@keyframes rwdcur141780 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 27 27, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 27 27, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 27 27, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 27 27, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMklEQVRoge2YrXLjSBSFP20tGOiFhsobyCyGgm3WeQSFedmEjaGGzcBh1iO4mQQNHWa9gQ1DBZfdBa1uS/63R0q2tnKqVJba+jmn77m3rwSf+J8iQsl7POePPm/+HiJ6FTBm1ruIXgUApIOcCCV9CelVwIoUsCJC4l6i0YuACCXpICcd5BTVKwBDxn08qnsBjnwTTkQf6FRAhJIxs4PxFam30ykb3WuvP++56BzU4NHvZ9VPtiztvi78+Mi0r/md3OhcgENRvbbIRwsg0wCsMTIyBLCLmho8MqmCm5/TmYCmfYrq1VumSb4szME1YKNWVK9HI1FSnFXVaQSa9mmhJh8talJPO/JO9IoUFwmHWTXx550S0puF6oceDmaaxPwD7MjPqon/21UsNXj0ZfiNFYAcE9G5gP2SOTKwxnjywbMhQgE4Yh7N46xaMWRc28sPH4joZSHbJ5YYxcgQOPIhMSExgE90tz9kTDL46u+TVT8BuxAeW807icCp+l//dzC2ZUlIzJYla9nZLAis7RRCMvjqi0FT5D7OCohQR313DCcTGL8GCEBSu2nImIW82IRWtrzKHMrCkJjJLqGrGSvS90niRsJRUli7hHaGI6UhTsiYkJmVPS/TjIwBY1XJJidKDOvsC8HzmFVlo1fb7b4kvhQFZ59m8rqQlxRBubXcZhgiIPqR82ZWLOYrgmeDDuGvjbV1EATIJsfyNYwkJwuCgDp6x3Axic+1wc1VFGzSOfJN75stQVrC03dD+bIrmTLXzKJLDOqJuMdC9UUuQVuRaK6iZ671WGzs7yhQhOELZWFtFSnNfGttNt/suliZa54eLqffVTnwxsotOj4SITFDxi3fN61zcJNMQ2Ls4rZVpBTMMD6BAcqXiT9++m4wWy4quKrCRChxhPeFNYmfJF9jrXcTkBib4M5CTSHXkocrI+CstD9+LXFA1npXicqXCSExi29fPOEZhrS0J19LHq6MgMM93SLYmXczbOu8TfD1/Itt8pS+adbfHWuNyCaXtUbcFwqZaz8mcy0y16LD0+Xyw+DINwgKIOJ+G0J0yM0iev2sMnV5s8z8mMytlQKsiuLZwMOErG4xZhHcIqL3D1tNzCIgTlhr0CE8PcAEK+YthMU3TfQjv3CXNnp9oQFIS1goIE6IsLU+LW2lqS3jS2lZ2HbjFnQtoBV6BXjzLDOIE2i8Fzeqzu668uOqkUzrDVv3Ja+PddiuNPmZ5uxWdKlUcqAAflEnaGCP38L2iUPbofKr2+ffDzfzeT3zgIjsxvK6bEr8KNKO1G+jsyqk6s2tuEGAb6gVQNzuWrua/c6SWAGlxiWp751ab8TL12MfWj4e09oiR5LTtgpiN2evj+B4FtPj5B1kb+sUneXA5LinZQqstW0hZJP7d4KukrjvMibTxoFLdIC/+Q+V0U984hOfuBv/AlVXLtzghKOLAAAAAElFTkSuQmCC) 27 27, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 27 27, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 27 27, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 27 27, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 27 27, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 27 27, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 27 27, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 27 27, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 27 27, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 27 27, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 27 27, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 27 27, auto;}
}
div.testarea{
animation:rwdcur141780 0.53333333333333s linear infinite forwards;
}
