@keyframes rwdcur105055 {
0%,15.733333333333%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
15.833333333333%,35.733333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
35.833333333333%,55.733333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
55.833333333333%,75.733333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur105055 2s linear infinite forwards;
}