@keyframes rwdcur44912 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACEElEQVRYhe2WT0zTYBjGfyhxbJ1ZhxkBA5NE/BOvJe4kp0WNIUQ9mHjVhIP24oG4GwFDWMKFQ2PMjh4htgc4cvcyJNFkXqSwadDMw6oRsyBdPdA2m0BoyzjZJ2maPv2+Pr+8X/N+H4QKFep/V0fQidlswmp+Xln50QcYQP1EAZzgQmGqxR8fnzwWiOdwXZ+3dH3eSnV3t1yObwNeBbpOJNwNTaWs/vNpa2zssXXr5kPXL5fLviBOBQVKD1zi7v2nxONn2dDfEY3FADBNjVptF2AIENsCkM0mrEJhiszwNADRWAxBSNBomHyvVqjXt10/MzyNqpaQJGEJ6OWIKgSuwObGBwyjyuUr1xHFnsOG9XNEFTr9hA5kZvjze4szp3f5VS0yO/sM09RYWPhMNBI5aIpIOyugvbpDJH6BjuhFEoMPME0NgL5rT4icu0Gjs4fi2prre5GnCtg/Faap8eblPdd3gpZeP9rntRUAQFHyyHLuwIB/PUXJewbwvASynPP0YUXJM7KT9AzgtRX3SpLwdXFxxoWQ5dy+YICRnSQv3lZYXd1+DpSAIvDtuABdwKAkCR9VtcT6+m2Wl2stA0ZHk/xUaQ7fBN7b90P3BT+bkQsBMDeXbnk5MVEB8BXuF8CFAIbsTufKDjaALeCTl/AgAA6EyF6bbe50BvCFvfX2vB0HPpA0gTidru4nOFSoUI7+AoSq1DpoQUgGAAAAAElFTkSuQmCC) 16 16, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACKUlEQVRYhe2WTWsTURSGn2lVYqImGYypX7FIFzYbK9Ol1C4CVdpVF5X+gYIw0lUxrqRIIdBNF7OK/QeFBGwFW7Jy48LGYBeJaBtMqV8gJBaqtXhzXZgJGaNmJrUr54XLMOfeOe8zdw7nDrhy5ep/l9Lug7GYXzbeZzKfTwMVYPdAAUzjZHLaEp+YuLcvENvmxeKcLBbnZEhVLcOM1wAvAZ4DMe8fnpf9w/MyHI40QYRUVZZKJUcQHe0Cdffd4qjXWx/qyTAAQqQpl78D9ACBVnls1UAs5pfJ5DRjt48BEDp/FSkF+UdDAFwbvIk/cIq3W68oFJ6xvLLI6GiUbHbnCvCSv9RDWzvQoVRRlE78Zwbxeo9z+IgHKasoSgeRC9HGpedosQuHnBirJz4xNpQkevkiT57fYPzuDEKkmZxc40VuBYBq1fJOAVrUgSOAB4lxCoU42x+L9J3NIEQnAOuvs3z98g0QrOZyCJG2ndMWQK2oECJNb2+pHjeNHi8/bIr9UwAAw0ig6/HfGvwaM4yEbQDbRajrcVuJDSPBwF7QNoDdVtylab73CwszdQhdjzcZAwzsBbn/dJNsducOkAdWgQ/7BfAA3ZrmK6RSeTY2rrO0VLYsGBkJsp2i0fwNsFa7/rEPODmM6hAAs7MRy+TU1CaAI3OnAHUIoEfTfIuNEzXjCvAOWLdj3g6ACREAurB2ugqwxc/vbfs4bvuHpAHE7HS7ToxduXJl6ge42N9YNpSfMQAAAABJRU5ErkJggg==) 16 16, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur44912 1.0666666666667s linear infinite forwards;
}
