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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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70.833333333333%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+ElEQVRYhe2WTWhcVRTHf/fNYxwmb5qvyUcniWlDYoNotV0GDbqoILjQooPUZhN0VWKsIH5ApBVqFcSFQsUPXIi2oaQBSwviwkVpXYkJbSWgUmvRmSavTZM4SSdvZu5x8V6Tvpl5k4xWV/nDhXfPOff8//frvAsb2MAGqoSIvCgiEyKyKCIFcVHw+hMikqwmn6qCuA84DdQhs6BHQX4AUkAG1INgDILaiWd8Rin1/R0RICKfAoPIrwb53aTTF3z+k6fg8mX3+/ChGjDPgNqpgc+VUi/8KwEe+fMUjrB8cx+zs6Uxl36DU6dX+62tMDw8BKEPAD6rJMJYg7wPGER/yeJf+0ilQOvSuPY2f//qVRga+hAKrwEMip7u/0cCEH0CuWJQeIOamhhbt8Zoa4uRzxclCchyYuxdkPMGxL8O4goUICJJlNGKfhuY8/k6OmI4TkXpdHXBjA037AdAGXWi7ZfL8QWvgOjXkSugj5Z1d3aurkS5FYlE3O/R44DMANZAdQKgFzlTwQ2JhHsmUulVWz4P7e1Fgfp9IHwPYBZzBgkwUEYYuXh7lqIGoVAMreHsOchmwbLcpS+BfAcQ2dJJpJQoSAAY7t6vEhZNCzC4dt2ddVcXNDQEZJM5UAaOg3lgxM9pBgoQDWwKcJtAFIDJyXm2dHqSNDg5L4GCcNgLV/eBaFJpjIs/rW8LALKo7WXMEcACDGw7jWVBdtlLZkDkLretkN8SgM42N0EmUzzTMnh6N4DzM+qJIk/YE+AilQbTLF+c/CxJIHNpxkZ/8+06BIyNo+GPY6g6UA/dFhr1xd0qy/FGuHa9PPdze7a5K6C/+Ngz+eQGbYHu6ek5guQXCH0C1EHpAfbh7g6Ym/fbmpsBcwxkaUaZwycB5/jRdQgQEd3ehoN+bwDaIfRO2dBIkabEZvcczNiQWYRdj40A90Jh7/6GehzASe7xj6n0NzQBS/QvH6G6n0WPQuEtYGElwLb/5Oy50oHxODzcfxBCb4JMjitjxyu4d3oB8NXNoGuIF5htaenZPz09ZaCSScw+t6rpMQCampoA2zfoqScVmOfdmcvkeG3tjleBLLBUTL4eGLh3LiG5gaToxWkREdG/ixSOieRHRHK7RHKPiuQPimjXLXp5XnKP7wW6gUTvNqw1JlsRJmDFG0lsitEt+UMvibanROduivaehLogbt+eksJXh4FeoDveSCtgHRgJJl/vm9DELQLRulqic/OEPZth1bgBmUXfj8JpbWEpkWDpxwmylK/lVQkAdztMIJLYTDiVJtxQj6E1xtw8NNSjZ2+Qxzs7gON9r1WmqoYBmI/0EwGi2+8nCistgrtSlV9adwoigoj8L1z/Gf4GHZmlK0woqeIAAAAASUVORK5CYII=) 16 16, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur217222 1.2s linear infinite forwards;
}
