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6.3829787234043%,11.956737588652% {cursor:url(data:image/png;base64,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) 15 11, auto;}
12.056737588652%,17.630496453901% {cursor:url(data:image/png;base64,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) 15 11, auto;}
17.730496453901%,24.013475177305% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF20lEQVRYhe2UbUwb9x3Hv3fnw/b52XfGpAZswA5gXFgIkEZ0QEKStqA1dK2mqouyvZn6plU1TZWmVu3UVVOzTVGkTYu0B7VqN1VqlapKpVBK+kArNS2Qmg4CITjYGPDz3fnZZxvb7MUEJYFF097sDZ9X/9P/9/9/v//7PRC4i7QgAAA0LLv9vbXei639veJ+/9qr37PVaD5JFzaNQixYGhgYHK2vb37FbG1wb8WQe12mYVkUsncaAQAxEN42mBYEiIEwNCwLry++y1hg2VfFMLrfBPmCUalQw2GzXOQM+p/tFAcA4j8+7X/E64ujmLxtu3nLe2Xy+rTzSE/PJU5NvWHUktfbeh+L3h1/hwExEEYoEZaJofiJVCY1NTxyWvxvhdd81xXFrKIUjoaO8wL//qR7hnnwgSN/GTr9+NP3OkfszN3ktS+13mX/V7zIO+dvzHmttbp8c3Pnpz988qlnt17X2GAA8F26Vua/OkhQsnxg1X8rFI1XVkM8s+jx4vHTpxeb7Y33W5udpXsa2FqkBQHvX7705NzczJsUWaoKRwTYm9txn6m6YlSU3+7u7X/W4uhIAIAUj5Luf94wppLZF+Xl6Bma0ekjYk528a+vY+jUSXR1d5/rOdTxIsOaKx9fGas3GvQkKsVw54N9+T0NpAUB87Nu9fjEhKecWa3J5iQI6RJqapvQZG3IB5cnFWAsixRJz6rVmslTg/3Ds/ML7eVNcIlECkadBkvLPrQ4bKirYWE0MG0LnnVXlBf0vJC7wJlMjEatHn/q7NmH7jZAAv+u9Nv+VVc64a0hIEOhQqNUKkCGXMZ8wDJca+/61WalYIun+B9RZOX8in/1eDab5XwrXhi0SijlCki5DDzeFSTiscrM9PTlUER8x+df+/Pi4gzj97lx7dpnpy7+4fzLuwxstZXVrCJPDj6K+w/3IZnK4fBBS8XR2PR8Z4eTPzYwQJ/98ZnFDudBVMlpLHm98K/5QcsoJFMZZPIFuFoOIhr2Y/TqGFmhCLujyQ45owKxWUQhE0ednsBtz8Irr/36paGdBmQalkUuyZNLC9NRDcnAdageKiUdzqbEp+ubOsZuzC9FMilBb6rmUGepwVpABEEUcCsWRCarQyYrwUIBtEwBKZuEq8WGzs5uLPl40JQMBEUhmSNAkDkoaRJm9cYggNHtGsjFImBMZgDAxOU3Ziha+bVCpfpFd/8Pcqs3Z8kLF/8UoohSdW21EalMFLEE0NHeAQJlRGM8jBwHkqQgiGmcGDyG6PpNcAYDxr+YRjyZAKsqIyGmYKpvx9GeLlAk6T567OHD239gSxwA7K6uYYOeDarY+wAAZRnBmFk5p1LpsB4U0N11dNzImk8s3LxFJuIiPF4/XCSB5bVIsfeBI3nPwuQCa7K0vPXuFf3mZhFPPDYMW4OT//SjD9xt7Yd7dAZOn0lG7pgtBADk+BgYzrTdjltzQUoG7HMzUx61Wo5yhfhAkvJVLa2dfyRJqn3Rs1T5etKdUjLK/BMjI+NVcrmTIErub791/zQYWD+vpAFHc+vYgQP2vxNE6VImk5TNfjM1pNEZG48MjvzuuxTsEN9JWhAwNvZuX2DF83ldnRXSBnEulQj+stHe+khf79AYgF3nJq6O1nuX3HN6PavNpFOIxKJvPf/S+Z/sunxnF+wlDgAUIZFJPvBmb/9DUGi5EmvUF/v6TnZrtdVgONOepuU0OGtDy88DofVKk8MJM6c/cy9xYMckFANhGC01AIB/vH7OpaCYkVqb/VWr3YXg2vL1wJrnglxRTtFyraIgrYiHOh6dWA9+45SKYq69dWBVTIWYXFpv2yS/1FLk8Q9t9lb13NTnoKo0/XaHZmqzTJf0NW27xvKuGsjxMbx3+W/PSFLh+9XVB6J5KWEkZVV5rU5bzEtRkuXqq5IJf77B2vbb9dBULcc1PFcuC1EQklZOU2qVyrRa3Ch0yWSRLzY2DE6azuWBcpAgFFcdrS+M3m1gn3322Wefffb5v/MvTbSRDnY6DacAAAAASUVORK5CYII=) 15 11, auto;}
24.113475177305%,29.687234042553% {cursor:url(data:image/png;base64,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) 15 11, auto;}
29.787234042553%,35.360992907801% {cursor:url(data:image/png;base64,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) 15 11, auto;}
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58.86524822695%,65.148226950355% {cursor:url(data:image/png;base64,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) 15 11, auto;}
65.248226950355%,70.821985815603% {cursor:url(data:image/png;base64,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) 15 11, auto;}
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76.595744680851%,82.169503546099% {cursor:url(data:image/png;base64,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) 15 11, auto;}
82.269503546099%,88.552482269504% {cursor:url(data:image/png;base64,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) 15 11, auto;}
88.652482269504%,94.226241134752% {cursor:url(data:image/png;base64,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) 15 11, auto;}
94.326241134752%,99.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
}
div.testarea{
animation:rwdcur103677 2.35s linear infinite forwards;
}
