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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 7 4, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 7 4, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 7 4, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFaklEQVRYhe2XW2xcxRnHf+cc78W73pu93qy99sZxbJNQO0qMHdGSNiYkKIQmQFCiQGkEL5FQHlAEqI8l8IZUVIlLVVSEqpK2QoKUEggJQQTKxTEhxHYwJDS+JL5713ux116fywwPBpyUeFlvxUvV/9M5Zy7/33wz880c+B9QiaaqRYU21gpsV/P4wYNPJ5KJ5mefefbVcDhc3X7q1JFCIZaq0IvPPTf0RUe7PHToJWmapvzna6/NAvZCOlOX2uDgY4+9sGN9a+WFc91Eo1GSyQRVkYhTU9U1hQDkPXc2TWv2uOy77tp8yy+tRALhcOD1ennr9cMUKRAocVTF0rOnlwqQzxoo2dZa9+JtrfXP7Nm2acOG9TczNT5Gxl9KeXmInsO/x5keoD5SttMwRfWliVQXkMoXQMlVWKRp6n2bmo5FQ97Nv2hagaLAcMJihhA7HnqEuekpvnz5CYodNgDmDJOO80MzT7784YH0zNzz+QDkjMCq6uADGxqjB26or8TltDEymaY66KJ3eIiIx874p0fQMK4AVlke8tvWrFi2/djpiwNSyrP/FcA9bU1/DZd6givCAQC6e0eJhvxUBoqZjQ8gzblrtgv53dRUlG1992zvK0Asl8eiu0BT1dpYOrOqsSb03bf0dBYhBIpy7ZmTcuH5rm1bnPvvu/MPucxzAlhC9NZWlI67XO75d0swk9WvMvlP9caylC9fzYq1P2dZVQ2bf7q2TYWGXACLbkMVopGgNzTlWEa0wsXw5X5QVapXt5Acu4w+O42UEofbi9tXRpHDScwRwx+uQhg6mXSS2kg5wGbgwpIBBARtmgqajWBkOZfGJqmtrcMXDOELhkBRUFAAiZQSYVkExhK0n3yHsmIBwMycSWNNqLWrf3zpEdBUVe+MO/mJx01fdwcff3Sa1vXr0bOzpOPjZJIx5jIppBSoRXZUVWNqYpzBsSRlKyvmO5GChspATUEALS0tW6uvX0tyqA+7kWAklsTjULj42b9AiqujZZnAfFLRdeOqsmJHUXhRd3Iswt27d21sa2sjMzmCZc0bzk4Of8/8SumGQUXAvQAmBEjpKgjg4UcefXpkaIhZ3cQSErtNQ82RN4WQjMbTuIodVwCZzBpWf0EAmqrGKiOVjKayoCg4bRpCLL4Hx+IpLk2k8XkWBjyZytDVP/F+QQAAJV4/vutuYiarIyRMzWSvWS87Z/DphSFaVlWjqfNdxpNTdJwf0i+OJP9SEIAUYnwykeTue+/H0biNyA23MBpLYpjWVfUM0+LsV4MAlPtKkFIyMBLnjfbz2T8e69xuCbFoDsgJIGDwww8+OOMvD7N1573cv28/eqSVM+cvoxvzqz6WynC8cxS19mc43V4UZX4tSEVhOmv0AMdzmcMPHEZvnzjRUV9Xt2dl3Uqn2+NnXeuNHHnlb0RKXdiKNHp6R9m450Fuv2MnrlAN506dZFnAQ9fFYf50vGufaeUefc4IfKOzv967t8nv9T3V3d3FTDaLvUhFURSOtn9JSdMWbmy7FW+wAtXupKLUg5SS4ViarG68+UPm+QAADCqqesjtcqPrBl6HQs/AOKanitu378BRPL/vG+ob6Bw2eK+zl2xpPSrU5QOQ153QEiIYn4zz8TtHGeu5RP9Yit+9/gaVNQsHnd3lRjEypFIZ/NEAAnImoG+V739BJNH3+QM3hbOsvr6atLeCLXfsorjE912Fl154nnWBaYQCn/Ql6evv/40Q8to3lgIAErt/tXdyYOBy7b8HJ0o33nkPq9a0oGoLAQwEfHwxYeihhuZPvCWu3x49cbI9z76Xpn/8/c/B2GBfoxCi2TLNDaahN5uGUZudSnl/FMP/68fW13AAK398jX6IAAAAAElFTkSuQmCC) 7 4, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 7 4, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 7 4, auto;}
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75%,83.233333333333% {cursor:url(data:image/png;base64,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) 7 4, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 7 4, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
}
div.testarea{
animation:rwdcur113171 1.2s linear infinite forwards;
}
