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5.4054054054054%,12.062162162162% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLElEQVRYhe2VvU7rSBiGn3HskAQKbgBFkeiC6LbKDewtUGwPNDQUXBjiIIo0iAat6BDajihAImxw4iTjvxnPFhxb+Ts57Ooc0eSVIiufx9/7fr8Da6wxh729vX+AP79Sg2k2m+lXijC3t7dmf38//ioRptfrmevra9NsNn+7CGuZ8fHxkW63y/39fRn49jsFiCU2U6/Xs0ajoe7u7spBEPwB/A1gjDFKKdI0JcsyALTWJEmClJJ6vb7M30osZKDRaHidTucv13Vft7e3JfCekwPYto1lWRhjyLIMrXXxfHh4MNO+tNZmPB6b5+dnM8+zKgM57O/E6bRRKUUQBGitCxF5VrTWVCoVdnZ2RJZlBmA0GhEEAXEcs7u7u8C3MmV51Dne398JwxCtdf5++ixCCDY2NqjValQqFZRSTCYT4jjGGFNkblrMpwX0+/2i9nO6CliWheM42LYNfPRHmqYYYyiVSliWRZqmBEFAEAS0Wi1hrxKQw3VdkiTBGPND8jwLSqmiPNPnc+FpmhLHMWEYAt/rvCpyKeWnyHMB+XTk/3PkAvLy5VgowTS51hrP84jjeMbx/0UuYDwe4/s+UsrFDOTNpJTCdd2ihr8KeZmklAyHw0UBWmuUUgyHw4L8VwjIow/DEN/38TwPKeXsIkqSxGitiaLopx0/73z+t4xcSonrunS7XV5fXzk+Pp6dgjAMSZKEKIqIogj4GC0hBEKIpWKyLCuWEYAQotiWQojiTBzH+L7P09MTrutydnYmYG4KBoMBUkrCMMQYg+M4lMtlSqXSTDRCiGKpJElCGIZIKQFwHIdqtYrjOFiWhWVZKKUYjUb0er0ZclgyBTc3Nyaf0Wq1SqVSwXGcYucDhS3LMoIgwPO8j4aybTY3N6nVapTL5WIpxXFMv9+n0+lwcnIyw7nQhK1WqzjQbrdNmn5cBUmSkGUZtm2ztbVFtVotHL+8vHB4eFh8d3l5aaIowrIsbNtmPB7jeR65r2l86vq8uLgwk8kEpRQHBwei3W4bx3GKtPq+z+np6VJf5+fnZjgcEgQBR0dH/+0yWoWrqyvz9vbGYDBY6niNNdb4LP4FQTF3JUM0+a8AAAAASUVORK5CYII=) 4 4, auto;}
12.162162162162%,20.17027027027% {cursor:url(data:image/png;base64,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) 4 4, auto;}
20.27027027027%,29.62972972973% {cursor:url(data:image/png;base64,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) 4 4, auto;}
29.72972972973%,40.440540540541% {cursor:url(data:image/png;base64,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) 4 4, auto;}
40.540540540541%,52.602702702703% {cursor:url(data:image/png;base64,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) 4 4, auto;}
52.702702702703%,63.413513513514% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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}
div.testarea{
animation:rwdcur168787 1.2333333333333s linear infinite forwards;
}
