@keyframes rwdcur27019 {
0%,1.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABF0lEQVRYhcWWMUoEQRBF/6/WcVBYFQWFxdHIzEyDxcQL7AU8oFfwFCLoCUQZDAw2MBh1p7+JJ/APVEOH9ftR9au6CoyzuLq5PZmfXrz1L8//1dhwAIZPLCEFgLsUAECVDEvBiwZAMBcAkBXtlsB83syA/7wJ4NYfMEugilZC62h4JhQaNwcTdEEmgIgoiXOAweHgaL86GpYJIziUCAvAykDtLmeluz52NKwMjN3i/PBsnpeB1dcYD6+rPA/svj/2m+22I+EBNP3TR4TWaQBc/0QVZo6G9xsKTbA4Ev4ozt8H5CF4o5gaQOS1oVi/g14XmB6otsQEO6FVgSm6INGEgOy11ATg300CIAhJVidZwVs7ulcd9xyNX6cDT+Ps4mHmAAAAAElFTkSuQmCC) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABSElEQVRYhdWWvUoDURCFz51dwqoLRl1E0GyK2FhYCnbaCG5hLfhkPoGvsO+gpZBCtvEHNRok6qIxZGcs8gb3CNdMf898XObMmQhE7e8dnm1t5rsPj7fXvhoxA/BTuxMoBMBFEAA4VZGIkhDq9R/UvAMYAA0HYGRzGkBUYCQA5YLGkDi1hNGgfsCZa7FTPOcuUIXj9hAHoCvd1Wy9PQ0CUBRFS7LORhThgwHwdsFdmgK6pp/WY/r7/0Be10iyHnYOTrcZAO8RqqqqWe4dHY8l7aadr/PXfr/x0aEW0cLT5fDNvhkJzgXx4AYYDSSva38NBgAuXoxH98/lVTnxleD2gEVJ/P4yZDToVWziuESlmtNhzKah2NjBqKuEGkKVZiIuCpMFszI45SRIAEXQo3SGwA0iDfAPTjIXEkBgMMpJXBouWanTps1o/AKcxl239SJ7cwAAAABJRU5ErkJggg==) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABiklEQVRYheWWO0sDQRSFz8wsu5FoHj6QkCAKYhG0CCqRgKJgY2GZxto+/0AC1oL/QGwUtNImYCVoo9jZBIT4IKhFMCGE7CbszFjkF+zekDU4/T3zMXPuvUeAcNZWN/dSyZml6uf7s18NgwLQabFdKHAAZ4EAgCnFuSBJcFJ1H86wA2gAKjgATbycDMAVhyYCkLpAaoSY0iGKBukFmGYm1cVD3gUaYIImQfsCzpyJ6TipFUgmFJw7BheDBcjmD7aFFY0YbqNif71V6/Vve3AAxSKXr1OL7VSmIJWc7UZ+HG63n1bmtirj8uX25uqk6hWAeS0AgPWd/KSKpnMNkSo0rUSubVlGelQ3E+rj8OJo/9iLli8P3JUuawCus5mN+Vg4+Sij8VPbHFtoRYyGVy2SCd2OuYxOTT3cn5cBlP1okACYEiEXCG4UawWT4T8nIk1exuRRrB0GHdwoVlx2ORMuRYOcCZkKcBv2AmmAobSHQDMiGeAPRDJf+6xfABwamtRJpOKRsC4pV8YoGr/0RHcMeCCzGAAAAABJRU5ErkJggg==) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABjUlEQVRYheWWu0oDURCGZ845WXIhMRJEo0GIYOMFRJHYCIuExULLNCkE30HfQgtfwELRxi4WCVZBsbGxyBN4QYstFIxmd7N7xiKdletE1uD088/HOXP5JTBiZdmsFiYm5x+f7lo/1VAcALeNm6BBAMBpJACAWgshWRKCld2HGHQAAgAdHQAxi7MBhBZATADWFAQEcdQU52iwXgAJDW4XD/gUEABKngTvCwQ6udFh1iiwmlBI6SkhowNQCbx9eXNzs5WKMWKDAWA7zWbT/1WAtY2tccfIL3SMsVVb5dddFSs4fqeaXsyqUjFVy2Smdmu1w/Z39TBMccuykvb09n7XSJe9d0d0O6SUDF6TH8+N4lDQirkPl2dHB/dhNEMBAACYpqkAQJmm6TXOr3diEvXVzcVeWJ2+xNJM+aQ0Zx1zNFhNiFrGfQ3RrWLSYCD8Z0dE7GPMXsXkIFB0m1CLwBMoQ22+r8H2hKgjvIY9QxqhKe0h8BqRDfAHLFnoc9JPAAEExPMUnOREiuraD7IcjU+oN3Ig7j5/PgAAAABJRU5ErkJggg==) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABfUlEQVRYheWWP0uCURTGz733xXwNyT+RQeUQSAi1hGJLEAQVRHMUjVE0Rkt7H6ClpdmwxT2CoMFNgoi+QEX1RkZKmam93tPgJ3h7jJt09vPcH+eeP48iIKbSM6vDQ/GJ+8fb659qWAhAoyqWSJMkopwRABJaS6kgCQlldyC6HYCJSJsDYPBxGEBqSQwCQFPQYvILzX5EA6qAYOFDu7jLp4CJhMIksC+Qoh6NhaFRgJpQKtW0lDQHYNnislSzE5nFrcnIwMhoOGRXcvvbZ78OMD2/NtgMji282InlsvKl3pk3kn09d7Hg655XLeE1Ib1+uFsNxnc+PqnfbWg3pMvFQN05titX+cLp0ZNXPc8VUG/ORaT2vBmtVW4aJWfF/+U8FIrnB151OhKp5Gw2Mz6XRTQwQ8JWwHXJ3CpmTT5B/9kRMXyM4VXMdUFsbhNq2WpKoVxEA/aEQhu8hm1DatCUthGwRoQB/oAl83zPOgkgiYkxT4Ek2718ot1WCNH4BgYgcaSkMojIAAAAAElFTkSuQmCC) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABJklEQVRYheWWsU4CURBF78wzK0QlGMMSwdBamWiCxmhDuwUVHd9CsaW/YeMvWPIN6hcYiZV2mLBkd8aCP+CSPAjTv/tO3ps7cwOIur8djC+6vavZ9+fHuhoHDEAxlyEMCuAlCgDETDVQEkqd3kDtOoADsHgATl5OA6gpnASgXFA5amJeYzSoFxCXhO3iHXeBAxI4Ce4LgMVZ+5SyAgdweKJBZR4NoOjepNJ57EQByLIsQa+fti4fjvM8X1uHmgN/RYH32S+ezxkVoq6zyfRu9DRlNKgXCF9vPx68jAYg5VKtRIPR4LahIRHscyJyehmzk1B9IXBqFFNNaFotVQLlAjoTikXchqtAGjGUrhC4RqQBtiCSSUwAhcMpJ1GH60f+amXVZDT+AZD9S9pjQmEHAAAAAElFTkSuQmCC) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABN0lEQVRYheWWwUrDQBCG/5nEEFFBLdpCpYfoQQQFjQFBEK85iFfxAQWfoA/SJxDFgxUFlbQ2mx0PfYP9hVic+/z7sTv/7B+BqLPi8nanPzh8en4YhWrEDMD3l1zBQwHctQIA8V41oiSU6v6FWnQAA+DbAzDycBpAvcJIAMoFjSEVbymjQd2AmCTsFC+4CwyQiJPgngCYdroblBUoAL/W31RdqloBKMsyqXsHg7p7sZ/nebCbggFe4jju7J3q7tF5mmVZsA61Bx7fPzBpEkwIjWCAbefc7HXkpO5VW+Mxv5ND6qS4GRbH1/eMBvUE+vlWecgqpcE0m5dE8J8TkdGfMbuK1aYCoxxADaHXZqYSOUaDzoTiW/wN54G0xVA6R+AGkQb4A5FM2gRQGIxyEtW8vGJD75p1RuMHk7VTT14EhK0AAAAASUVORK5CYII=) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABKklEQVRYheWWsUrCURTGv3OuiZFGoVCguAktDiGBOAmC0CA4Nzb0HOIz+Ay+QqNzc0tESyBOUUvDX7n/cxp8g/8X3KSz3+/+OPd893wBRPVvhnetZru73rw/F9UoMQDbb5nAoACWSQAgZqqBklDq9C/UoQM4AEsH4OTlNICawkkAygW5oyLmFUaD6oC4lNkpPnAXOCCBk+CeQCWrX5xTVqCGMCiyIEIBUB2I7UG11Lm9TAMwm6lejVqN7rjR6z0U7iTVga3v9OXzC7XaKyNTvK6n81X/frFiNKgh1Lenj/xIYjIAiVEt4pTR4LahoSz4z4nI6WVMf8WeCTzdV2ya71QC5QI6E4ol3Ib7QJowlO4RuEGkAf5AJJOUAAqHU06iDh+f+KPF/IzR+AF4tUwM4OUlpwAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur27019 2.6666666666667s linear infinite forwards;
}