@keyframes rwdcur95131 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 11 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 11 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 11 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 11 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZ0lEQVRYhe2WX2xTVRzHP6e97dqurKVspW4VbgbbYGH4XxT/DEUTSHyQzMR/RB/8k5Ko8cFofPDB+DcxwQejWYJPJhhMDEZUjEQjmiU4X2RMyoZzq7B/GWMr7Xbb3t17jw/3NsyG0pURn/glJ+0999zv+ZzfOb/f7wjKmEyoPkBxHgOL/gP4AAvQAQPQnP686E4Z5TQvZa4lvHOVTK4sasXn4lifTKiX06wKoNwYr/NrlRmzGHZZAEVXWiX9rkv0l4O5cgDRndId4WJbPFlx/ynzfvkAjmlcPGTW+4O1x06n9WeARudbC8iXfFPVIbzsfonuFM4EeZlQNSU3uuacVF8JzJ2PxIPKV8AAMIcdJQaQEd2pq+qBxTDG2LxB2wt7lQPnG586Op5TgWagHdgAbALaZUINy4TqvZzWFQGA7e/6tnZ2v/uJ7y9rzYfZBetNYDN2XnABUQdIlQk1upSQrApgNDsPQKypid0Pd/lW1LjvNiz5FnAHtjeiTqsDIkC8EsSSABy3qh53LawIgZT4r1uLVduK4hYxiXwDeA+4BYg7AAq2Z+qWBSATagR7dZGOVQqMpUCbg5lJRLQNFBfC7VLwiCjwLNABbMWOFByIKwfAdiUAa4NeyKTBMpEro8jG9cjQTeASEPJgSmlgR03Iga54GJcCUIzrSEtIgaETyNERpF4ALYv0R8CUkDOZXfCGp/NWceUKEAPWy4S6QSbUS26FqDS7E1IbgNtPp/V9ratqkLFt4AvChQkwClgRFen1Mefyk+w5aDT70p/HAsoxYBpIcTFb/llaLSt6wEnJA0B6QjORW15EhmOI1LcYHQ+i37aLwuZOcjdswxNvpu2eLmXGCD4xlbM6sZNUMTG5gGCp/pKioFgX/IoL8ftHoNRgbHkJKxDEqG9CmiaBo/tRxobwe72svPdpZUgLPjKpGY+XSGml2tXkgaTPLbBufA4rGIaCBtlZRHqKmj+O4J79De/A14iFAv4VIWI7nlf6s3WP/XA2dzN24Rp2FvIfq6Z2pyc0k431TVDII+bSCG0OKxghVxMmUDCZ1GaZ7/mUVNZkUrMYm9e9hy7Uv7bju79byolWAzDddz5PZ7gBMTvFvOLn7JkzRovHpwRGvsdA0BhwTwuhHG8Nsw8Yglr9dcykGCwvWlUx+mX8Anq8mQnfSg4c/CJ/tu9nXfzTj359J5YnikSEgQwwhe320UrVsapacPgMDGc0Xn37HW1kfHCXvlD4bCqTNYxQDG3ddk5laizDkj8BSezwK70rLA8AILFnjxbPnOz64M6Gnlsjhf0nTvdbhmkigiGM0Dq+HNaCOBeYqw7Q3t4+1Nvbu3PvXQ0/AqwJKslowDOQnpkmX9fAzNYu7zf6uiexr+eac6G5egDJZLIF+NXJZnkg71k493Fvf19+Ot5KbctGBoZHNonuVGCpmhVTcSWTCZX7jq8+ufX+7c3jg6eMnQvDqUcP9XUsV7daqw+FQi8DDxx5aPX/Pfc1u2bLs38Br/O0/LFlsicAAAAASUVORK5CYII=) 11 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 11 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 11 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 5, auto;}
}
div.testarea{
animation:rwdcur95131 2.6666666666667s linear infinite forwards;
}
