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4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 3 8, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 3 8, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 3 8, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAERElEQVRYhcWXX0hbdxTHP1d8VChNK52BiczZFInWKA7EcbtMpy/FlkWLoyNFh7LI1j6NbQ/CpKzt3sqIo9JsSmWili6hT53pnWEiWFq1dc402E4fEmToJotvg/72cP3d5CaZiZO6A5d7f3+/33PO75zfuUpDXaMA2NjaJByZV2zl1eLIIQsA0w+CCi9bGuoahbYqRCwuhK28WsTiQmirQkhiL1vyAfram9jY2kR7NIezxoG0wIGK1N5WXn0gmkvJS24cKzhI6AwE/g85UAK99SfS3Ju/301VtTVt01AokBa+3g5VvO+5xKVfA+L1niFjfF8EVLVVVNdWUFFVydLjJ8YbMEiFQgHF26GKd06VUvCaHYDe+lnhnVlW9k0ASAOvqKo09QNiPAbj3//JTS7z49RvXLn2pWGJ/0zA7nAL2GLENwrA/MMl432+q8NERhL6wDfKzffMltgzAR0Yiq31FLq6cZaBtmKeM+I7YyIDsPT4Cee7OnQSO5aAPbrA7nCLYms9segMha5uPCqEo+BRUyaqfgZCZjLSKpJEezF4Z5Zzd4EEf6PhJLPT4Cwzj4ejYLMm2pLUAH6DiCQB0Dsa0g9h8m24vq0vkn3yNkwG/2FsgOMXh7BZ00EzibSS1uk3SOyICIUCSh5A//ikcRFpj+boH5/MqLkET9U+m+xGMg/029BZ4yAcmVecNQ762ptMkyT42XMenGVwZudwaytgsyRAwlHz5sltjwpHO/2M+EZN0ZGfWnSEI/Om9uLcsAKIs+c8zE4v8J2njmMFEN7Mrrm2ktDeZtFJfPEtRugaFthN7A63AV7o6ia8CVNr6dqC2dSp4/KmPdrp54/4IX6pfDc7Ael/gFh0BmcZnCpJaDdRFOTjOwk3JINrK3qkyHCcWktYAaDk1cNYtTWR1QJ62C0YGq5vm7VLJSHBJ4qCaXtJKxy/OMTfoxNEnSW75wHpf7nIZtF9nwowURSk7U6jqZ2rZE1EMvNJDf7t8GUC/fCvIBoJYuvbukueXr8glcstFRdb63l6/QJT6pC+kbeJE1sJJkcOWfg54APgzdYuNlLG+rx6rglvQvz2oGnvnAjcu9uj2B1uITNf//gkby0H4WR52lxJBICFCG2/NxoHLxzVD/Phwq3cCdy722PkBW1lx//zn+kdGQiYF99ngvv8pF4x1qdKzjWhdINHhZZnpdD89u4LFiK0PCvlmzYdPBzVfS+1l6VczgSkJWwWKHR10zLwHBYi+pMJfOC5cXiTJbVe3HNBIqMgFp2htvOy0f/wk0+N79qvruofrzgJXB3E9nV31lszq9gdbhGLC+Ea1h9ZGcmx5tM3hPAjmk/fyDgm/z/lWKZqOisBbTUdXFVbxQshxAshhPBjfCcD2B1u4RrW+5PXwh7OwOLcsHLtI3MMy7Lcd2sMJaBQ8Xk/SkDBd2uM6toKQ8vFuWElfnuQqppEApLyD6QgKIjaPfIWAAAAAElFTkSuQmCC) 3 8, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 3 8, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 8, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 3 8, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 3 8, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 3 8, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 3 8, auto;}
52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 3 8, auto;}
57.142857142857%,61.804761904762% {cursor:url(data:image/png;base64,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) 3 8, auto;}
61.904761904762%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 8, auto;}
66.666666666667%,71.328571428571% {cursor:url(data:image/png;base64,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) 3 8, auto;}
71.428571428571%,76.090476190476% {cursor:url(data:image/png;base64,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) 3 8, auto;}
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80.952380952381%,85.614285714286% {cursor:url(data:image/png;base64,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) 3 8, auto;}
85.714285714286%,90.37619047619% {cursor:url(data:image/png;base64,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) 3 8, auto;}
90.47619047619%,95.138095238095% {cursor:url(data:image/png;base64,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) 3 8, auto;}
95.238095238095%,99.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
}
div.testarea{
animation:rwdcur208388 2.1s linear infinite forwards;
}
