@keyframes rwdcur64067 {
0%,13.536363636364%,100% {cursor:url(data:image/png;base64,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) 3 4, auto;}
13.636363636364%,22.627272727273% {cursor:url(data:image/png;base64,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) 3 4, auto;}
22.727272727273%,31.718181818182% {cursor:url(data:image/png;base64,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) 3 4, auto;}
31.818181818182%,45.354545454545% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYUlEQVRYhbWXP0xUSRzHP/PCGl7I5WKintXjirvkxE2skEooiGuI8XKVQHMdEAug0MqE1opm18q1sLgYF2MuF4wFkCWBghMsLpeAjRZCqbZmEjYyFsuMM/Pm7Xvrn2/yMvPem/l9f3/mN/MbsHDx/JyiO6jA0xV6bPIL5asAamevJoqQT0+sAvD/7jMAtnerIQV9iNSLRW4E5iihpidWQ8R6jgLQCmqZx+PSCmhMja+o+0tX8qxXQ+V5h3h6YpV6o2IG2MQeeYqzxx9YhNwmtuf5xHnkKQUulK+ys1fLJQ+5NmQ1EHS7jW7WQCquWShK7vzUSnRYgCqP3A5hEXKASHd29moij/zeo8sApv0WiOyXvPyfmVzj3qPLzEyufR8FOqHeqBhy7YF6o+Kkn41SqfRtFZBSIkTbQTOTa9QbFaSU9N35K6hEq9UCdycMbtdRxoDUwB//vAlA9cElqg8uARDHMa3//s1U+uljIxeAJElSY+yYq1Onz/D+3Vt0i7e1SimdyXEcA6B3Ro3t3SqlUom/H7a4dj2om+GNsKw9JjWtJpdSIqWkt7fXkaKUQkqJvYdoHIfAwdHRkZmqOYVt+ebmpjNheHjYEAkhTKs9sbCwwNjYGABL9z9mnooWMVEU0d/fz/7+PoCIbIuVUs6zsbHR9pdFrpQijmPiOGZxcdEIDpFPja845BrH5GgP2G4xpAC3bjwB4MXLu8DnNbC1teUIvD2/HCS3oVPX94B9GAlAjYyMADA4MGt+JEnC2R/+MIuuE6bGV1h9Ph38F0XtpLM8kFlBKUANDsyqwYFZlSSJSc391+32n5O9zvtc34lQGgcfLRdQWRuRgLbrX7y8y8HBgfmmsX6Yjq2GTsvlpc/f7L6NTjuh8B4A+n9pt7UPh+Z9ru+EM1Gn5e/jbeI3r9r9bhXwYeJlZ0qz2aT24dAopOEf3W9efb0CRuj6+jpCCIQQjI6O0mw2AXdH1GmZZblGkfJbwxQk9UbFqQe3d6vYhaqtiE5N7YGff3X5nZqwKHz3+lWy39fEVhi6MdygUIoNledDN6TMm1NXIfAsFXh1olcXFJJd6AoGQTd3fQsKIS8L1FB5PnXee4JNv96o+Ivyiy6shvz0mZ+c2GbE1xD9dq4cbDuRdLyAdjEvz8pMnk/PT/1MzXwx0QAAAABJRU5ErkJggg==) 3 4, auto;}
45.454545454545%,68.081818181818% {cursor:url(data:image/png;base64,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) 3 4, auto;}
68.181818181818%,81.718181818182% {cursor:url(data:image/png;base64,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) 3 4, auto;}
81.818181818182%,90.809090909091% {cursor:url(data:image/png;base64,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) 3 4, auto;}
90.909090909091%,99.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
}
div.testarea{
animation:rwdcur64067 0.36666666666667s linear infinite forwards;
}
