@keyframes rwdcur37228 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 8 16, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
4%,5.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdUlEQVRYhe1WIZPaQBT+YPoDkHcqqaokp6jEnbzg6rJ1uFtcqkhV6xIcrsGdI5F1qaOKnOqdAlSRnMO9is0uWQgXIOnU9JvZmZd9u/t97+1u3gL/8Y/RKBvgALTfNzlh3ql4U0Yc3g5FxwjAfeb8/pnqElEowAFIEsfrDdpuChNdIPYQd3gdvAoHUUjyeL0BANiPo7PmV4IDEN0OKWrfE8QWnNIqQUXgANRri00uifroGpeg+ZqTXA7akmg5uy7yfTKiNFGpJZcTuVzYW1I+2lLltOfRlOTBenro/WAXi00T8plRixB9Cx4iZTa+BpIM8AbAQyTspx918O54pJGlW5FTmgjb6sJnBvhVT5sYrKcYhKvKZyC/AGVCds4sC2escTbyW9DYJ6U0UZn4G+THFqCilEvUlfrXBAAAjp3yOskLBeTL7+rLN9w9ewCA+J0H49NHbWwdFVFVw3z5lYVo8eyBj5diQN/E2+xXfXfVEn01lOWGJM+XXwBY3EQ7cgBpmiIZ2+C/meqL1xtMH0eVMtHMFyFJvLiJ0HrvaQMtywIfLxFch5rQqtAeJMF1qKIO+iZCAIyxg0mSvGr0Co64eqLo5JrPDJrP5up7PpuTzwxyACp6K14C7T3AZ3NYlqWcQd88mPDiRkimKZbRBsufg/puwQRoWGOb0I80ES/urkAl0xSYpuj2LIRRUpVbFwAAo18cGNtAf480h25PiGOTLkLHp6pZUALMjk+m3UIMT4iA+PksI3HgTLulCZJCqkKpNzt+4aGSEZb5qwognxmaYxCuNIFFtWF/zCXQXkTcZeAuKxyYkWmgpyFQ8TqqDJT4y4guzsIf7+ZKtW+yxacAAAAASUVORK5CYII=) 8 16, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
10%,11.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACgElEQVRYhe2WPWzTUBSFv0QIRjo2SKnUpWzEW2BA6tatpMCAVCQHpqhCqsMUKUNbJja7EhKZQpAYOlAlYYItiIEw2WUpgqFSO5Ax3VKWy2A/185P82NXLBzJ0tO7771z7nk/1/Af/xiJcQN0kP6+txPMmxRXxhHXVrYA+PPqjKvPrrnBTzsSl4ihAnQQRdzsdMmUHG5wB5rbNLNGHLw+BrJQ5M1OF4Dcwe5U8yNBB5GVLWlkNgV3Cyb5IsHPQAdZy2wCY7MeucYsSF4UlJKB9MT9Au24yPvJRJyWb62UDJGS4bZ74sekJ5FtDyKpyK3O/mD0UW64WKclZj4di5DwFuw1/GbipaXIYLsIew23/eNzHLznPKrh2e2Ti9Ny29oyZj6NMf8gNNHq7FOsnUQ+A8EFxBNyHvRcmGKNqRHcgkQ/qTgt34nLIB+1gAyzXCEu6y8SAMCoUx4n+UgBqhJq+TQAi/Z96n2v46VUw2AJtlJVjMoxAFZhgTXcZ/re/Jw7OKaSHKoFqgQHyQEcx6FVWcX4/dTva3a61A92IzuRVOSqEFmpKnO3X4QGaZqGUTnGSlV98rgwshjVarWh/Yo8juxD0N3rJ9ITMfNpsdu22G3bLUQ9Ebtti5lPiw6igyxlzVhqQSgDHcRo22iahlVYGBjcK9cBaL3/zlHjlJ/fipEdCN2Cr1kTrbIKhQ+hGxAkBlh+eIujxpeo3IMCAD7e3AFPhIIiVuQAT97d5c1jU6K64AtYypqymLseFgG8PnwOh6eoWNCFOOCrH3WoVIbj4lEFiOk9uwrF2klI4LDa0D9mFoTegY3yOhvl9aEDPbIQzn6VIOKvue/AmPg4opld+Avo/DhWfJxYFgAAAABJRU5ErkJggg==) 8 16, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
34%,37.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
38%,41.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
42%,45.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
46%,49.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
50%,53.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
66%,69.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
70%,73.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
74%,77.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
78%,81.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
82%,85.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
86%,89.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
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}
div.testarea{
animation:rwdcur37228 4.1666666666667s linear infinite forwards;
}
