@keyframes rwdcur247912 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 27 26, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 27 26, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 27 26, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEkElEQVRYhe2WUWRcWRjHf7Puwyyn3HCXhBtumJAyZUJKwpSE6dqQkjxkyUO6WrJE9aEtZa3ukn1Y24eyW7YPsS2t7bBhG3Zo2WFCLikJEzJ06DCHDhlymUMPnYfL2YeRSWcmM8nuPuzD9v9yud93vv//fOf7vnPgA/7viJzkkEwmjZSSn5YnmJuPdtgfp99y1l7n+U6StbxCSonW+sS4h7B6Ga9fv25s26Z/FObmYO+bPUrOx5SLBxBk0dEkAGdG5llIrVFiEc/zCKsV82Jn91QiugqYmZkxnueRy+VQOUXwDMJ9H2sgidMvqJMCXSe/5SP3oDyRolaroZSCqMB1XVOpVE4U0eGwuLhoPM9DSkk+l0MqRSKRYO5cFIIst7YtkGHHOiGEAfA8D9u2GbRCarqOXyz1PJKP2n/Ytk29uEm5XEYBk5OT6FKxmfJZKzw20CGJlBIlJTVdR0cFnuf1zECLgHg8bpRSvHonkFLieR6ZTCayWw0iOClE3edcj3ha64jWOiKVav5zoz3LrFVAzFJE9/NsbGzgeR6+7zdTt7lVxBZgD6fwBKZX0IQjULoOwKAd9vRvChBCmAvDFcYHC/y4PMnu7m6L47qqAjAUzTIVOz7YwnjMmF9nzWZ5iaVLMaaiPtOXznFlLtlVbFNATEQZcqHwCl7mj+llGUa+PnAAcB1I9DvNXQkhzI1xzNOtr+D8GR7ezqN0HW90htpuGtfym0XajibJwnjMpM6W8PPwqG5BsbPSATyBuTKXRL32iV+Y4er8FLmtAvniG4ZGPgHg5/vbZEulCJ5lfpn/DCUzbOZhvdTZdc0K6aeEiqawnCpkC13bRmoi6rVvAK7eHeXmxC0AppeXuPzoOdWNo973gpC+MIOsQSgtoLODmgLKdRc3yHIQuN24mXQxuR9mG2lerXHv8++YXl5iXx7w5bVVqrp1hwEC19M8vN+9E5qWPirc/M3FWRmjUqmYnYCIJzDzk2PcvXcWgFz6CbfTFS6GoxBkGEousPZki9UuGYtrzcqtBsWAAFSnT1NADRdeTzHIE4ZjMYJ6yZTf3mkYn+6x8iJgIrXEhK359IvVyGwMc9lO4w4kGXMwO0Hr7sfBOFbvGdAiYH23Enn2PDSuDfML53k6PcGfj6vsZVapvhvj4vwoK9/+gS+rEYD10GI0GEfUfUYTcXayhZbApyGHtrvAdV1zODrDIGDxkse1teyxs/8Qv9/A1BS8fBMnly0w0oO4GIaU2jhbvJVSKKVwoxbacfg+XYBKd3KAmoK+xAIjOg32Ubh93WvVEVpGsdY6gtboqCAMAuL9DvF4vOfY9fOATGOXXZxo54PlJBy7OyGE8RwH23WxbRuAgbokv1ugvdiWbMvcCY+IH4jGN6g37oL3MxGEIS/bOLumVwhhbNtuXqdXhn36Egu4pKlIqFkz9IUZttMNxuX3iB6IIwHvi/hbAg5FQOORMdEP44MF+myYG5tlO1hn64FDVdU71h2KORTyjwW0wLOM5VjMhA59VLDkUcGd9uxzVf0vBJwSMTAliMRovAGcNnu7gA/4gP8cfwF3gvWjVmQz1AAAAABJRU5ErkJggg==) 27 26, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 27 26, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 27 26, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 27 26, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 27 26, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 27 26, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 27 26, auto;}
}
div.testarea{
animation:rwdcur247912 1s linear infinite forwards;
}
