@keyframes rwdcur245852 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByElEQVRYhe2XMUsDMRTHfy1OUhDaSgc716FQiktcXZy7CvctFAR3u+i3aD+Ao7g46i2VCg52rpNQ6KBj43B3kOaSu+R66qAPbri8vP//n/dekjv461bxmSyFkJUwTMVIIaQTmSF2y4fcF1yPTzDy5hYS4IOjYlV/khzSq88VsFHaHMwpA2WS69l0ElC2qQvK3AU5te8AdWABzMqRppFbBATANPYlz1M87oSrvvuW4BIYSSF6MVgy3u/CKPY7k/sKCIALm/Me6Eb+zEw4bUNVaVKK80ZjZACL5gC7wHU0fJqHqZrTUVwJw33gVScGVgNlEcdAG/rzqEFTjel9FygBhwb3Cti5geUnVLeJlOwBc6ibVmy6zFwvo4VhrAosBzF5ougNWBwcPKgL0EtaRMAMeAZ66uCHQg5wBwTNJvXJJJVq22lq3QWGgCt9jkr+DpwBJ62WDdJoPttwDAz1wRVwCxwBLzDs1Wpr/kI3aU5QAEwBKUC2tZNQj80TYO0B2+cXUSbGQCcs4S4wlsDx+p0Bj5uQWwUk5ls/3/Q7AfqAFBGQmQHTQVImOTj+F6hgen/YfBlN7C/ARLYGYvlZ+a4P2Vzz7Z1/+1X7Aq5A1je6BB/FAAAAAElFTkSuQmCC) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur245852 2.1333333333333s linear infinite forwards;
}
