@keyframes rwdcur1115 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGJklEQVRoge2WW2wU5xmGn39OzO7OHnxYezFejAEDhZYEUaGC1MNNwXWAShEkFaUXLSpuetFIrbiouCCWelOlUqVWXFioimhLWqQoqtQ4diy1JSQKblLSWCkEHxq7Xh/BXu+Oh92d2Tn0wlGAUCdgu00v9pF+aaTRzPe8ev85QIUKFSpUWAHiv3HTIDgqMbPmGkK8ALKEsu5xqh/ZIcQT/mrPWrUAJ06caJVl2ersnH+D6WAI/I1I+uJJqQZEfJSanZvOncvtMwzDOHbsWM9qzF2VAEePHu2OxWKtsizTkLSdM+1vaQgVggJItSCnQIpw/qWdTtmv0sLhMNFotPfw4cMHVjpbWY0AQRCMmqZJPB6nKprVcMdBikBQAt8C918gZBLhau2WVYUkSbiuO7oas6WV3uDSBdqqY+b3VFUFYGy6Ctsp45SyeG4Jr5zDKc3hlGaZuFWNbdsUCgV0efpkkNnbttL5K2rg0gXahESXuVCi7NtIkkRojYRlubhumbGpxT0aM+B2SWM+ZxGvqiEIArxABhF0BZk9j4n0my8v12HZDbz6PG2SRNeOFtjz2XmEEKiqStHW6HjuG/xjWGVwvJnB8WbGZ1Re7HuKshfBtm1836dK7wdvAoTUFWT2LLuJZT3Ely4sym9vgZdeW8/F3h2kUimi0SiO4+C6LkIE7B0bRgL6mrcSiUSJxWIkk0lqamqwLIvPb+phZ3MfyOsg8JfVxEM3cLf86GSCX73YRGNjI6ZpMjU1RW1tLYqiEM/n+Nxbr3I8O8baYgHf92loaCCbzTI1NUVdXZKE1odTyq2oiQcOcP5ndP75+TvyUUOjOQ2KAjMzM5RKJYrFIgMDAyiKghkP4x5RuLprnJsRDcMwGBkZQZIkFhYWGBvL0PX3H2Ja4t4Q43sPBrnOcw/q9UBb6PyzdIdDtNbXwPYWiIQVJNngi8fXo2pRDMPAdV02bNjAwsICUSPCvi0XiEcdCMAsaAzM/gCETH19PaZpUl1dTRAERA2Vr+96GiOio+mJxe0U2g9KulfEv/uJ34lPbKDzJ3QLQWttFaSSsEYDz/PQQuvYuU0DQFVVVFVlamoK0zTJzufou7GXkYko70/EuDb+VfKmRT6fZ25uDgBN0ygWi7jF61wfLHP79sKdJoq94Gb2B/lzr6wowNln6AZaAfxgcQkhiEQigIftCEKhEPPz83ieh+d5lMtl7FKBW7kq/jp4gDeH9pNdqMP3XIQQ+L5PuVxmaGiIUChEydG4OQfXBllWiCUDnH2GbkWhNaTDuvrF1Zj6QF5pxHYTvDvgMD8/T6lUolAoYFkWj7RkXm5//PJwsVh0giC4DLxumqabjv1+MKK825PNZpmdncW2bSYmJriZDZO31KVDlIc/NsQ9z8Du3buVq1evuvfJp+6VR0oAMDKZ4tcX+xmfUaxr/6x9Cqi+cuXKLwBaW1u1np4e56PHJ0+e/L4QwtLlyV9G9EIsqr5DLDxHOASxCNTVwI4tEIlE8X0XPZQA4xiU3u4VjX850NnZqbS3t7v3Bdi8efNGz/MGnjww+UYqaX9JU2FLMzQuIY+cNhH6CxT+8FNk6aZoyuc+ruqP8vOnSdhrSImAH0kyT4RDxO4OoeuQiEFDnUzYqAO5jnwxffm1gfZ9wGcOHTo0fE+A5ubmLkVR2iKREE/uv0FN3KGhHr68R2AYH8iLRB8EOkL6NuUtN0Tz+dLDSC/FmTPoSdgmJJ4zwhRUlX2JGOhrIL12MYQnb+WPb/8YTdMJhUI9Bw8e/Brc9S9ULpdRFAVdD3OxdxvH226wNnCscDhiEATfRMS3inTfmTtjr6yGOwAdHZSAd4BdAGc76PBc3kPwu/wC1vRczPjb+HdYvz5837UfNpBOpzcGQTC0adMmqVgs4jglqo3Cjj/9dhqxwbq+arYPwW+eZfuYddIverXvpdNNJJNJbNv2VVXdeuTIkWG46y2UyWTe13W9JZPJ+LOzs04QCLKW8einJQ/wrVNcL3p1j4JEPp93Jicn/Vwu96E8/IcvcVNT0wZgOpFIfKG/v//S/9B3SU6fPv0VRVH6DMNInTp1avTT9qlQoUKFChUqVKhQoUKFChX+H/g3sZSjnpBETjIAAAAASUVORK5CYII=) 23 23, auto;}
}
div.testarea{
animation:rwdcur1115 0.53333333333333s linear infinite forwards;
}
