@keyframes rwdcur27580 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 18, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFFUlEQVRYhe2VXWhTZxjH/+fk5Jyck4+mMZ9teprV1k5na0fXYaFsMos6BsM5ezdlyMAiY2OMXXkxhDHYzRy4gdvYjZWuaEEEyZRRV5RRmctqtcbYpWmpttqcnCRNTk7OSc7Hrhxjq9Y62c36u3zh/T8/nvd5eYA11lhjjTX+7xBPcqmvr49OpVLG389jsZj2VAX6+vrIPJnfo7P6TovF4u5s7aQ1QvPPi/OOolREvbceZbWMklqCp8ZjWEiLLEqiTFkoSa7I9z2M5+fExcSpsbExZdUC+9/fzztaHR9PJ6cPEAYB0zDRFGhCOptGvpwHSZBY51gHwzDA2lhwLAcNGhZLi3A6nChby/A1+pBOpIfYLHt48Ohgark6luUO+7/r3937Ru83fIjfNTM9A9IkoSgKhJyAklICZ+Vgs9qQKWRgp+0I1AZQqVawIC5A13VUzApK5RI0VYMr6Nrc/nr79rrmuomJCxN3VhToP9a/h3+BP+GSXA1NgSakZlLI5DIgCRKGYSDoDKIp2ASfywe9qkNSJDhZJ7LFLKpaFQzFQNd0tD/TDkMz4PA6ENwY9G95bsv2mvqa2+MXxpMPFeg/1r8n8lLkW47gavSMjnAwjIpSwc3fb6Ix2Iit7Vtht9hhZ+ygrTT8tX7QFhpZKYtcKQfGyoAkSBAgsKNnBxiawT3hHipmBZquucNd4Vc6uzunLp2+NLWsQO87vW9anJbXejb1YDIxidiNGPLFPGiTRmu4FW2b26AoClRVhQkTNsYGb60Xuq5DVmV4a7zIlXNQDRUEScDZ5kRzTzMoO4WCWADlo5xqvbrBJtvOTv86XfqHQMgMXal9ttae03LdftaP5pbmP4epq6sLkYYI+AiPWWEWjJOBI+KAyIjgajn46/3gm3iwdSyCzUFE+Ag4k0NdUx2EuwI0TYNKqFMT30/0Rz+LJpbtQDwe10VVHOXX8/ZDLx/q3ujdCDbEot5TDy7EgaM50AaN6I9RiGkRdt4OtU7FUnUJzeub4Q17UXAWwJU4zCXnkC6k0dDWgEK2ALNgRq+fur7vzJEzE48cQiEu6NlKdtTcYNrLwXK3x+qBOCOiw9+B0+OnMTw0jLSYhizLEAURJEPCZE3ki3kskovw+XzgNA4ES2B6bhqhTSGYOTMaG4gdHPp8aHbFX/BAwik6R+fl+cbRkdEt5386j1uJW7h65Sr0qg6KomDoBlRJhbQgQbmnQLojQUyI0GUdrJdFx4YO6KwOWDE49vXYwcEvBu8vV2tZgQfP4ZJcFyuoNAQigfaCUgBFUdA1HU63E263GwzHQCd1QAMMyoAr4MJScQlFoQhCI3D7t9tfxgZi7509fnbpYXVW3AW9vb2ulp0tXzU+3/hWFVWUS2U4vA40EA3QDR1pOg1Jk2DxWmAzbRBkAYROQBgRPpn9YfbI6OjoI/fDQzvwgFQqpfoo3wgdpFnOyW21Slbwbh6UQSGfzSNgDSBEhWAtWlG9X0VOyymZucxheUT+NBqN6ivlrygAAMlkUuVt/E8VssIYhNFZLVcppazgrnAXJEGCs3GYTE4iV8wp4pj40cCHA0fj8bj5ONmrXsd73937dqAlcIxhGIfFYoFaVeF2uZFZyiwUkoUPTh49eWo1eY/Vgb8S/yV+LRwK34AdL8oV2aNqKiRJSi6MLxwYPj58brV5qxYAgMS1xJTP47sMO3poii4IN4V9506cu/wkWf+Kba9uC+/avSvynxd+mvwBlOFD7X2VOGUAAAAASUVORK5CYII=) 15 18, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFFElEQVRYhe2VXWxTZRjH/+f7nJ7TtT2nH7MtK5ANoVMkYGBOMkdYAvNqIekN3gnRIDEmemHCjV7gjcaICSYLEbwgGUSDkBGcEKeLkjAWCWOTj310lG6so826rqXn9PR8eeENH5PJJN643+WTvP//P8/zPu8LLLPMMsss83+HWNKpj0E2Xm+k+QnefrB85coV85kGSCQSpMqou+RaeYdu60EbtkyAoDVDIw3TcHncHlTNKnRTB8MwtotxqbqjqxzD3acIarqQKfScO3aue0kB2hJtdUq98pHDO286FQeapoGhGMRCMWi6huncNADAsA2wLIuQEoIoipjMT8J0TDACA8pNVSmdOjY3OvdZz5GeiYV8qIWK+w/v72hoajjSvL15p03ZSE+kIbIiOJoDHKBQLMAwDZiGCcd2wJAMTMMEQRJwHAckRaJULWHjlo3UpuZNL3tinu2NWxqTA+cGko96kY+ZH93fEW+NH+fArZdtGRE6gpJaAkMyiCpReAUvFLeCQE0ADMWApVh4RS9kt4ywN4z6YD14kodW0RCyQhCLImiLfmFd+7oTe77e0/HEDiQOJrb6XvQdLd8t+zPpDNJ30+B4DrIgQxEUCLwAkiAhsAIokgJHc5BcEnxuH4LeIDiGA8dx8EperHl+DapEFddGr0HVVBAOIbB1bEtgdWDg1k+30o8FaG9vZ2vfqD0YjAVf5YS/Wh2ti2Lzhs0wVANqSYVDOAAJMCQDlmFBEAQkUYLiUUDTNGzCBkERIEEitiqGyLoINFqDwRuw/BaoMOUmwoRfSSrdyWTSeCjA+Pi4FfFFhlpbWjeQKhkraSW0tLSg0deIGd8MvCu8CEaCCK8Kg5VYEDwBZYWC0OoQwAEurwvyczKEsIBytAz/ej9kj4wqV8Xs7Cw4kwNv8r8OHR1693zX+ZkFRzDSP5KXaqS+0EuhjdFINOam3RiYHgBjMFDqFET8EbgMFybHJzE+Ng6Jk2BXbYzcHAELFpEVEcxJc7DCFrg8h7yZx73MPQRjQTi68+PV41f3dn/R/dBFfGwLBvsGCyEm1Bd/Lb52m39bPekjMWvOghZo+Bk/us93o7+/H4X7BaQzadyZuoNCuYDp3DSyVhbReBS1wVoU7SIMGFi7ci2sivXDpUOX3jp56GT6Ub8F13Cwf7Cg6/ov5iqzUStq9TZrY+L6BE6fOI3kcBI0TYMkSVAUBRAASZJwbAfz0/OYuzcHVmRhCzYywxmU8qWui50X3+461DWzkNcTX8K2trYaI2h8Xhuv3WuUDXjdXjTEG5DP5ZGdywJVYF6bhyzLcDgHjt+BOqlCL+sQ/SKyN7NdpYnSvss9l4t/57HoX9Da2srHd8U/aXq96f2KWkFIDMEpOig6RZTulzCWH0PYH0aADCDH5pAqpyBIAkrXSodTJ1MfXrhwQX2S/oIjeJBUKmWqabVPckmcoRuvTKWmCMIgUMPWIHc3B77KI+KKYDY/i5nJGXAqZ5aHygdHvhs50Nvbqy+mv2gAAMjlctaO5h0/T2WmdMpFNWmGxoqCiKncFAzLAC/wuJ27Dcu2Kupt9YPOA52fplIpe3HlJXzHiX2J3YE1gS8lUfJXjAosxwLn4qCW1Zncrdx7p7469e3T6P2jDjzIjd9vDIeCoesWZ21RTVW2HAtW1Upn/si8c6bzzPdPq/fUAQBgdGh0LOgJ/kZ5qK0szRazw9ndZ78527sUrX9Fa3trdGfHzpX/ufGz5E95QBiImraD9gAAAABJRU5ErkJggg==) 15 18, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
85%,86.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFHUlEQVRYhe2VX2hb5xmHn6MjHen4HEnWH0dHwVJcx3aw4mZ0o+kYWxE0gSyldGPkoklGx1boetPR0rGLwlJ2s7BdbWPQ5SIXKzNjo/Vo2EZhCSEhpGW4CnaIJssWnu0qsi0rsnSkc450/uxqUBqnmbuym/m5/D6+9/fw8vG+sMcee+yxx/87wmd5dOrUKalSqbg73c3Oztqfm0A+n/f7U/7Talx9TFblUduzQwklEek5PbVjdlBDKlJQonavhuVYiH7RtW17zfZsXURsuqZ7oz3f/sPNmzfNXQuc/N7JrKiI5wRZ+K7jOriOCx7ksjlsy8awDBzXwRVcas0aPtEHPhADIq7gggT9QJ/x9Pjvu6Xu6xfPX6zslCPudHj2B2cnHj/9+O90S3+mtdXCtm2UgIJpmjSaDUL+EGE5TLPdpLZVI6bEcF0Xs2ciIOC6LgExgOSXyB/LT+XyuafCufBS4d3C0kMFnv/58yePf+v4W0pCOVKv15F6Ese/cpz6Rh29q2P1LDzXYyA4QGO7wWhqlBFtBEmU6JgdLNsiEAiAALIkkzuQo3mvuS81lXoqO5G9M/uX2cUHCrz825fPjn1t7M2O0RluNVpsljYxTZOgG6S4VMRxHPDA6BsMSANMZifREhqCIBBVogxFh0hGk3T6HXp2j/wTebJalsV/LuJL+MLDR4aPacNasfBeoXyfwNOnnx4c+fbIL5SIMuHcdYgkI6iaysijIxQ+LOA5Hh4efadPJpHhkfQj7IvvAwH6Th98MDg4yNGjRwmFQjS2GygRhcpGhVVjldBwiOWNZbXb7f5jbmbu2n0C5fmyOaQN/f3g5MEv7A/vz2TCGcbGxxiPjJMby6FlNWLZGJOHJtGGNeQhGTNhEk/G6dGjZtaIxqMEpSBKTMEf9+OFPXqxHik5RTqdpnKrcqH8p/KP1+6s2fcJABSvFNejQvRKair1RTfgHohEI6yX1yneKXK7dBttUiMznKHRarDy0QqRIxGsbYuFwgLVWhU5KJM8koQ0JMUkmWyG5KEkh0YOUSqULpR/U37l8sxl41M/4e33bzcDBK7GU/GJwcHB8Zl3Z9jobDA2MUYkHaHWqdHW29htm06rw+LcIo16Aw+PLX0LN+rSqXZYmF/Ap/jwp/0sLy1fuH7u+iuXLl3qfjLvgXPgzJkzkSdfe/LXSwtLZycOTGBhsVJaYaWygoCAKqtsb2/TNbv4/D4QwPN5OKKD6Bfp0yckh1Dj6nTl/cqLNy7e0HfK2XEOAMzPz1uO7lzW27rc7XW/XFmqYIgGQYLopo5hGYhBkXQ2TUyNIQ6I9OweITlEcDCIqqpsr21PG9eNl6788Ur7QTkP3QWHDx+Wnnv9uZ+e+OaJV62QxebaJuv+dQRdIGgGSQwk6La7rLJK+6M2iqJg+Ayqc9Xpwp8LL33w1w9an1b/gR34N5ubm07Cl7iqjWvBgBj4UrfW9UfsCOF+GNqgN3SkgIRgCWytb2HFLKrF6vnlmeXXrr13bce276oDH+fZF579Tvax7K/i0bg6dXCK6kaVu1t3ScQS3OvcQ7d0u1lvnh/90ei5N3hjx235SR7agY9T+rB0K5PJzAuqcMwwDaW2VUMKSJi2SaPVaNYX6j+c/sn0z65y1ftPa+5KAKA4W1zYr+2/Y4nWE67PjTuCg+d4K6tzq99/+5dvv7XbersWACjdKpWHEkPX5YT8VQRa6/Prp995852/fZZa/xX5r+eHT3zjxMj/PPjz5F8N+DOKJEIQJQAAAABJRU5ErkJggg==) 15 18, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFG0lEQVRYhe2VS2wUdRzHvzM7Ozuzs93ddrf7YgfaXSlgI8grhkBKE3xAkcSE9ILWgzFqQ7gYb8YQD2gvXIwxhliMrxoiDzGpxFRgQWlLQithzbZZ+6Isu9vOTum+ZnZm5+HBNDHaAkXjxX5Ok/lnvt9PfjP5DbDCCiussML/HeJRHmpvb6cnJiaMxc6Ghoa0f02gtbWV8m/xH1JKymZXnStS1aqMm3M7NVNz5KU8GJoBY2NwV7wLkAAoGASIVEWtlKBj3iyavdq09n0sFltSakmBAy8fWE2voo9GdkdemRyYhFWzIi/lwdfxIEwCJbkEWZVB0RTych4W0gKTNEHRFAzCgEmbgA3GpvWbvswOZt892XVyYrEey2I3O451PBtti34m5aXn5HsycpkcCBBQVAWFUgFuzg0350ZZKiM3n4ODdoAgCchVGSRIGIYBq8WKGraG2LVz16bIjsieuo1148Pnh8cfKNBxvKOtZU9Lt5f3RuW8DCkjoWVjC2ZnZ6FrOiRFAgyAoRkIeQFuuxvRUBSB2gBIk8S8NA/SQkI3dURCEaxfvR6pTMrHb+X3r9uyLjlwbmB0SYHDnx5+qXFn48clseRP300jM5lB2+42NDc14/zF8zANE4yFQbFSBEVSCNWGEA1HwbEcWBsLj8uDaDQKXdeRK+awbcM2+Lw+jKXGoLM6yzayrcFgcOjWxVtTC53UwsX+Q/vdtu22Tq6W8xJ5AmyQRcPmBpiEiWv918AyLEzDxJr6NRDmBdS76hHlozAMAxW1AgMGampqEAwHgQpgs9oglkVcHr4MkRbBkzyyhWzA3mR/BkDsbwK9Pb3zxFriiOdFT3eDr+FJp8MJxsugydaE3N4cWJ5FqVCCg3RAURVUiSoUToHX6oWW1VCoFBAKhaBbdYS3h0FWScwJczB0AzzLI8gFMTU6dSL9bfrYkq8geSWZCXCBvmBzcLNhGGs8Lg/i/XHEE3FYaAvqGuvA+3iwDhaz+iysASuMOQMjv4wgM5NBwB8AFaUg2kU4VScijRHwzTyijVEkxhM9Nz64cST2Tax8348w/nP8nsPmiPGP800kQ64dHBxEqDEEu8MO02VicmYSKSEF0EAlV0F8IA7xnghVU5EpZmCsMuClvciN5UA6SVg8Foii2NN3tK/z0ulLxb/2LbkH2l9rd+47vO+4XJJf5TwcClIB06PTmPp1CvZaO1RJhamakCQJBEUABECAAGjA5XJBLIuora+F/zF/T+LzROeFry4UFutZdA8AQGIooeRH831lvWynOGrHWGIMcl6Gz+tDRaqgUqmAtJIIh8PwuD1g7AyqZhUW5o+FVO+vR2Y005PsTXbGzsYWLb/vBBZobm6mu77uen/rE1vfvC3fRr6Uh0RLKApFUCoFpspAlmRkLVkU0gU46hzQVA3CmNDT/11/5/UL15csv+8EFhAEQddyWsy22qYpFWV7OpmmOZ0Dp3CoFqoYnxgHx3KgQEHICVAsCrJT2a7kueRbV3+4WnpQ/gMFACCRSOhnPzl7RdXUjEqrTws5gfY4PUhlU7gj3AFtozGTm0FZL2viHfE9/gj/Tvd4t/ow2cv+HR98/eDz/g3+bn+93zeXnwNhIWCxWSBJ0vzc+Nzbp46f+mg5eQ81gT8zMjSS9Af8CYVUnlJNtc5ms8GsmtOpm6k3znx45ovl5i1bAACSN5O/+Ty+n7h6bleto7aQHk4fOn3i9I+PkvWPaN3XGt77wt6G/7z43+R39pc5UI67fcgAAAAASUVORK5CYII=) 15 18, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
}
div.testarea{
animation:rwdcur27580 5.3333333333333s linear infinite forwards;
}
