@keyframes rwdcur228846 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 13, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 13, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 13, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 13, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 13, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEC0lEQVRYhe3WTW9cVx0G8N85984de5zE4yYNdqgKqqoKFcmqsu2KNarY8AlYIPENWCBZ3vMl2MCaDSs+ABISoEjQIhZUbehEkeuGqT2el3vPYXGuaUQzMy7tMo80i7nn5f/8X58TrEE+PYp4gPuIzy3dR40nZITvPfetxlMs8QHOsQwnkw/X2YnrFnqMXrBn3n+/TxhjBw1uk1/t/z8mn/f70yYDawmEk0lC++WVPCWP8B6O+/8z3CLc6gksCdcHppsI1JsWcVYu1rSTT/8Yho28WIrDRthtCp1VRwhCjIQst4lMXixV98ffDyeTZ5sMbEvBFE8wk6nepn7YiN9thLtRGEfxaCAejITxUBg14r1GPBr0AcijfHr02v9NIJxMrknMwqCW/lHz8S5nkdQQG7oB48gwMIq8eYf9kergFryC8deJwPWe8+rV/Z9JmbsdOzXLlhS4U5MDCxw07MT+VyE8VIp2LbbVwDWBBhegysSOFEmJWS47YmaROFtwlQkRaUr46OsS6NsoP8qrlkFkJ5T+SLGEfS8W41XF2YrLjuCXhN+Fk8lym3fb0CptNcttW8LdZKpEhd0+5HcbdjPhSppeIfwWG72/EYHegxbP6sODd7v3E11gWRXPB6EMxHnH46U0acX93R9hhlfy6dHm+7cHoCCfHtV4C8d5Nv9NuD0oxTiI7FWEzGRJ59f4M+GZUjcf4k/rUnGTFOi96LUh/zCMhjNVxSrRdVy2fNbSgRGh9sUUfZ38+rpIbC3CXpRGSk//gHCsMbJXFc9nicslC48IT8mfEJrn7o7PacaXWnJjBHrWvSDlN8k/FtOx/YpxxWHFrUhTSReLY8If+itvk68JJPLFOlvbUnDtyRt4zzC+5d5Oqfwuc5lZZAaV+O0gTa9+UcRJ6qMAZ4TzdQa2EYjKKD0kPNBl2lxacZX5eF76/qLlYih+a1eeLX6OS6UF/4ZHSke8QFm3E6iV3CXy2CLx7xWfrvisI624PS8j+WDAqBb2G2k6O8UzPFbynpRHylcmkMoFuSU8kTOxH79hWU5/J5R5MO/4fMWwJQS4p6QwYd4L2ws93IRW6eUppnm5EkZD9gJXFQ9X/DUWHVjmYmo2wEp5pISLcDKZbTJwEwJzwms4D6MdVl2pgwZ/z/0gqktNdIlFFueN0pK9gG3AtvdAUmrgHg6ljhh4I1F1GLCoqUJRyRBo03UKztaF/atEgPIsa9LF1U9DHYvu/yVTR+lyphrv8XTBZSd3rRCj3CbtJ2f/dINRfyMtyKeHD7qzz/9VvZPKkSohsxyw6nWgi9yZ0VUMVpa/bw1/9Q0RgOVPYg5VlNuuPxnEvV1CkC5n5TH6P/hGCfBfXWh8UTsJwslk47PrJV7iJTbhPx1jkV/TvboPAAAAAElFTkSuQmCC) 16 13, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 13, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 13, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 13, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
}
div.testarea{
animation:rwdcur228846 2.6666666666667s linear infinite forwards;
}
