@keyframes rwdcur125489 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 12 6, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 12 6, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5klEQVRYhb2XMXLCMBBFnzKUKdJxAnICWo8p0sENqHwSwwk4AlVuAF0KMbS+AV06utxAKVa2ZWFhy3ayMx6wJfPf/l3LAiYJY+SIj5dJhPPy/BQNMRDACl+BK2RvIBDraIgBAMZkBxFmLsdxaYcGQMxixbkCBWRFfbUCaMTJwEZ1/WLnBJ+ATwPbs3NpLW58AXuAs3fLc4jeDux2OwOw2yq01tX11eosEK3i3RHVA3letTtpmpKmqTMaLw69S2Brn0j2rrBSSAmSZwDhMvRzIAe+e82Mjh49YAwfQCJnTdvHR7cDVfbDaiwRXhc6AGz2W9D6dQRAOJ4DTJL9YIBm9uNr316GMMA/ZA/Bp6Du/GmyjwWoFzxWqxStLxPJPb6gWgAk+6wADnD8EYi/ikcAm335is0KOJaO7A1KUTkyRWm8Ndqu+XN7eq9HskLcEBD50Poi7nS+C/yoy9B0wKk9C+f7vd2RKUrjANjOnzujC292AGRMPK4Dpe03D2TRhDsugXe7IY2K5lPg9cDJVFssHEHXiRLM6Q+gZw887gtmrRMSD6SM0gk3fJAIcQguxRsFSpGcZR9wt8eN2gEfZIA4dG5IOhwZKQ69N6UBR0aKRwA8ARkhPgAgADJQHOL/GQXC3Wz0Fwf4BVRmpmmFOqv1AAAAAElFTkSuQmCC) 12 6, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 12 6, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACAUlEQVRYhbWXMXKDMBBFnzIuU6TzCZwTuGWgSGffIBUnsX2CHMGXsLtkBoaWG6RL5y43UApJRsgIJEH+DDNYYO/bvwsrwyKSUh3xelok8MF8vkRDJALowA3QQPkCCmIXDZEAIGX5oQKzVsd5qy8lQKxig9MALZRtt3oH6OkiYS+mfnHyhp4OUvIKvF+txZ1y4xM4AVydL41DRDggJW9ABlX1fF8tiquCOLmBwxTeAwfgB0yGeZ6T5zkAx68Tx2ML7JMgAiQljer8qqqkLf3863Okqr17+BXmgJN9X2pNCAFcIpIKBtC1f1e1N7Z32kMjk4KHAYxmHyp/GSaegn7nu9mn2m5r3IGg7Hf/BTBeeyEEMmoADpfBD7BI7afl6YHp2sdl79ewA4futChy6rqmrusFwj2WYcABlX3ZAh9w/lUQAFVVUxTFYtkPA+jszYgtWzjrNQUi7248vpTi5YxKPe/X+uOtu1K2yg1Aj13jSK7GcRbTrN2I7jtg1Z6NdX4bc2SeLADd+Wvr6sa52wMyR49PgbH92wHZ9OHOW+BVb0ij1N8hOT1wkfctFlZA2wkDZvUHENgDj9uz1eANmQNiZJyw5YJEBAfvq3gvQAiyK2Q6yA2VvXHABUkIDpPjeMKRmcEheFPqcWRm8AiAEZAZwRMAPCCJwSH2n5FX9pQLDw7wB+623VlTXvmcAAAAAElFTkSuQmCC) 12 6, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 12 6, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 12 6, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 12 6, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 12 6, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 12 6, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 12 6, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 12 6, auto;}
}
div.testarea{
animation:rwdcur125489 2s linear infinite forwards;
}