@keyframes rwdcur74056 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 17 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 17 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 17 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 17 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 17 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 17 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 17 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbUlEQVRYhcWVz2scZRjHP/vuuzOTne3OZrPbbpJ1DSZttCRaKoQo4o9cKlIQwYMnpScPgggWofgfFLwqnsSzigiih+KlWm8qxVSIpjVtQ9Jswpikk53d2dkZD++MxiSNsNlJvjDMzDvv+zzf93m+73dSJIsKYAAl4BlgEhBAE7gOzMuECWhR8lPAMJCNCIno/lGSBPJADZgARoGhiJCMxkaIXpKAiBLkgHUgiJIPAWdQuydJAtkoWQ3V779QrZjeOTEpAhXgNKr0FeA4qhq7IHqYVKJ2nkeV/6HoeQJ1As5sn3zynNXoJYE4uUD1uwgsAw6q9LtQqBlOrwjE5zwXXQZgA/1AASiWx/F3LgqikYMSiJMWUCoX0d1DVeW15y9VF6Rh7lr40ycrx+FgIox3fgqleIESXB2l/IvTbw0u+c1ALl/femCegxAoAWeBMZTLFYDX448vvF+7RYiwF9z8fkG6JRCbShEoR+8z2yfcv9fKpTURzF9ZLe4XKN0lAQul+kngGPAYO45ZflgP/WZHpnURZgc0nHvtPfXWrQgFymI3Ua2o7JqQJlj43s7f+XHL6OuX3shzVnOvQN1WQIvWusAJ4NVHzxedtd9d7cQkfvVJq5Et6a2UQPhuW9ZvtDL5QRkMPnHMXfvD1bYHSnVJQKJ2XkBp4btn36vekbrwpZ7yO14oAh+5OucUZr+wC/sF6rYFPspsbGANOHf18mItO5Bx8sPGer6qbyIIsgP6nmXvBQFQZlMHZoEfAOvrd24+bpYzjlnKOADNDV8rjhGUT+NjwuiM8v/qtOmNv2j1zIoDoIESZOrT87MzrfsdI1uUjdvXVgv2PMKqWt7oU1bDXfdlcZRg8dctLWOm/V4R2InMZ2/MTQV+IPy2Gmg3fJESIA0C+yaCLYi10a0I/w9V4O7Tbw8tBZ2QjbutnDWsNzaXWtnfvrL/44xJEQDlDcsvffDIrOd0jLbbka7dMW5fWy6tLCLZUJOSaEGMdWD8m3dvTfQ/bNiamfYQsHLj3+SHgRrqbxm+/OHYL9Ups1Uepw2E8ZVkC0BVuIT6b/z5ysdjP4cheE5gOHUve/Xy4kiSLQB1ROvAAtD35ZvzZ6We9vv60w09l/ZihoeFJmB9fmFuSjOll6soszoqhBe+nbjCIWhgXxJHmPsfHD2JvwEaLAFVfJWhygAAAABJRU5ErkJggg==) 17 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 17 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 17 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 17 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 17 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
}
div.testarea{
animation:rwdcur74056 2.6666666666667s linear infinite forwards;
}
