@keyframes rwdcur111186 {
0%,8.0081081081081%,100% {cursor:url(data:image/png;base64,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) 10 14, auto;}
8.1081081081081%,18.818918918919% {cursor:url(data:image/png;base64,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) 10 14, auto;}
18.918918918919%,24.224324324324% {cursor:url(data:image/png;base64,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) 10 14, auto;}
24.324324324324%,56.656756756757% {cursor:url(data:image/png;base64,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) 10 14, auto;}
56.756756756757%,78.278378378378% {cursor:url(data:image/png;base64,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) 10 14, auto;}
78.378378378378%,91.791891891892% {cursor:url(data:image/png;base64,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) 10 14, auto;}
91.891891891892%,99.9% {cursor:url(data:image/png;base64,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) 10 14, auto;}
}
div.testarea{
animation:rwdcur111186 3.7s linear infinite forwards;
}
