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0%,4.5875%,100% {cursor:url(data:image/png;base64,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) 2 9, auto;}
4.6875%,9.275% {cursor:url(data:image/png;base64,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) 2 9, auto;}
9.375%,13.9625% {cursor:url(data:image/png;base64,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) 2 9, auto;}
14.0625%,18.65% {cursor:url(data:image/png;base64,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) 2 9, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 2 9, auto;}
25%,32.7125% {cursor:url(data:image/png;base64,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) 2 9, auto;}
32.8125%,40.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB20lEQVRYhcWWsW6DMBCGf6p2bt+hL4C6dO8AEVM6wFx1Y86WKVO3zGxVZjIkUxTzAhFLxQv0HdK5gzsYA8aAz4Qqv4RQfObu8/nsC3BlOfafzLl5zp7s99Y+eKyMMObD91l7IqdC3Fwa/HQSb1UxaJkib4EevAnRkYFSCUyZIAC0g7dX24lFhrCsARF8tVr1zhA2vwXRL0uAZpBpRADYOwA4EGMRAJ5r/iIrgPUBoNQAMQMSQsj/qC1sqf8WMgcH7C4iLoPNn8RAPKuNybFE/VKgjP4t7gGheoVCWTFsN8mmCJ2sAPdcdeVSzbESauqbUJdMu3yPkXUzWgQiC8lRr4F4Vp2A/2pGteKZuvKubaFoRDuus9CW7epHA0iI9pht8CnEAfAuGKqMxNL581uq2cIwhOMIF2mq2/NNZMzKoLG51z9uivDV0x3c5ZBdkv+eq/HtLsN9ERnrgnwP5JsI213WaWNMwjxUwfNNRPI7CLA+wJFXref2Q3gvZwUiiiJyMRozYANR1oHSOSfTIgBnS/GUAfoeKc6W5hNCvgnLQiqdzdH9JzUBsO+9qC4CaEAAhhQ3YU3HcHQvqPT+DXw+9kEYdVE7nkJXB7CVVvVBEJhOw6BsMmB7tknz/wB22sNRmB4NCAAAAABJRU5ErkJggg==) 2 9, auto;}
40.625%,49.9% {cursor:url(data:image/png;base64,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) 2 9, auto;}
50%,54.5875% {cursor:url(data:image/png;base64,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) 2 9, auto;}
54.6875%,59.275% {cursor:url(data:image/png;base64,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) 2 9, auto;}
59.375%,63.9625% {cursor:url(data:image/png;base64,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) 2 9, auto;}
64.0625%,68.65% {cursor:url(data:image/png;base64,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) 2 9, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 2 9, auto;}
75%,82.7125% {cursor:url(data:image/png;base64,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) 2 9, auto;}
82.8125%,90.525% {cursor:url(data:image/png;base64,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) 2 9, auto;}
90.625%,99.9% {cursor:url(data:image/png;base64,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) 2 9, auto;}
}
div.testarea{
animation:rwdcur117818 1.0666666666667s linear infinite forwards;
}
