@keyframes rwdcur59015 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIg0lEQVRYhcWXaXBV9RXAf/e++17eu1lMHnkv28vGFrARJYGwRDBoJKFFtIxa7dRqq2i1Ux2LWp32g7aj0w5lOn6hRRQdRbFatYrKUqRKUARJZAkiEiGE7AnZ35J37/2ffghLxLjWGc/nc/7nd5Y5/3PgexbtmygL+IFKYBZBz3gyvakAtMf66IwfBXYBWzXo+U4BBOaT57uXSUnVTHMZUgID2SbRBBcCmDGHlNYoWh1wwLY5MrSJpuhKDd7+vwAE8ig0VzMjuVqu1+gvdbEvK8h2Vyqv6152owMBoJJLxMVitY95bf/hwg868a6Pw57BTRyL3KZB09cJ9Fzni6Xc36+ezBK7NVnstlRxjvnFOZ4mdpcpsUiSfBIrkjX2xTJBlsgEeVoypEVQR6RKPSdbTl4m1tqQSLm/X2DxN8qAwE1UBdfIggSDcQrtoAFhwJYRBbcGWYKUxpGSMJ3j/KzyTGCdNguLZfQfHEckpZ87Q8/wwK6nCDzcb/NG520arD3Xl2usyKkKPkuhaWjNCm1XHKnXGAyWqe6CXg3fsJ3Q0aazU6E1uNHqkkk0hrk4u5FU1zA79DY8genIMxm80zuTvZdkMv+iPXrqcf1HDx4J73sIDn9Z2vOk3N8vN+aKzE6T9tQHZP3ED+TaphOOV16NXqeqwgPRYNjZERS5IUckM0GkwHTkJzmiVoXE6kuUFXaFBNTfrcS+bnEtUJK0NiaXO89K53uTTpej4IsBCs2NsjhDIkt/KE/fUitz85XDo8MO0mi55RqrITa516lLF7kxV6TQtATuFygQU6+RpVmi1mVLXzRTKtQiQfZbvBCVaYUi2W8Myd3Ow2I9ERIpNDd+UfTzpdCU9vvmyi9qG6U6S6Roogh7BxzkteE/Ogv67R6fyD15IlOSHIGlo2xN8btr5ee54nzkl1es2Q7ymMXxXglNFlkYEtEbm2TLyUqRqzNEoOK0rT6K4d7hq3zc/uCd7Hs+B7MLWg0g39JhPwvtXl07mAyHh+HjoX9o8PJpQw0i9FjLOBpW2m4fpU4nsBNyLNWcIXj7YdrqLP6adjOx6xMg17f8MwACfvJ91R/eWcgrLeVMf8LC8cKgF0h2gE8JSb+uHXHDiSjAynMzqEEdh4fqtAMugqpDz6RTxxVTFCtsD+Q8ZrDlWDl7y4IwKbH61FQ9k4FLWZyi1+RWMfH9dK7sqQMZIRsRW/eIrdOvQ3e8R4OjY9axK15PH7icOCkIoM54mH+y2Z6wM0BN1kIodhuMjPQzAHOkTFcbXNMIbPMwg9fxRRXjYsCAC8inV0sEv4IUt0c+W7qzkuZOIksIG351jCRQPl3/WMeIQyXvEPivmw2uC5FSAGadBQh4QgPZplETzyB1s5DJ41ykOsixgAY3MF3VuvxI8TAUmEnAwnN9C6RQnHKpzLE45MrColzR6tFDTRrJgzbFrNLTNkJNPIOBbBMCnoKzAJne9IjPgEgiRU4YjW7KOEAgAvzbB8zQ/2LkGV1Tk2y52gXl/jUCs0c5T6c09UWqff7IXKVWGZlABbztJRRDVfKJ8vCeXuSEIWIS8Rmc/kmNz8VxSo4TUlE3MNXWoY9p0qcnDUfQ2jwQUx8BDaMMJ+LVz5csxVCCqfZrqUAqHDLwWej5NI9S/ez0H8lAe6zPjNpgRjjsSiTOXLWVyXqzF52KGPA2d9jtmO/pOpuiPdT2XaNB96gn3+fdnmXavxwCh4aM39lNNuxRXBWly4TdXICQzmFXIphhzKgN7bHuswBd8caUpkHmeTroXQT13KEGkw2a8wSy48rNu/pUpw1tpxvqB7ZpMDBGC26hMTKk1SdQ6vQAH+pMtGhxw149g3Zuoa9KY56ng5TWiE1XvPksAOzSNoVZYu2ja4HFVi7B9oCaokCPqkKGSLR7dNo06LWGxnCOBooBK06PTpqEgeOQ4nDSC1Gfzh4W03VpnCuc/Wi16MDO0QBbeTFsX7bxTZrndLF9XGikN9SIygAajssDqUDAUzwWgMB40j1+zlPENUOBoc6UXINX/SU0zO5mXusWqLcUsO0MwKkdbtP0X3/Mc+1v0XKrjREH6nVwvHo7QdWpZyi5wIGipBKBkjEYlpPrQyZZNGvnKZgAgy6SY+CKwYc3u7l8wrtctLsDjoQ3nd4bRw+UlYxPZOlNy/mbbwMkKkIdGrS4dZhDrSuIlEVhfKKO371GwBwV/VKmJP2KogTkB4NsMdIUTIPjbpVtQyQAB25v556eJ/GuH4YT0RVjZREpMDfKz0IiJedJW+ofZEXucUl5ISLIfqtCLZK+aKaoddkiS7NETL1GoEDgfik0LbkxV5y6dGmITe51yzUW0mjx6LBTli9O7qthucv5s1iPf8l3fCqSAin398ut+SJXZomMT5O2WQ/IxrdelpWf3m291DFb7AavyG+zRGakiug4MidN5JY8cXYEZSAaDF+nqsLIa1FfS49DsUhwTUwqnfXSuWPy6YUkb7TPz+2EAkuoCr5Eic8gArTZ0B2HXgsGbdAFUgwY54FgAnKhhlw5xGBGAn/yFtvb9GrjhNygXA+m6R0zLSqv2MDjBx8i//6TNm92/liD178U4BTEL1kUXC2/0Q0J2GhHPdDiQuvTQAcZpyDfQYpiSGiQj5wpPOLN4VO9mh7tWoa3p9Cc189dBev4/c61BB7ps3mzc5kGT31h+seAGFnLV2ePrOURxI54xI6kSSRSKo2x82VzfKbc51wmU+SnMku9IenSIW7rqFSqf8rm7mqx1uR+u7V8FMTIYTI9uVpd5+KTsjS25RTzvMtFjdZ/yrwUHzMpIcISp555rZuZvrttpNvrvvow+bqnWQV5vuVMSqpmqmGoUo2BbJOIOTKvzIhFSmsEvRY4dOY0W6HB9q96+9sfpwHPeLJOHadtsT66vt1x+r3L/wDnTDIJjVQfiQAAAABJRU5ErkJggg==) 15 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
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}
div.testarea{
animation:rwdcur59015 0.8s linear infinite forwards;
}
