@keyframes rwdcur145081 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 13 28, auto;}
14.285714285714%,24.9% {cursor:url(data:image/png;base64,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) 13 28, auto;}
25%,35.614285714286% {cursor:url(data:image/png;base64,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) 13 28, auto;}
35.714285714286%,46.328571428571% {cursor:url(data:image/png;base64,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) 13 28, auto;}
46.428571428571%,57.042857142857% {cursor:url(data:image/png;base64,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) 13 28, auto;}
57.142857142857%,67.757142857143% {cursor:url(data:image/png;base64,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) 13 28, auto;}
67.857142857143%,78.471428571429% {cursor:url(data:image/png;base64,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) 13 28, auto;}
78.571428571429%,89.185714285714% {cursor:url(data:image/png;base64,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) 13 28, auto;}
89.285714285714%,99.9% {cursor:url(data:image/png;base64,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) 13 28, auto;}
}
div.testarea{
animation:rwdcur145081 0.93333333333333s linear infinite forwards;
}
