURWp6qbbSv0IleinYJVPUfUzIGVBu6lEREVYVCVRTKyYAJFdW36hGL9jbiZ3uhhawSLOA1AXzX83umfO+c2d84Jznev/Lu30rzgCWIhGWfB4CLZaiEqFX4F10NRnBHC8iQTLts3deBw5Nsa4rsPmJjISoVup0Oz3Wdne5h5o/U8KEAo5yVCI+8kkN16+RMbjWF6ve7a+jlxYwAQol1HZLN1Oh6VaTcucxLc4zuDiReebcJjVdJoZvx8xO4tVLDIA6PfB5+Pfa9/dxV5aYiwS4ZdQyEl+AgDHOznJT5rGaKOBBBgdhb09hONAt+s+A2SzDG7eBMuCVIrJYJD74Hg/CiCRYHl+nhuLi5ilEqpQcL98YgLevMHudlE+H1azCUohLl92f8XhIeg6kXicnz8CwBEeD9/5/a5NKoX19i3kcsjpacx8HtXrIQ0DtraQt25hHhzA5iaDZ8+Q8/OYPh/pd1VzpIYkofN1IsFvV65gB4OYfj/CMKBYRO7twWCAUgphmhCLIcpl7F4PkUhg/ANdLNJ48IBvQfvzqCjGUQfRKHOpFMaFCxiVCvbODhIQgQDKsjAyGcxAwLW1bWQigREIfOhvbIzxaJSFQoHTA3g8BHUdvF6IxTBiMde23YZcDjU+DsUiX4bDPBUCtbODAuz3fdg2wjBIHRVjKMD+PvXDQ5AS2m3sahW720XoOsrrxRQCQiGeVqsQDCIiEcTU1If+Wi1YW2PjTACFAjteL3J0FBUMYs7NYZkmNJvY2Sz2tWsoKRG1GkxOIoTAfvwYNTODEQ67OdBu0ygUWB8GMCxDf/d4KN2+jRWJuMlWrTJ4/hw7ncbs9RChEAowHz1CTUxgLS5iDgbItTU3UctlmnBmAE3t77PS6bidbneXQb0Od+5gNRrIq1cRPh+mpkGvh/nwIVLXYXoaK53GLJWQrRZ/HDeghtbo9jb3Mhl2s1mkUpBMYgHk8xCJYIyMIKam3OaUz6NevHC7JUCnw1+vXvHDMP/HAoDWL5X4sdGge/26G1y6IZQQMDICluXekONgPXkCnQ5sbFCq1/n+JFPx1NPw9WtkIIB16ZJ7trqKzOXcFgyoYJDuYMBX7ba2dRLfR1bB+6rVtEyt5swfHLCsFHdnZ2kYhrsP6DoADaAJrNTrn2Ef+FCOAL54txGF221EuXz2jehc5zrXf66/ATzUa6UzKL+tAAAAAElFTkSuQmCC) 15 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur181075 1.0833333333333s linear infinite forwards;
}
