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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwElEQVRYhe1WS2gbVxQ9km1JlKoRWpg4tY2ws3DcNBUm1KXUonQZ6tLS4qTQuCZ1sighuFl1YS268iqOhaHYkG5tAsX1wsuULAyJwGqVGEdFMGk9lS1sxkWekSYazcx7t4sZTSVHUiqRRQs+cEHzNPeec9/nvAGOcYxj/N9QLBZ7GWP3Oec5zjkjIuKcM855jjGWVBQl0kw9VzPEXq/3J5fLNfTs54fQHqdQepSCsb0Ld+A1+MJncOLLT9HR3wvG2KO9vb1Puru7t5vusBYMw3iXc27ogkjiyEX6DX11I3v5JumCSJxzY39///0X1X7hDNidPy39utX+52fXwbd3nP/codfR4fdDy2ThOlQqxrvR++P38A4NmhsbG2eGh4eFFnsHGGNJXRApHYo4XWZGr1IxsUWV0AWRsl/cdN5JhyKkCyKVSqXHADwtkSuKEiGiqsLS9CwREUmSlFxZWZmOxWLXVldXp1VVzRARSdOzzrviyEUiIlpaWjoLoL1pAaZpJnVBrFpfIqL19fUYgPMAzgIYsONcPB6/RUSUGb3q5Kj3HpCqqg8B+JrldzPGclL0n450QSRVVTMAhgD0AegEELCjE8DpXC63oSW2nJzDH+6SaZoygCAAdzMCPJxztvOh1U0qECYiorW1tW8BnLZJ2+2ibljrHIjH49eJiA7v3CVdEKnsEwBOocZeaLguLpfLzWRrd/t6TgEAJEnKAlAAFACYFa/rADjn/HcAOPHVWFWdelwNp4SIeEfIIjbyBQBAf39/sExWI4X39PR01qpTj6OhAM55wRt+w/q9vQPtlycIh8OfN8rp6uqKHh1jjBVaElAqlVK+twad54PvYvD7/W/v7u5+XStX07QbbW1tfUfHi8XiXiOeevDMzc2dJ6Iq+5Wit4mIyDTNp/l8/pKmae8ZhjHGGLtPRCRFb5N670GVSS0uLl5BnU3YCG4AQVVVnxx1wrLfV6KY2HTOfyoQdpxSluU0gEG0cAwBwDczM/MOY8woJjarRJSJ/njzwnPj6VCEiolNYowZk5OTFwD0AnilWXLAOjrB5eXlS4wx46jf1wpxZIx0QSTGmDE/P38NlksG0YoV2/AAODk1NfWBoijp8sUjRWcpMzpJ4sgYZS9/Q3/duuOsvSzL6YmJiY9gTf1JtHoZVcBnFxpYWFi4IstyWtf1fOUXka7r+YODg+T4+PjHsO6JATun4R3wr7+IYHXxakX48Py0mgCe2VGwQ39ZAmATemzyegI0W4CJaqt+KQIqhdQ7UiZq2/Qx/pv4G2NGsJ+Rgnc4AAAAAElFTkSuQmCC) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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div.testarea{
animation:rwdcur219648 1.2s linear infinite forwards;
}
