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5.2631578947368%,10.426315789474% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYha1Vz04TQRz+Zl1aQgjGODXutlxqEw1akja2SFROPXIQxEeovoLEs/oO8gBwUOIDcNQIxWBSYqNJbUyAFtMlJpgYKaXjoTuzM9vd7i7hS5ruzvxmvu/3dwkuHkx5e5pQd9+0wRob4pUAQA831UMANHwn5yYFBAlJl4AyxdLDPN5++GJvMrDlNZtHIpR/UclZY0PxzAtLD3L9hxULJF0CSZegRyDyVyARs8aGuNwNHgHZXhuwumBBKFM8vp9z9p6vKrbnjcBAzmUI78tUrIn8u6AD5ys4uci8ws3JZe/BGEi6NNgFEcG8io2kS3iy+gjffr7v7DZoTCZ/99HO/fLagNgoKRgadgCB5AAGOiVsEYYKux85Vizfi0NHgJMHiVByHkAeSYAvpEqXyYX3AQhbhEoKAGfEAkA2bXUyU4sx7fcflTzAeyBsBMpUjE83FubnACDG36OQhxNQpgwAsq/RyUwtxuq1dVHp2bTVARCr19Y7gFOEYcmBMCkoU2YTQSaxPQcAyKJ4u3kOJw+ESoHLYyzMz4F7LYOTA85HKQih5sDEJ0sRUq+tdzJTizG+ttugMXeNhI0AQdCEswsQACbuAMezVERCyjlPZeC0dEOvWG1fZWe9Hu69uA3G+vcSQoDZ/r6r4CITC56tatXzsGYaOOv1MJO4JtYuZwmOZ53Bs/nyq+/F3dNT8cxah2CMYa5Q8BeQmZxEfW9PbBSzWdXwmSOk8qrWv7jZ8hfQ7YrnG6kUfuzvQ9M0aFq/7IhpoEgTIBWrrUQgN96BHjcBANtH/v08jJyYBs72D0CM633b1iEA4FIq2U+n/U5MQ23D3LjTWYSoI6JitQUpMQ3MTE/7CuDY/HUoyPVU0rnXNETRiAgUrtIdX48IyXutM8Y8z8j221KR371K/34+ssZkWyUC/ODpvwPocVNc7kfUPWnm9bi50z1pCkI9bu7Y9rcIIWMFmlBEDIjlESjSBCpWG0Wa8DT0EkEIyctiZSEcI6PJoQJEBPg84P/uCeWXhpHRJACIPS6Ui6H0iuqIlwC5uPwM/QaWjCJNeAplULuG87BmS60B1mwpItx7XpAv26pWlTUv8HnDbUjFarNhPR0EYhpDZ0IQBj7Hw9S7wZotz/RFwX8VnJ6UyTDRmwAAAABJRU5ErkJggg==) 1 1, auto;}
10.526315789474%,15.689473684211% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15.789473684211%,20.952631578947% {cursor:url(data:image/png;base64,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) 1 1, auto;}
21.052631578947%,26.215789473684% {cursor:url(data:image/png;base64,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) 1 1, auto;}
26.315789473684%,31.478947368421% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur112804 1.5833333333333s linear infinite forwards;
}
