@keyframes rwdcur63642 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACM0lEQVRYhe2Wv2rcMBzHv26GDglk8D1AoYXCTYaULsFTl0KXFOxshSuUe4Fb7yglGU8v0Ga4PR5uKV16U8Y2q0PhCnkAa0uGDuWXQZYsWX9y13NKKfmCkCzb+nz1lWQM3OtfUn54QVle0t9kPnB1dmSCHMVS5IQ/Fe3iuB/phorTvvW8Bww2MTtHR26ebWBcEp60OpeNmRD0DxQZS5AfXtgD2XBntGwC8HOzyBT0e2xipuNOAIBKYSmq2gRNx8DgAJjNm3fevhb1bK6iBj83x9Xv6WxvrMZSiBRQfQfwqAIue+ZI9SjxngBLmN5uSXGtU5DlJUl48eaxmP0HUevw2RzoPRNFpiFnPTgwE3DEr5bamUA2LklBdW09BABUVYVer0mBc444jsEmAi4N6nLF7zUAAPj9y9iQ2fufwA+gOO2rvpOdHQDAu6sr49X2EdT3TPs4Bs91lpeEV/XFEs3G/Cyql1+ei0GiCEmSYO/sDIwtMBq9CA0beS+8RmYlYanthVonuzGSJEEURQou1TLh5axmQEuiGPSdz0i4Ag858DF2MWhVbkjE2II456owtmg+TEPu/fYH+tc3AYDSNKU0TU34NfkM0Lf9/ZC59U3IJFQCfgMK3pUJO4EhD8VPn7a3Sa83NrDG7C0Tm8IBXwK3GNBKJ1IpQF8C9zKsckLWN4A6BcPANekg84R0bAAA7H3QNiLrO4ArE8ZShMudiRhbqCT09nT6dfW/4k1NBO51zbrXf6Ibp0yUkKfN4WMAAAAASUVORK5CYII=) 3 3, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
95%,97.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvklEQVRYhe1WPU4CQRT+sGWo2APYmViRaGe28gKYgDUmhgvQspWWzAlcEw5gwQHcilK31dYDzHRQP4tlhhl2FvZnNMbwJS8zmQd83/vevF2AI/4ShrefNBh+0G9ynrgOPYkgR+TQcpKfZfuXx/NcviQxeGQfTh7cfDkMprWqd1VbJtwtqEEGHgEytUO5YOZ4ZLtT1WKaTYFRH5gvtod3N9k6X2irIVP7i2auJjdIvIOEENlqhEyzALKVR/k9Ci5jtRacCuAr0BUFl1koN1TVo77tgMN+LaJyCwBACIEgCLYEUqLb7YJHGbkSaKLI/tpjBgAxYwCA+9XK+sDuCJp3pvQ4lkHMGMWM0XOnQ2kYEgDiPDk4eiYaKYkZo16vh1arhYvlEpwnOjeZXHvj2YWzMs4Tu/qxLHr8ennXEOcJSSl1lCT3JkD9EIVhSOGm/5p8TYXVv11d7RNXXYRyQjtQLECT+xKRd2As9/b+qd0mc20soEL1ORFNyYEiBw4IMMILtAswW+BuQ5kJqS4AGxcsAWsyiewJ8SwAAPL3YFeIWn+AXIuwWlHhXeBdhHLC3M9mr+X/FTcVsSfnm+uIf4JvtJqiEeBkfDAAAAAASUVORK5CYII=) 3 3, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur63642 1.3333333333333s linear infinite forwards;
}
