@keyframes rwdcur211044 {
0%,29.9%,100% {cursor:url(data:image/png;base64,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) 6 0, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
40%,41.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABf0lEQVRYhe2W242EMAxFr2e3kOmE0AmdYDoznYRKvB+MI8MACiT52yuhCQ/FZ/yKgX/dl9bc7FUIUQxzB0ABqIik+8+6COIKwG+szPz1gYNpArBRCCEZNcP2rAWAd693O8ZxLDaaA5Dt3tI8+D174d17BtN1HeZ5fmr7GqDrurQexzEZmqapyGA2ALD+832i1YYxAIsh2YuczT3MU70AqKr6ZFLbvEaZ5QCAiCAicCDVY30FQACImTHPc2o0R52vhXwSUghBVdd08CDmIYPyZdkiTCoiKiLWBRXrWbD53V31IZhZVVVFJK1NBsjMCfCpodM+4EvMXL/vjjXK8OfkOfd9nwzZ9X6/EWNEjDHlxjAMgOsfNZXivZfPkVIjV/MAMTOsKkzm8hrDCHAeAhMTEYgIy7JgWZZk3PWJoo6VE7tDN5tniCh3n0NdnoZHBk2l2X8LwNr0Xi1nQpOqKkIIX8Y+94TCEsyeipkZIYTNpFRDtwBanJC3AGqP5LcAWukPzA0Unr8L4rgAAAAASUVORK5CYII=) 6 0, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
44%,45.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABZ0lEQVRYhe2W0ZGDMAxEVzkKoZOYTujEojPRCVSi+wjyGCdOHGwmP7wZBgKEXdayDHBxcVGGRlt6vopb6Y0ikooqM1ebKDGwE9iMKAA452q0PxoIwswcJ9CUnAFV1WDCex/eVkSwRX+qgSCWkpqJh+QI3ba3B5BdmKbp459b1YCqavwmT7HnuN/vTQyAiCAiiIwUJdCCGx6xEzNjnucwri0L7R1ddEzOOav+nRFLyEzFxdmiDlJURFRE1I7x6Hq7PfLtuY0JZlZVVREJx4YZZOZg8KhQl7vgvcc8zwAQoo/jFpHdPUf5y5znYRiCkG1932NZFizLEmpjHEcg6h8tCeOdEtdIrci7VkzMDJsVhkXeanHKDYHBRAQiwrquWNc1iEd9oqpjlYzdy5gtGSIqfc5LsrMgJ2jUVv9XBqxNp5z9RQRsK6Vz7kls+02onILFH6XMDOdckyX4sIEzVsivDHjvf2fgLP4Bo1cBxM1U7cYAAAAASUVORK5CYII=) 6 0, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
52%,53.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABcUlEQVRYhcVW0bGDMAyTeW+QbkLYpJugbmY2gUn8Pqi5wCMcJQnVHde09LBqS3KBNOzgXjE0dxS5QsBUFbihC8kOvAlUR5JACOEWAimYmRm+OYINqpE57YJIlEWJHBLYc0Jpd/ymbrxer+VMcs8VTkJKkVk93MxMVW17JmkkDXNWZI8k2YEU+r7HMAwAymSFa+DSLymRFQ3mFl9Sedu22aJsAEBEoKqIiKxEWBMNZhULSQzDAFWFqoLkLQRiEUoI4Z3AWBHxDjmpWHw1doap6mKx2H7x6+YqT4Lk4n8/O5wgyewsSOZA7HdvfdxuVV195yp+Ep+z67qlkF+PxwPjOGIcx0Ubz+cTqBXHPu8tYo3kFjnahkIS7gpHyRgG0iNwUEQgIpimCdM0LcWjnMhKrDOz222zd0ZEzj5nF6e3YWoUuThFwGN6i1Lb8AhmZggh/Cv2fi/ItODpP6UkEUJA27Y59fII1NiQHxHo+/57BGrhD2mGG8NVYzfcAAAAAElFTkSuQmCC) 6 0, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
58%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABgklEQVRYhcWW0ZGDMAxEV9wVkk5iOkknVjoTnUAluo9EHuNDBLB9tzPMBMNEL2tpHcCX7jxrpuHEu12APAAVEa9oUxDXgTeAB9QMwgUIIWyuF2D9AO73e9fCHwFKmSMigmw7uk2KqqoVUBFJ96qqIqIAlJmrIXYd+GS71ydn9O09eD6fK5BePeBpZXVpu1lvazWFziQhACDG6DVkFcClX9KiBwa8LL40WmVWXAUAEUFEkIGsmrCnBgAEgJgZ0zSlfWXmPwHIx5BCCO+8wQrEHDKofCRb9EEpFZE0YmXqZemXX+0hmDnNv302GSAzV2eBm4QxRkzTBADJ+txuEVm9c1VfzjqP45gK2XW73TDPM+Z5Tr3xeDyAVyM3V9rvUnmP1BbZi2JiZthUmMzyVoeTtwUmJiIQEZZlwbIsqXiWE1WJdWTvNm02Z4jo6Pdsyp0Cr6CptvtPAVhMl2p1Gu5JVRUhhF/F3veEyhE8/IeEmRFCaHIEXwbocUKeAogx/h9AL/0Ao/Q46wXayLoAAAAASUVORK5CYII=) 6 0, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
62%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABfElEQVRYhdVXwZGEIBDs2btAzETMxEwcMxszwUjmHutQ6IrHCuzVdZWlIGW3DdMi8I+gLR76uEFYVciVgB2piMTkx3N1AUfCgK3/ckwNATHRaTvVV02Ac+60LSKB+DimJlRVFU97VURCW1VVREI/Wk0BkGdx6Tr4Tt2Y53lHciam73ssy3KX+xI7q+NrZlZmfum/S5R0IIVpmsJbxy6VCrA3oLti7uKBp5XxYmqS+VcCQEQQEURCqtibK4AAEDNjWZaw4pn5IwLiRUjOuS1vsBNiDpmouCRbpKGKyEvaWenZ+XDUF8HMoc7t2mACmbldDsQlZtbHdotIlTL8SvTzMAyByI6u6+C9h/c+rI1xHIE38yMXu8g9mwI03BEBW2laVRjM8hqbESA9BQYmIhAR1nXFuq6BPMqJosTKmbtTm80ZIsp9zimyv4apqShFlgCL6SNqpOBv/wWqqnDOpTaphMISzP0xATPDOYe+70v4ygS0+EK+JWCapr8T0Ao/wgRHdg+7uQUAAAAASUVORK5CYII=) 6 0, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
78%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABd0lEQVRYhcVW0Y2FMAxzuBvkbULfJmyC32ZhE5gk9/FIVTiKeq+Fs4QEBRHjOg5AHnZyrxm6O4p8QsBUFbhBhawCK4HLkSUQQtgv3eKJWMzMLClqJNPrZig24YEitxGwnR+aqnBK4MiIrbvjO3fj9XqdEklISCsym5ebmamq7c9JRkP6Wk2hrAI5jOOIaZoAtMkK98BHX9KiMzq8JU7NVUyk7/tqU3YAICJQVSRENia8Eh3eLhaSmKYJqgpVBclbCKQmlBDCmsDYEHGFnFRqvisS0lQ1tljaftjOhPRoT4Jk7H8/dzhBktVZkM2BtN9d+lRuVd088ym+Mut8Pp+xkB+PxwPzPGOe5+iNYRiAq+LY93uP1CO1Rc6moZCEd4WjZQwD+S1wUEQgIliWBcuyxOJJTlQlVsneHcrsyohI6XsOUTwNc1tRiyICHtN7tJqGZzAzQwjhV7H1WlDZgsV/xSQRQkDf9zX16ghcMSH/RGAcx/8jcBV+AJXEHYIb7252AAAAAElFTkSuQmCC) 6 0, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
90%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABd0lEQVRYhe2W642DMBCEZ3NXCJ1gOqETls7WnZhK9n7AWoYDZLBJdNKNZIUkkudjXzbwrz8uLd3gVWIuIsUQdwCi4QJQpFwAtcXMEcI59zaA+LY1TK8CrHLctu0q9KV1cAYQN2Xm3Xy3bXvXN+r7yFxVQUQKAMMwwHsPABjHsdg0BwDAHN5tzmvDGICFm+yPnM1TmLt6YQl3Ukwx7LUr/ggARAQRQQJSPddnAASAmBnee4gIRATLwHlcaRGSc05V53JIQSxCBpW25BNpUhFREVF7xjyCV5+bVR+CmVVVVUTis8kAmTkC3jU6nANpi1no03CLSJU2/Dr4nbuui0a2mqZBCAEhhFgbfd8DyfyoqZjvrdIaKTU5O4yImWFdYbKQ17iMAMcpMDERgYgwTROmaYrmyZwomlg5udsNs0WGiHL32dXpabhnaCqt/ksANqa3esedUFUVzrlfZst3QmELZl9KmRnOuSrXsNsAT5yQlwCGYfgcwFP6AZ5rC5oRqZsJAAAAAElFTkSuQmCC) 6 0, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
}
div.testarea{
animation:rwdcur211044 3.3333333333333s linear infinite forwards;
}
