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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC50lEQVRYheXWT2hdRRQG8N+EkFuDSAlduJBSJAQsIuJCpFgQt0JWmlJRrCCiCJZCcVEwLgQLgghuCiq4cCGpiJCVgogSFSlSxIqaKE0tUoP1D4rFzqM4LmZKJy/3tu/5srF+cJm5c8+Z+e7MnHM+rirEdPewLuN9E9yAbfgZ2/EN/sAunNKE08VuCrfhOK7DTOnfIaaTmnBKTNtxBndiRRPOtBEY63vfh0k8gx4ew8FCYltltx8nsbXM8SsOlG8PiGkM9+MR/FDaVvQT6GnCJ1jVhM/K2DWa8LkmHK/s3sVD2IFZ3FjNdaz8yKe4CbcXsgMRaMOqmB4V02w1tgPfYko+gi3lgfdxDz7Cx7hW3tURENOkmOr3MTFNbui3+06IabzrcxiB1DTmsBvXl9E1LOGoJnw3yDTDE8h/cwh7dR/h33gDz2nChc0jkBf/ELfKkfEy3sZKsZiRL+V9mJAv5MNXIjEMgXkxnSvPqpheaT3/mHaKaUlMy2Ka36zFp8X0tZh+LIsvl+etkpjaSJwoPtNd0w4ShhcxV+yP4MVq/GYslMx3CU34Cm8Wn7nNILC7tIua8BKeli8bOW0viOmWPp/FPt+RCFwMtXzhmnAUj+N8GZ/C62K6q/JZ6fMdicBGNOEDPCjXAnI2PCKmzi0fhcBaaWf6SHyBPThdzfmsmJ6sbNd0YBgCS6Wd3fAll+k9+LIafQKH+3xHwKUwPCGmnR02kyU3LJdQPXelMByWxHyZfOkyJMbF9IKYfi8547KJ6N+k4tfkGt+T43zRCKn4P1aM1hPZlHJ8FSKmzqzXhvYjyOecpXje1l1yjG+RU+6fcuLJkpufKvv9WNCEY4MQ6NJqB/GOLMXvLf0D+EsWnXvxPd6TJXevsr9QCA6ErltcS/GJUlrPoimy/TfrJXdt/0uxHwhdR7BPjuM1WXaPyyX3vCY8L6an5O3eWjx6lX2W4U14dVAS7aileJfsriX3evuJ0Rb/P+Ef0yc8ovF5MdQAAAAASUVORK5CYII=) 3 2, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 2, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 2, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 2, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 2, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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}
div.testarea{
animation:rwdcur121994 2s linear infinite forwards;
}
