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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBElEQVRYhe2WW2xUVRSGv70757Sd0um0nZlGhLZWLQpYKLaNookNCYnBC4IkEJE3iWCMYtSo6ZMx8cVoYqwhhvjkC5p4CcakSEVtvMRaK5dQJrRF7diLMwhzYy5nhrN9mD10bMvQRsWX/snKPnufs87611p7r73gf4bQo9QCYGu5ZnAATqUBLNFr/xSFThU1LoEyACEESqmYEKIKSADZhVqtb2j0bHlo647JwG9b7EtZ2eSpOzZ2MXng4MH3/MwRWaGNu5VSk0LkMqKUYqEkDMNwbtu2fV+dp+aVFbeulDc334JhmLREhhHHj2cHItahJz853OUfGfbPJOAEapRSgTyBhZIwDLPs2cd3v97308CehsYbpWkYIARLSmxevilFJTbJkQA/Wt6BXZ/3b54KBifyulfMkU5HRBMstifk5rvvenDH0OHHdi6NymBwitC5IH+eC1JFFFd1BOm8gFEnWZP1t732yMMHysudZVclsAAS5q6WZbuXXx8397TBix1xzEyYWPwitaURjGpJSaXC8GUIV6UIn/i4s7V13R155avu9jyJIulwujPDneV1WYQbOuurqK0z6ToUocnjJFHqZmA0xJHBBL2nJaNTKWele7wD6APseR23IiTk6tvWuN3hEw6z0UCUVuAoN1jR4OKpDXB20mLbG0OcDaVJJJJkknHiiRRVrmwluejPj0AxErZty6Aoo9klCdg2n34Z5LNj40RiSd5/qY3TUyEGz5wne8lGKYEsceBdWu8Y+TUgYR4pyNWmv80jQohy9JmORiPWoPuesf3v9NT/PDVCKKYwTIPbm2vwNLt49fl2vN6TdH8wRCyZodQszVZXuSfz+nMS0Eew0PuntddRIF7wqf17YCz8/Xj7od5hxxPpdEoCpNNpfHU+HF6JM2PQtW8lK69L8Uz3MOvvbJ/oP+k/micw6xRo4y/kPdehf5PcpukDvpmhkhodHfnw3o0bE4WLNyx34zAkVECJEWXrAx7efq6DS2b1W+PjgYk5CWjje4HeOQKT0JICLKbLquX3D52IJdN779u0aaK2tgaA1lW1yJI0qAjRCxFOnXHRc6a++4veIx9lLCt6ObrkSrFLKfWHEGIn8J0m1qmUeneO8hxndk2Xhmn6Vq1u6Vjbsna7Ibl/3fJhu6LSImk1yPN208S3P5za3/f1Vz3RaGRMO3GZgEmu0KwH+sntbqlJ/TKDgBcIM3dpdgBOj9e3rKbG47OsdFYIbMMwzXgsGg2FghOZTOa8jt4sxbICMfXoAR5VBQB8+n0xOAr+kR/zt+4sFDYkedh67iTXG2zQ8wRwlFwKFnxNXwmiyLt8ZEz9bGlJ8S92TMUIwHRXI5lu1a5pu7aIRSxiEYv4z/EXJRO3jJwje+EAAAAASUVORK5CYII=) 2 2, auto;}
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50%,58.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur235001 0.4s linear infinite forwards;
}
