@keyframes rwdcur187727 {
0%,2.7571428571429%,100% {cursor:url(data:image/png;base64,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) 2 15, auto;}
2.8571428571429%,34.185714285714% {cursor:url(data:image/png;base64,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) 2 15, auto;}
34.285714285714%,37.042857142857% {cursor:url(data:image/png;base64,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) 2 15, auto;}
37.142857142857%,39.9% {cursor:url(data:image/png;base64,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) 2 15, auto;}
40%,42.757142857143% {cursor:url(data:image/png;base64,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) 2 15, auto;}
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88.571428571429%,91.328571428571% {cursor:url(data:image/png;base64,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) 2 15, auto;}
91.428571428571%,94.185714285714% {cursor:url(data:image/png;base64,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) 2 15, auto;}
94.285714285714%,97.042857142857% {cursor:url(data:image/png;base64,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) 2 15, auto;}
97.142857142857%,99.9% {cursor:url(data:image/png;base64,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) 2 15, auto;}
}
div.testarea{
animation:rwdcur187727 1.75s linear infinite forwards;
}
