@keyframes rwdcur51846 {
0%,62.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur51846 2.6666666666667s linear infinite forwards;
}
