@keyframes rwdcur82653 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGO0lEQVRYhdWXbWhU6RXHf/clN+PMmJnMhEmEMBqmSTXRdV1D0SBtKA1CA9JtBNk1+6FpS5BuF4q2+sUPRdJlaYuwCxXp7oel2rihbVohRUiRIHljicG3ZBLNDUZNMjOdxEm4Y+7Lc3P7wResG9Os2X7Y8+2ec57/+d//ee5zzwPrsM7Ozrr1rAeQ11FcBX7R2dkZXA8BdR1rvwscBEzgnVcFeWUFgEHgn8DJdWCsnUBXV1dRV1fX955zxYA4UPvU0dHRUdLR0fHt/wsBIAz8ta+v71e6rk9VVFT0AduLi4s/1XV9anR09CzwD2DfV0Kgu7u7ubu7WwPQdX1fRUXF+0CRYRg/A06ZpnkBwDTNG8CpdDodliSpLhaLvanr+rGnOOfOnWtZjcBqm7ADOHn58uURIcSvFUW5BfxNCBFJJBIfd3Z2TgMsLS3V3rhx46TjOANAiaZpOaBxaGho89jYWBK49koKNDQ02IqijLiu255KpXrv3bt3uLGxsQn45ZMU7bmXkAEBHJ2cnDw0Pj7edvfu3XcVRdm/d+/ewdUISC8L6Lq+TwjxSSqV6rVtuwWYB47Pz8/35HK5+o0bN56WJCkIYFnWh5ZltQcCgTLgp8D3gSvV1dVmKBS6nUgkfr5mAj09PUVAuKys7H1Zln1TU1OHgWkg4jgO6XR6zLbtrZqm4bouqqriOA7Ly8sPfD5fWJbloCRJJvCj3bt3m57ntQ8ODn4TEC0tLTMv1lupBd8CbqZSqbdnZmZoaGgwgeOO43D//n1c190ai8Worq4mEolQU1NDPB7H7/eXm6YZFEIAfN7c3HxhYGCAwcFBHzAFHF9JgS8QqK+v/1cgEGhTFOUeEOnp6amdn5/vSafTY6qqUlRURDQaxXEcTNPEMAwCgQDFxcVomobjOFiWdeYJ3FuSJF2LRqOXq6qq2tbUAgBd16eAU4lE4mOAs2fP/gT4YywWIxqNkkwmicfjSJKEJElkMhmCwSChUIg7d+4AXGltbf0OwNjYmKooynlZlj9KJBK9/5NAf3//N8LhcJ8Q4oJhGAcB7eHDh75MJhOsrq7Gtm0MwyAajSLLjwV89OjRM9/s7CzpdFoAuSeQp6uqqkpt2x7fv3//H1Yk0N/ffwzY+cT3OrD9+aRcLsfMzAyRSATTNIlEIpSUlDyLCyG4efMm4XAYy7LI5/MrCWsAf3/u+Uhra6uxkgIHfT7fp0KIG0KIWkDN5XJkMhlqamowDAPbtolGo8/W2LbN9PQ05eXlZLNZZmb+a7NfCYVCmhBisrm5+fCL9b5wEtbV1f1F1/XfA5+k0+mTgLy4uNjoOM578/PzBAIBHjx4wIYNG9A0jeXlZWZnZ/H7/Xiex9zcHMAt4CiAoijXamtr35YkaWglWVY8il3XvWSaZoOmaQOAWFhYaAd+mE6nyyORCMFgEMMwmJ6eJhwO4/f7WVpaIp/PY1kWwHnLsoQkSa+pqvp6JpN5p7S09OKaCAwNDZUsLi5uB+qAEuDonj17tiwsLISTySTZbJbNmzfj9/vJ5/OUl5ezvLyMYRjkcjmEEFiWtU1V1T8DbwghPrh69WoW2ApMrkWBaqCrsLBQk2U5J4S4BbQFg8FgPB5ndnaW27dvU1paimVZZLNZ5ubmsCwLIQSO4+B5Xr3jOLFdu3ZNeJ5nj46Onga2rKTAav+CY0Dj0tJSm+u63TwevT6fnJw8k8lkjhQWFtY5jqOqqorrurdc1z2fz+e3eZ5Xz+NB5XcHDhx4KMtyUyKR2P2yOi8lADA+Pv6RZVnvep53BTizc+fOC09jw8PD/7Ztu0RVVVRV3X/p0iUBTBQUFMSAQ8Cxmpqa4crKyqZEInH3ZTVWHUpN00wCF30+n09RFDOZTP4AeGvbtm2HQqHQi+mvAW/s2LFjoqKi4qGu68MjIyO9IyMj9mo1XjoPXL9+vQW4FgwG31RV9TbQDnQCVRMTEypw+knqFeBaQUGBBvzW87zPZFluqqysbAI+AI6sRmDVFjxvyWQyDkxJknS5oKAgC6SA94BBz/M+S6VSP+7t7S0DTp84ceI3a8X9MvcCAXwoy3IbUMVjyQ1gUpKkoU2bNl3k8ae25Utgrs90Xf/TejHWczH5SuxrT2DVHf61sP8AONS5c3CGYcoAAAAASUVORK5CYII=) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur82653 1.6s linear infinite forwards;
}
