@keyframes rwdcur97502 {
0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABm0lEQVRYhe1WO2rDQBB9I6StDMEQtgq5hCDgS7hKlSad0RV8ktilwKhK5UsEArpBqmA3xqhSEynWpLB3I2xrJXllE4gfCJad0bw3s78BrvjvIJORmbkTEqJKHrfBz1bkdTk4VtE7QF0FBsz8pqrAwKRJUAICQGc/MPkaKzCfz9dNCG1iGAXkeb6wFVAXwyggjuOMiEhtJAKCZRQGVf7LKAw8IXT5iYjiOM5O0H2I3ZFkALyIQmbgpfwtolDbuzq+jUVchLxKhC1563tA7QlHyt8gUuo1P7sABbdifHYBq9XqPt9s3o+YXk8R0Fq8lPKTmR++S3O78eNFBDAzExH6jpMC6AHAzXqdElFvZ2u1D1otgSJ3hUBSFDM1nxTFzBUCRNT6CW8sQGcOpHmWHTxKeZZN+kCqREynU2EtYDweO2VyVwgkwAzYXrvKT40TQFdiNBp9lWOcJMD3faHIgW2W++T7IpSPqoTv+8ZKGDeh53l3x0iqoO1Pz/sxPqr+MVZgOBzemuxNUBejtintoic0Hc0/3xPWdrVXXGGLHxmx7aMgzkjBAAAAAElFTkSuQmCC) 16 15, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFi0lEQVRYhe2XX0xb1x3HP8fYxrHBOA1kOGmBBshD5TTpmFSWJYu0kE7qlqa8ZG8RW7dFRERZyjLJZLCJafG2LrAtJbRNJ5gUTW2oBIxpmwZSxZpUEREdAYKEa4iZAnbxdWIT7IG53N8elkSEP1OllOylX+m+3HPO/Xzu+V2dcy58nk8REckVkddExPn/Emjp7+8XXdcjInJYRB4rfPfU1JQ4HA7xeDyiadq5QCCwvaOjw/o44IhIf0VFhQDidrvF7/dLKpV6PxaLeRoaGkzrLVBx+fJlUUoJIIDYbDY5ffq0RCKRs16vd13hdsMwQiUlJQLIN+DGfhhVIHa7XaLR6ISIrF8ZROTnLS0tAkgWJKJwQaC5C9pcSiVqa2snReTZR+WsWkMRKUokEq/W1NQAcAKuPgE6wPMQs5jNRjAY3AK41kUAaPT5fLZQKMR2CP8E/PcbckB/fmEhOD4+zuzs7PFHFVgRESnz+/1is9lEgXRBm0Dz0qsL2kwmk9y4cWNCRDb/r+d5vV5aW1vN7e3tq34v5mVwE9BYXV3N3Nwc+8H/TdCWD8oCfZNhzFy4cMHV2Nj4JDC9vM/MzIzTYrFss1gsW0wm08lQKPTbO3fu+F0uV0opFVxVAPh+T0+Pp6uri3TQX4erq1nvhpgCwjMzTu327WsiUgu8DmwB7NFo9JVEIvFSU1OTeWxsLNflclFfX/+1W7du/V3X9TIReRuoVUppasnbOxcXF8d27dqVPTw8zCvQ9zZ8tMbMElbKetzp/NLlnBzPt48cGak9dWrzW2++OTs0NLRtcmLC6L1yxeSybyASi6MvLpKVlcXWrVuZnJyks7OTffv2dSilypcKnG1ubn712LFjbITkBFzMBGMp9GOwjUFGQKmMKpEgwIcnql6sHxzOGxq/qc9pminTmWnaXZA/960XDtgy7BtIt1iov/hHuj8aACA7O5tAIKBnZWU9p5QaVvfgnng8/s+ioiKzpv235CUQPAcfzoI5AtYmeHYUNifB6sjLs26bnQ3+ZueOW3nf+84egH9cHzRyN27kCVeWKdv58KY5v7DAV06eInz7DufPn6eysrJBKVUNcF+gvbe39+VDhw49mKZ4PE4aGJkw9+/0dPvevXvJz89nx44d40ePHs1+o7XV6Tv7a6P8i8+ZfvD1A2RusK1VLX7X0cWvLr2Hx+NhYGBAS0tLK1RKzSwVyAZ+pmnad8PhcE9ubu4LdXV1plgsRmFh4VRVVZVhNpv/tGnTpt8DSUBbNAzvJ5HISz+sqSka+dtfk12v+ewmpVbAp2Mx9pz8Ecn5ebq7uykrK6tUSr1xv90MoJTSgEoR+aXZbLYmk8ntTU1NJwzDaExLS/sXEFRKzT704OlpX25OzrtfcDq7r4o4b4Y/odCdu0LgF++0kZyf5+DBg5SVlQ0Dby1tX6kMtLe3W+PxuDE6Oqr7fL41p1ZENo+MjFzbuXNn3l/q64xnCvIfWlmHbgZ58cc/JT09ncHBQYqLiw8opXqW9lm+DgBQXl6eWpO61F6p6bt37/btKS19srP3A/2ZgvwHq52IUPeHi4gI1dXVFBcX/3k5HNbeCz51MjIyzj319NOmzoFBa2Ju7sH99z64wjX/x7jdbrxe7xxwcrXxn8WJJlZQUDClL6QYD4UBSM7P43unDYAzZ87gcDgalFKBz4C1MiJijUajE3a7XZRScvire+TIgf0CSElJiRiGERIR+1rj0x5VIJVKLZaWlj6llPpyX18f18fGuT5+E6UUly5dIi8v77hS6tqjctZMQ0ODKRaLeVKp1Pt+v1/cbrcAUlFRISLS/1iO8B0dHdZAILBd07RzHo9HHA6HTE1NiYjsXn/6vdw7wh/WdT3S398vItLy2ODLRJz3fuNWLoufZ5X8B6e3rmgBFgGIAAAAAElFTkSuQmCC) 16 15, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABj0lEQVRYhe1WvWrCUBT+TmoyCUUocXHoC3Ry6ktkahcXuxQydungE/gKBocqFJdueYlCwckXKKUVIkE7ZGmi3g7JNWnM301Rl3wQSA73nO8734F7AlSoUOHEoHiAMcYin9emadqe531Op1O33+9vixTt9XpSu91WZFluaZp2AeB1R0j0hzNRAD8T1RJPzEO0kWi93DpB4t4TcyYVhmEo/6qRlly0gGh+LbMYMODvsqLoRMRHlGgjH19NUfA+Gu7irU43lUPK7ieE57oDwJ9nUiecvAE4UfI8FBYAhI5wEQFeop3PJuO6SM3MEaSJIEA/azZ58s0aQEOSnNloKEReSgAXgcUCAPA1GetBWJgcEBzBIVDKAQJ0SVX95IdHrAGc27Yze34SdkHYAQJ0ANhYFn4sC858/raxLKy22/rl3b1oOTEBnJxfqURE38vlLRERYwxr18VVp+scRECcnMdVVf0A/F3BGMMKKOXEDse+igs7UGiTIXSiKLJ3Qcl1HIjYW8eJZxNIj/pDUqFChZPjF/9oBA3zMDT8AAAAAElFTkSuQmCC) 16 15, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur97502 1.25s linear infinite forwards;
}
