@keyframes rwdcur240920 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 25 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 25 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 25 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 25 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 25 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 25 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 25 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 25 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 25 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 25 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 25 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 25 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 25 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 25 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 25 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAYAAADFeBvrAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAXElEQVRoge3VIQ7AIAwFUBSCILkNB+P4TCEhW5YsG3vPtuJXtA0BAAB2VlPsNcU+qz2d55ZW8nSY4RND1RR7K/l00Kv9sLstd2iEXF2x1Ul/tW3+EAAAAAAA8HMHfWYc253ZvKMAAAAASUVORK5CYII=) 25 16, auto;}
}
div.testarea{
animation:rwdcur240920 1.0666666666667s linear infinite forwards;
}
