@keyframes rwdcur53135 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 12 16, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
8%,11.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECElEQVRYhe2Wz28bRRTHPzOz/hnXdn6QpmmUmkIR0CAhBBJCQuKAOCBx4FQhjvwNHJH2H6g4cefAmWMP4cQNOFRVVUKpKjBRmqTBThzHdjbr2RkO80zcNlFaiR8XP2m0u7Nv3vvO9333zcLEJjaxiU3sfzZ1loOPGwBVYKDipv1PAfi4oYHXgTzggHsqbnb+SQDRaS/2Pqn53nqfyvLUZ8Am0AEW5Hrsd63uAeqv1GtABUiAFOipuImPG5HMR7KJRMXNwakA9q7VPdpTWL5k3e5WBNQJJbgvwfFxYwZYBKr9B31U/WI62N7aBygvlN4C1oG8jxs9YAbQEt4CFR83IhU3uzBWgtFOzNLlFK8499G5/ODGnuVgOzIlg0szssSBB2XAe8hXc5ipKWfm89o+zJxzmqzT1ul+Qu3K9AXgDdn1PUnjhB0LdFTcTNUosV68koKn+rbOM1OEzR5knvR+arW22jmDUp4oOtLWFpzCo81Q67KGzMJMBYYZrpW6o6Oyc3tbUWG6QFSKvgW+lDJC0BNSyh0llOZ76/0jZzNyF5as1hmFq6Uo+3XfKZ9qnVNQi8B50AoOLH7oUSVh1muG/ZwzZqj1eUW2kWIKehV4H+gC3wDfCYi6AGgBnZEGypXlqY+By0n7z+sesHdrzh8d6txU1EVRxQCdbBfoMh01lFGhDkOP64DOBhqtoKUwBX2H2egD9jOwvgy8JHr7EdiVnBqoaAD5tG4BN4uzhc+Ls4UvfNLVPnNgqFKLoG0T4CYwh1FgHbRtN2sNSTsDTFF/rY1awwOaFWYjWMqNKO8Cc8ALQBkYiBYwIxHG79V74rQFpCZvVk3BrADTHLod4Gd5t87AzZP4LaCpjboRlaI20Ad2gNcA6GWQeBj6DQHwEPhdYhzKeLQR+bhRJ3zrZeBN4FPgReAroewSUBT0o/INCM3qtiRaAN4BlohUHutvAz8A34vwEhkDwJ7YCX3cWAQ+JDSQq+L8hyTWwPOSaNRk8gRRdQXMnPj9JHXfBO5InKqsS4DWaZ2wB2wQms0v8nyL0FTeJSg5Ed+KXO8KKEsoRUfmWsBvAkILSGT9yQwIC8vA/FjAIkHNKzxaCifARvSWgVdl3Rqh5quEThoJCCdsnH0aCpiKgFkCXpZ7JImT++eANnCRUJIUeECgvsXxeRLJOvvUAATEArBMoHleEieSLC87ahLa73nggPDZ7squO/J+/Eh3p56GJ1iL40MlJdDugG2Z68pYI+hnk2OGEqT3Px70qQGouGl93Ngk7HRRkoyC7wqoOmP1HYvvCEJ+wp6FAVTcBOj4uNHlWFCpipsO/v57SgXU6BgeEETsngjIM2jgLJO/p+LYlJYxXvNkBHbc6d8y91jyE/P9BUGmnmjTcumaAAAAAElFTkSuQmCC) 12 16, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
32%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7klEQVRYhe2Wz2skRRTHP1Xd09OZTCYzSQhZE2VWjGYXD7LiXgTxByLiWTz4B4j/geCl/4wF8aagF1FBFA8LuooHQWSJIkHiGDJLMklmx8lkpu3uqfLQr3cqIZEgHufBMF1Vr973+76vXnXD1KY2talNbWr/wWzUDGzU1P9HLHXRwv036hagfq3+MBACO4AGlmVcA4a93+7/goXGx3+dimWjZiiPsYpalydQAOuH1hPb2Qrm1xsvAxUBHQBdYAHwgeroYPShqVxJxvs7gUnG1DcaTwAbwFB8Y2BbRa1YiGlJRANGucDKt6jl9URrQ/X1hWD4yUHmpwe+LmvS4xQ7BuVr7NigfY0XehDMmdJLy/rky35ijUIN2oEXaMLF8gdAH/gG6ADfCmn/lAJFxt7ao0nJT3X42pJPyYPDIfQT7FYXaxVZFmbWaLSXaVBYC54e460GmtU5WAxBa/7+bD8rh8c+GihrGJl3gU3gZ+DwwhL03py3pWoItStJUB75fj3T9tiifIPNLHYMWIvyFOkgxVpQGryZOePdXNTDO8NkPPbwRrtBUCvhz/hfAfeAL4BMVOgKXFGeiRzz6w0FLJ202wc0ylCtoJ4sQztB7SUoBWQWDF8HtWCvqO+o03tH/+BnHB8GjFIqV2svADck256EXwb2gEDO0orM7bj1WAPWZldn3wbeops+xfO1XKONGdhP4SiFdtIE7gC/AguqpGHY9SsrM6/ATAGyK/ECIbIph7EqwAB1wLgEFpyFn0jsXT46fI6rYZPrJah6MBgjgbqSxbWwUb4lWV2X/0LZRSARuZekBI8ARuYBfJdAj7x9FoEmsA1sMho3KalcibyTdoVsh7yVHhcQDTwN/AG8CjwmRD4HTkSFAs+XPYlLwEhm35O3zgrwDHvpbT49ukHeUu8J0T753ZBI4EwIVIXEi6LGIXBTfCE/B7H49s+WoCIORa8ORLofgffJT3RfMi5kPAJmJcOYvHwr8uwzucCM+GlJoCvxY5dAIhkEMo6B20IiBn6X9T75NVychTnZuy1rz8r8hpAwQt4ALSEwEIyeS6AjYIUNJShOoIFDsria2+TviRaTVqsJibrEMaKSkfEukKmodeoMZMCWAGTOxkIdo6JWbKPmjszXZe0uk35Hsq04ShlRqyN+sYN36l7WMukGc03bqFls3JUfokTxah4KgZi85YqYf0pyRdkSFbXMWQLGCXSeFevmzHzCpP8hL0dHCH4nGMV90HPBzxLIzozPI1AAase3qGvApDv6Kmrd+5dYD+xBxsIqucDPqKiVOCRi8TXOb4CccBW1ssuAwzkfJPLB4DvkMjegjZoBFyuVCdFL2z8kW4yCWOfs7gAAAABJRU5ErkJggg==) 12 16, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
}
div.testarea{
animation:rwdcur53135 4.1666666666667s linear infinite forwards;
}
