@keyframes rwdcur41646 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoElEQVRoge1Y2xKEIAiFZv//l9mX3EFCxQtkO52XzJT7RQMAICIiWINEq0RvFZ8fDiICRHQhfoIrhR58WlZbQls813KAPuHNaxltTyOZMWJFLriL8IeVcMqV0ZxZHTkZbRiwjjEkfOJeYcKf5YW50JcErezR+C0DFcbaOk1ovwpjhMlCdALqwodXmkOZU5sNImZJLI3N56I9YW37paZ0qyc0DyRITyCe9VOCldZsLgI1BQD0cCrpofUKd7QUAFCUKMV/ElrkiOsxwqIAgFACEZELLBObvYfE0cxBTk1kOQZHL1g9kHBJ7DTQPHJ+d02GXgUAlHDiH0t9whOjnLIsFXRCO/IMI2uzc8Usg+LpNKorr7BSsep49oAf80V7VaGjFejqCVry3nE3uMRwc0M9PMIvNSPx2rqGhinx4S/FY2YO7jFAxJoSIUfSWsxa5+5DJWzUMImoKr1oWXl7L1iqyLZKyNNoWOJV0N1DWiVRrmvNhSJ5YAfLD2PmStm7fzkOeLDlR7GVF0buxH+BbbzweA/MJPDln+mMIC9evHjxTHwBLqrxn7MDxiUAAAAASUVORK5CYII=) 0 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 5, auto;}
}
div.testarea{
animation:rwdcur41646 2.6666666666667s linear infinite forwards;
}