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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaElEQVRYhe2Vb2wTZQDGn7v21l7b9bZ2av+sDdsykaJboHMx+sUYNSQSRYGFBI1A/Gp0xhn8F+MXY0zUxGgCCdMG/9Qgpg4+QMiQZMIIEAorurEhu1m3rreuux63613b271+4yMtVxf9sN/39/c8yfvec8Aaa/zHWP4tkTfItIKiab1kaHdzjqo3eOf+de89ufOBV+91rHeVDIWWtFktcXDs3ZOH5g/AgFGv/468n+g+cYb/VC2taMQwCDEMQrSKRH7lP1H7v9kQr8Vh+goefaGl76UXX37tkdArLC+OYEw4gunCCMqGhg3eLVbKLbbP5W6m//pjObUqBd6KbTr6cHCPP124gIuZGHLLk1hUefxduASAgq/xQQahpG/48PzXd/JYzRawWbmAWpEwtTSMFrYDblsAFKFR1HOYW74MlnHD0+TrquYxXQAAhOVx+B1d8LBt8DrbQdMWiGoakpZGXp2GQVYK1Ry02fCp8fSwUskh2NSNAPcQwlwvWhujaOWi8DV2Qy3L+p/jc6Nm/VUJb3R2DSafVa5mfyYlXb39FRgGISlhiAxeeU72BplwNY/pRyjlKsJCNn/dH116pqhLdIOFpTVdRDL7o/67cLT4xZtnt/MpJVnNU/cQOZuZlu1vhAY6Nrl7WKfFcf7YYmLkSOaH/FxltpbzNRdwNls9z78eGuiMcr0OjnFdOCYcP/2dEBPnSzUF1cXmLd6tsWSfNLl4uiJrOSKXF8iEcHIlluyTu5/wPL2q4cH1jsjhsV2yUl4iSnmJ8OI5MpU/QxaL0yR7a4J8m9qt+NrZ+836qz7CfR93fLat9+0eAPht5kvcEE9hpnAefGEULts9cDf4Lda2ycBoYuEnMwWq7kBk87qtDsaLq9k4MvIVMLQT7gY/KIpGSkgAAN0ZaX3cTDhQ4xLmFR63Slm0eR6D194J1sZBLUmQK7NQKgIo0PZVK6DpUiarXGsKuqJotPsQ4nrgargPcikDUUtjJj8KSc6Nmy1Q9QriH934QJCvFzk2AJ8jgmZbGAxlg8feBjcTwII2WRz6Kv252QI1ldwf70rEr+1VePHc7bmVtRwZmuhX+wc3fl+PvOYh2jEQfuepXZF+B+O1E7JCq3qh+MvB1IcnDmUOwIBeT4m7otlvC7BuaxPq+JOuscb/in8ANyZ9ZTVZKc0AAAAASUVORK5CYII=) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur214344 0.6s linear infinite forwards;
}
