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0%,3.025%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABj0lEQVRYhe3TwWoTURSA4S9DTGmahQsXpSJCQUEUKkEEF0JfoduuBZeu8hLqWwg+gQ+gIrhS0IeIa9uqC2fudTE3k840qLHJDEgP3JkLM5z/P+fe03u+40PkIx5PpoKWI4uM8Qgvnu3IWheAfg8cdiGRwd0h97a6kchmj/1RNxI1SBcSZwBtSyxMvj9iPGxHYmHigIcj9lqQOJM0oogUeDDizpolagmjElytgvub3NpYn0QtWaGsPqT97D3e4saaJKpEBUKsV3+6G3tDdtcgkVE/99PwHHlM3yK3N7k+WK1Exm8qT+A8Jhnc3ODqCiVKgbQWwZuXssDugO1Lq5GYH4EGvLkv5l0ocG3Alf75JeYCRQPY6MAMnMf52h5w+ZwSfebjVsEixznvfwhH+V8nPcQnPP13gVT1t8i7E+F7FPAy/fKnCHi9DLwSqMYwchJ5+7WERw4mU6+WTbpMlHcgnX/b8Eog4DjwpmV4JXDUEZx0B778pKd9OKkDvXLyWodTduBJ5PNkuvwIXcRF/BfxC0NL+2B1D3TTAAAAAElFTkSuQmCC) 0 0, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwklEQVRYhe2WvUorURRG1xxGjTGiwi0uiAhBBVFQgggWF3wFW+sLllZ5CfUtBJ/AB1ARrBT0AdLaWfgTNJ69j8U5M5mohYPJDIi7CGSKb635zp5JorkDLtVxBey0migFj1FHA/gPHNb3MYULAEQxANtlSBiA2iqMr5UjYZLPqc1yJHogZUh8ABQt8Wn41CbUGsVIfBosCpP/oLYyeIkPoeogElCB8Q0YWx6sRE+gOnABrgKxQG0dJhYHJ9ETlsCdgghYBQQqDajOD0YiDZIAJnP3TrpS1RWo1Psv4UNC9e/hasFZfz0SGFuC0dn+SvjfgnDnLsBFukIIYL2MWBhdgOHp/kkY8I+daheeLGGUOQKXaaZah+G//ZHwDTgP7rwDZ2Vi8Q2o9d9HZmDoz/cl0h2IQ93JO4DMMYjAqw1LGfZCrW8hnvyeRAy+/mTjE4h5gLsL1N5/OXQbuAb2cgs47V06+wTP56i2UeAIvvRXTYGTPPBUQJ2v3Qh0HuH5DO20UXVstZoc5w3NMwagEt4DrwXDUwGroA/QPi0WDuEI7D1ICfBU4OUWTFQ8HMIRmAhbBhx8A7vquGk18z9Cv/M7P2LeAJlQIthxAt44AAAAAElFTkSuQmCC) 0 0, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0ElEQVRYhe2WsU7bUBSGP7thQB0aBEgpiKYKpAiBlCpClTog8QpdmaN27JSXoH2EbEh9gj5AWlXq1ErNSnY2hgRCKp9zbodrK3ZhICKxGXIm+0r3/7/7+5ftgPeff2HuN/CBTtvIeULMNYEWcEbrU5g/AMCTEsBJERDerPYa6oeFQHijIITGcSEQWZMCIG4b5Axxt3jjGHaauUDcLSwG+0dQa8wd4raoOnAKprD7FqoHc4XICqrzxqYgCksKu29ge29uEFkxU1AFM4gUxubXXjRhsz4XiImQKDjz8atCqJNrVXjZgEpt5hCxSCr6tLkIqPh1FKr7UKnOFCIWsKx5FF8nZXTiYUTg+StY3ZwZhN8sBmq+dFEqdlKppJPZqMFKZSYQ8bfAxaX77+QJjCiUFKIkCYX1LXi29mAIv8k5fzpLFc9S95HCWOIk4l6IQLkCT8sPgigBPv5041VAh9D7aYwG9xU9Af4Ap9MDOMtGP76G/g9jPDLgC3CfXzUDutOYTwDEeYBA4eYK+t+N4cgw945O++u0otMDLMfvgZzNISnhX4ObIZx/y9V8AjAaFGIOySO4vIAwyN0ckgTCQIowB5/AR8z16LS7eZsvZjGPYv4BrXY4U9288+YAAAAASUVORK5CYII=) 0 0, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur130198 3.2s linear infinite forwards;
}
