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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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75%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFI0lEQVRYhdWXW0xUVxSGv8GxyQQBRyQFOnpwBtpEEImMUgtoUKNJtVFbUoiIiKXBShAlqAmpNYbEK8VbsSExMVVqlfCgPJgWrSh3i0ittKEJ4CAjtD3gcDPTKnX3AecwR0CgmF7W05x9Wf+319577TXwf7Yck1HkmIziXxOXZVmYAgL/eQiHeF1NlairqZoQhPZFnZIkCb2Hm/Jt6+4FIL765pCxuS46ckxGkd7UrJkwgCRJAkDv4UZIcBDm0HmER0QCUFFehtlsRvvKFKorr2O1NJLy1E56U7MmfTzKIwFIkiSiIheSlpZGRXmZIpyYnAHA6bxsAA4fzf0bckPN5fkGvYcb5tB5AMSsTwTA4OfP6bxskuJXk5icoUC9dICQ4CCRlLiB8IhIDH7+WC2NGPz8AUjNyFKEUzOy0HsaMJvNLxcAUK2uorwMq6URgBPZu0nNyFK2YIqbx4TFVQCO1TuEAW7V3iYxOUOJxIns3ayJjqWvtxsAvaeBNdGxLwVEgfjsyCEREhwk6mqqREhwkJAkSUiSJCIWvy1kWRZTlhYJU0CgCJkXLkwBgaKupmpCiUi1BbbuXm7V3lYNOHPmDJ3+JziZGM6F/NMA9D/uo7e3i/7HfeMSGw5UBZCmnURJWRW27l4qysuwdfcSFhYGQGDUCj56dwlh+19j38rZ9D/u42Lh+XEBOJKVc5uStXJMRvGFfjbe3t403L0CwL6Vs4ndlcXyXzUUvzo4L3ZtNJl5X6mcR69LGhWg8NwpDH7+nH0zDEfG1DqLHzx0lDv1zTTcvcICTw1zFkQAqMR/LPmG7zqHbnl15fVRAayWRqyWRqLOf0lObJxIb2rWaADmmleJg4eOEhrkTm19D3fqm7lWXIB721UA5pu8Aahp+oUe32UAHNjzwaiCI1n0uiQlfWsBuuS77P8kEblDJmHLcTbFhjA3yMiRHNgw8wFzFkSwo/Ae+V8XUVvfw66d21QOS2LjxiSc66IDUMQBNJIkCVedDn+jie6eHuQOGYCELcefQRxgyfL3mRtkJCszHluXjUd2u+oxKomNYyyvoCkgUDiLw7MzcNVnKcuavwXgkd0OwOWCLIrO9XOx6BK19T1kZcaj1Wp5ZLfjqtPxx59jWrTKnheHZ9fw7NrV3CgtJWHLcQBcdQOhsnXZeBKzl9Agd2xdNjzc3cev6mTDRckF4FpxAes3ZXLy0w+HTJp8YQ9PYvYOaU9OiGNbSuqEgBSAy7mbORw9CxhYvdd0ryEQV32W0tjchN+MmQPb8M5GrG0PyD58bEIAGhisgJwB5A6ZG6WlqsGLFy3Ca7oXltb7RIQtpO6H78n//QnbDb5YWu8D0NLSMv6SzDFJkiShn6qnv78fgPbOybS1d+Lr40lbeyeA0ld+swpXnY6Uj08BsHP+G+TGLOG2n0mMB0jV6RwJg4+vcuWczVWn46eGBo0kSSKqq4et+mlKX9WlMuV3QUoMcoc8aoSUD4e4q06Hfqoez2nT6Hz4EGt7mwrG4cAUECiqK6+zw/91xdlIMC8CUgFcmOVHZWsrx/oHL7nBx1cFk6adRK6LjsJzp5Qxjoco8re2YWGcgfJrfsZYnIe17QHyzGB1VRxzzzJcmMTnm1cRGLUC46L3SG9q1uSYjMJRMzos5amd9G6bap6z762rB0q9hcB2gy9yh4zHxmhGPbGSJIk07SQA3poxg5h7FlpaWjQ5JqMYLrePZBs99ApQydTBhDamK+N8OGEwQo7iYrz/hv5T9hcXU0yzaLZGrQAAAABJRU5ErkJggg==) 15 15, auto;}
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}
div.testarea{
animation:rwdcur229668 2s linear infinite forwards;
}
