@keyframes rwdcur250626 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC3UlEQVRYhe1WP2gTURz+7uilRUhuUkSuLRTHeJsdupb+oRRXXYTmgoOjW3BIDdQpODomJYuLdJQMTs3gIiF5lhJLK+HohVJKKImEkAvJ53DvbKzVpklbQfrBW47fe9/vfu973+8H3OAGw2FMrmvHfQBvABwDqAJIApi6alIVwCOo6kcABNAxTVOYpikAdOS3LIBlGXtpuAMgBi1wAIC4fZcPn7/Yr1QqLUpUKpWWZVkFTdOOZCI2gJjcOyS5qrYBEDOzxNsN4qvLB/tkl2S322W32/XzoOu6TKVSO4ZhbMtEmkMmobwEQLz/ROzxZBVrfPrqdTkUCtmhUMhOJBLb9Xqdvdjc3DyUScQGZVcxOnaImdkT4g9fOPrkWQuB0bY8PC8XFUVpLC4uCiHEdz8JWQkbA2piGYBXdkkuSVsAMgCme2Kn5bcWABaLxWOSTKVSO3LP8iAJZNWg3jC+tYk98tbjaFMS3PvLHgNAa35+Pu9rQgoze1HyKQCMRCKf2yTfHdSojIz4f34eMoqiNHxNrKys5OFV4UI+kQTQcRynSZLxeFzIQ6bP2QcZw9XVVUGSjuM04flEsl/yMQDVcDgsKJ9aMBi04YmtX+SDwWDZf6LhcLgAzzF/s+0/qlNRlAvwXT6SADq+28Xj8S1c4xUAUoTRaLRAkrVajYqiNDCACCORyEAiBIBsIBA4cl2XJDk3N1dA/8+wMOwzBKQRZTKZMkkWi8Vj9GlEQogaSabT6V0MYUQqAHtycrLkW6sQorawsCDkdfxixaqqNpaWloQQouHHj4+PlzCEFQNeI2Eul6v2Npp6vc5EIlHSdd3Wdd1eW1srnW5GuVzOr9jAzQjwWmkTAA3D2E6n07u+JnyPON2O19fXyxMTE34PGLYd/0wiBq+U1DTtyLKsQu9A4jhOy7IsoWlaFZc8kPRChSemLE5Gsi3TNLdwxSPZWZiCZyxVXONQehb+2Vh+g/8HPwCzxCJr76nFTwAAAABJRU5ErkJggg==) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC30lEQVRYhe2WT2sTURTFfzP6QhGauFHQJq0Ul2Vw1S9Q0oZSBcEv0MnedVepgboqXbqchnyKIi5ss3AjJXmUEKWVMpAoUkJJSixJSa6LvNFUquZPVZAeeIt53PvO5b0751y4whVGw5hZfx33gQ3gGKgC68D0nya1gUfAS0CAtuM42nEcDbTN3hawZGIvDbeBFcAHRCl1lEwm85VKpSkGlUql6bpuXil1ZArxTc7tyyA/BSQWixUzmcx+q9UKeKXT6Uin0/n23Wq1xPO899FotGgKOR21iBVAtre3P0kParWarK6uFsPhsB8Oh/10Ol2s1+u9IbKzs/PZFLEyLLkN+BMTE3vBofl8vhaPx/OWZTXM4btmiWVZjUQiobXWJ0G8uQmfIXtiCRDP80qGvGpIm0AWmO2JnTV7TUAKhcKxiIjnee9NztIwBWwppY7Ozs5ERGRubm7XENz9RU4UaM7Pz++KiBx8aYkdvtlg7MbrQcmnAVleXn4bvLm59mwfuVnLtk8T+3WxP4jw9JnQvYWBdGIdaJfL5VMRkVQqpc0hs7/Jw8SISr9ocyDCm4pg28K16xv9ko8B1ZmZGR38auPj4z7dZusXuyp674T9jnAgQuKJoEInXCDbP+1Oy7IG4Lt8rAPtQO1SqdQeAz7BtfQLOfcEtr0+SAHTgCSTyfwwTYgKnaHr3QKGbEKArVAodBRIbzwez9Pnb/jg4eP9hY8ivGsJt+4IKvRqUHIwQpTNZg9FRAqFwjF9CpHWuiYi8tzL+owgRDbgT01NlQJp1VrXFhYW9EVSbNt2Y3FxUWutG0F8LBYrMYIUgzGjXC5X7TWaer0u6XS6FIlE/Egk4q+trZV+NKNcLhfc2NBmBD12HI1Gi5ubm7+140wmczg5ORl4wMh2HBRxbiBxXffcQFIul5uu62qlVGBYlzaQ9MKm20xbfB/J9hzH2eMPj2QXYZquWFX5i0PpRfhnY/kV/h98BQIiJLTmdSkFAAAAAElFTkSuQmCC) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/UlEQVRYhe2WMWgbZxTHf3flVBOQNLQYEss2mA4dxNHJkLVGtjGmc5aCfaJrZ09SBN5MtnY8C+2ZIzLFNiFLEKcPRTihDubgRAlGNVIRimSk1+G+a5XGbSTZSaH4Dzfcx3vf/913/+//HtzgBlfDjH4+Ob4CHgDnQBPYA5Y+NqkJfAc8BgQY2LatbNtWwECvlYFNHXttmAV2AB8Qy7LOstms12g0eqLRaDR6juN4lmWd6UJ8nTN7HeRdQObn5+vFYvGXfr8f8cpwOJThcPjne7/fF9d1X6VSqboupHvVInYAOTg4+FVG0Gq1JJ/P1xOJhJ9IJPxCoVBvt9ujIXJ4ePhGF7EzLbkJ+HNzc7VoU8/zWplMxjMMo6M3r+hHDMPorK+vK6XU71G8PgmfKTWxCYjruseavKlJe0AJWB6JXdZrPUCq1eq5iIjruq90zuY0BZQtyzq7uLgQEZGVlZWKJrjzLzkpoLe6ulqJNKGFWZ6UfAmQ7e3t59E/18deGiO3ZBhGJ9LE1tZWhfAUJvKJPWAQBEFXRCSXyym9yfIH8tAxks/nlYhIEARdQp/YG5d8Bmim02kVXbV4PO4Tim1cVOLx+Gl0RdPptEfomO/Z9j+q0zCMCfjex9vkF1+ar8F4DS9SX3+DFYtNkr8HDCK3y+VyNSb8BVbh5wEnIjxrCKYpmJ89mKSAJUCy2aw3jQixrB6qLZyI8ON9YQoRApRjsdhZZL2ZTMZjzGt4694PXU5EeNkXZm8LM7eeTEoO2ohKpdKpiEi1Wj1nTCPiUS38+p8eRl8/lRGZgL+4uHgcWatSqrW2tqYus2LTNDsbGxtKKdXJ/yZhAXe/FT6fecMV2vMOIEdHR83RRtNut6VQKBwnk0k/mUz6u7u7x39vRt8/etoNizSmbkYw0o5TqVR9f3//g+24WCyeLiwshD3AMHpc00zwzkDiOM47A0kQBD3HcZRlWVHDuraBZBQmoZjK/DWS1WzbrvGRR7LLsERoVk0+4VB6Gf6zsfwG/x/8AbL/KnrHAsVlAAAAAElFTkSuQmCC) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4klEQVRYhe2WMWgTYRTHfxd6tRSSgKBgm1IojuHGoqOWtB2Kq7o1CQVnp04Jwc3i1vVaMjnobHBrC7pIuBwh1GKgHl7QEkJJJIQkNM8h37UpVk3TWEH6hxvu473v/+67//d/D65whYthTD2XjtvAC+AQqABrwMzfJvUBD4C3gABHhmHYhmHYwJFaywBLKnZouAmsAg4guq6X4/G4VSqVmqJQKpWasVjM0nW9rApxVM7NYZA3AJmamipsbm5+arVaHq90Oh3pdDrH761WS0zT3AuFQgVVSOOiRawCsrW19VV6UK1WJZlMFgKBgBMIBJxUKlWo1Wq9IbK9vX2gilgdlNwHOJOTk3lvU8uyqpFIxNI0ra42z6pHNE2rLy4u2rZtf/fi1Uk4DKiJJUBM09xV5BVF2gTSwGxP7KxaawKSy+UORURM09xTOUuDFJDRdb3cbrdFRGRubi6rCCZ+kxMCmvPz81lPE0qYmfOSzwASjUY/eP9cHXu6j9y0pml1TxPLy8tZuqdwLp9YA45c122IiCQSCVttMvuHPFSMJJNJW0TEdd0GXZ9Y65d8DKiEw2Hbu2p+v9+hK7Z+kfX7/fveFQ2HwxZdx/zJtn+pTk3TzsE3fKwBR57bJRKJPJf4C0CJMB6PWwOJcGSk+fJbTdoiEo1GBxIhQGZ0dLTsWW8kErHo8xqOP1ppUBQJFVvi8wfrDHANQRlROp3eFxHJ5XKH9GlEvMkLRRHWXwsXMCIf4ExPT+961mrbdnVhYcE+04p1vRl4vFI/Ji+KcPe+cG3sgAu051VAdnZ2Kr2NplarSSqV2g0Gg04wGHQePnv+Bbt2QlwU4dV79fXawM0IetpxKBQqbGxsnNmO2yIy8VmEjy1h/ZVw516X3OdrM6SZ4NRAEovFTg0krus2w0+eHnDjVpd4bLyM5hvKQNILH10xZTgZyfKGYeTxRrLg9Xf8hZHsLMzQNZYKlziUnoV/NpZf4f/BD36fIhi7ekoZAAAAAElFTkSuQmCC) 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:rwdcur250626 1.0666666666667s linear infinite forwards;
}
