@keyframes rwdcur205057 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 13, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 13, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 13, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 13, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE60lEQVRYhe2Wa0yVdRzHP885eFCuKgSFAx0JggcULUyYN1rzApSX5Xgh9sK0aTkvOUi2WDlzaXNtqZuJUalpm811nLnR7KI5SvM4L+egiCmawlFROIfL47k85/n1AkWCwwZYr/S7PS/+/2fP9/P9357fH550Kf39sHrn2BhFcQ8VMWhISH3KW6fV/z3A5S/NLw8cHPSmP8gwvcVriBajCZNRGDJI13WvdsHT7LW4XexIWWq/+Z8GqN6eOtIXrOy62GDIPnRCOPRrHWazmYGVlTiB+qhwFhZkk5sVRNJgh9t9z73Z7TKtM688q/VlgAFl25KSu/f9Effj46JkzZo1UlVVJbqui4iIgAiIB+QoSAFIbo5ZTu6eLNd3m4/bNpsHPxb82IeJ01fNG+qfPXu2OBwO6aYHATo/f4KkguxZP0Fqy1P/OL8xbWC/4HuXJcQtmxnhWb169aMR9yKAgLhAskH2lJqlZmvy1n4FKHkt8kxhYWE3eG1trRQXF0tmZqaMBpkMsuUBtGuIZJDfNiX5z3+UnNYn+NwxIdPi4+PF6XR2gHVdl7Vr18orU5PFsu9tuVa1SRxXPpVLZzfIji2FEh81UCxdQvwOkpsZKfaNiV/1xDIE6jQa/BuKi4uJjIwEQEQoKirC03SMvZ8XkDcjgWHPCdFDvCQmGFlUmEbl0Xf5LDuBg518soCgUy4u3/G+bvt4akBWoGMYER0R0nTlhsMQEREBwPHjx3lvcT4zE8MZEGRg+ISR5C7MIDRsAABXLzVSUX6SWzfusvMnB9eB0AdmFcCR3AgWpMWOeuGTyzW9mYHxo9LHdcABtm3bRszEBThy1hGVN5/xU2JpariHaE7E76TV1cKsxence2kFyfkF7OtkNgmwnGjB51UTAs1AoABjMjIyOhoigsViIWneIoaMnUh4dAwjnteIi7uP+JsQrYm0sToxsW4ihieRNucNDnQyCwNMjcKFOnVEoABBAfrCHq49QFtbG7ExQwkOH4yiKO3bS2vsvng+P0qQidDIKJq6vIoEbrvw9jaAW1Uf1ZVBgwZR72jA4/FhMBjRNR3x3eec7Rma9Tn43fWYkw4RFiJomo7aqhLWxVAFTvztre5tgGq73d7RMBqN5OTkUGu/SHRCMppbo67WQ1vwYrJyZqA2u6j45havTjuBqvqosZ1iRiczD3DDALbqNns3Ug8BrFarFY/HQ3BwMADLly+naLuFcXPfwa/7aazzcKXmBxqu2hCflxtnLqJl+nE1tnBmfxnfdTI7DYyMMlyzNugBy3WgTXjH6XT+cuDAo62Un59PanAj5yr2o7X5wKOjXfsZ9fQu1HPfYmy5TOtdH5Xff80Ht68Q3cnsC8B+T98eCA49l+P89PT0Q1arFZPJBIDX62X+/Pm03r7JyllOqqwakeEmVLcPh8dNTUMTU055Kepk8hfwooLXJQwD7vYUoicdLi0t/Vcd8Pv9UlFRIXl5eRISEiIKyFCQpSC2Lr9hDWQSCLCqr+CHelZRlLqysrLAlVBE/D1UQw1kQTv8x/7CHypRUZS6kpIScbvdvSrH9SCz2uFHgP7dBbooBjiYmpoq5eXloqpqwAAOkHXtS+IH1hP4hD2WpgOHQ0NDJSsrS5YsWSIrQBaCpIEYoQ3YAaT0xbQ/1/IwYDwwGjABzcBZwA48/iX0qZ7qidM/njTkF7azWM0AAAAASUVORK5CYII=) 15 13, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 13, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 13, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 13, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
}
div.testarea{
animation:rwdcur205057 2.1333333333333s linear infinite forwards;
}
