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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACYElEQVRYhe2WPWgTYRjHf4lpOK9nTeMHHUKJRTBzKbhYEKQtmOXGDpY66iZS4TZxMmDIqqOlSzdvuaF0ditFcMmkJQSFoOWQtMaSD4d7Ql7au8uliSiYPxx373vPx//ufd//88AY/zti53Eq2PkkMAukgUOgYpnOyR8lULDzOrABLAEZIAXEgTbgAlVgFyhapnM8UgIFO/8IeAFcP/XKFSIqasBzy3TeDE2gYOcBtgBTpjQgoZj8AKaUcRNoyLMNrFmmE0ogEfrWS76q2NXlKgMHkkwDskAOMORC/ADWwhIE/gH57a+UgA1gD1i3TOeTj/2cEJ4XUl3Cz8KWw5eAbLjPgC4EGsBby3Qeh32N+L4GHgqJOnAM3AjamPGAOBt4G64bZD9KcgCx2xM/TeI8DbIPIrAk94QECl1HH6yLX3fvrEQmICKTUabKfmseBrEvK1MZidufAJ7CqWf7YJDkAX4piXsGfscw3Wq14512x41BvNM714OigacTbbwPTUclcPjx/df2dulDavLKBZ4U72o+NlGg0RMpF69mnIHfElSmr+kuwNH3Fr9+trLnJKD6uUAlEgHLdE70qWS1O/725Sj38t39uUEyiyjllKlqULX0lWLdmNi9vTx7RzMmmjPZSwawCSwOwGELT8CakmMnyNBXByYvJ4vLD27V7q3ebKSuXjRisdiCKFxfiN08PQWtAaUg+0FrwT5ehQuqBZvAAsPWAiXoMNWwCWxbphOqov3KcddZ7QcMYEbGfv1AXZ5tIkj4v90RnSKh41W1FYJ7wh2gNPKe0IfMyLriMcb46/gNwMHHx/KKBzEAAAAASUVORK5CYII=) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur133432 1s linear infinite forwards;
}
