@keyframes rwdcur88611 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 0 4, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 0 4, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 0 4, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 0 4, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 0 4, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 0 4, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 0 4, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 0 4, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB6ElEQVRYhe2VsWvbQBSHfzIZ2mR1jhobd6sOvHRx5hruhgwCTd4zhGAM/hM6dMtqHHtLIaPJklkCdbeHkEnOGCwOTCBTsr4OjYwc3cWyLVoo+sBg3pP1++7uHbaQA4wx0tUXi4W17rdrH8gS7DgOarVaqj8ajdaKbC3AGCPHcQAA0+lU+4zrumi1Wmi320aJrQTicFOwTuTnxQ88PFIqzxJCLM/P9/1MQowxqlQq2l6z2cRkMknVn6I7rcAeAAwGA9i2DSklZZUAgNsoShejCKeuCwBaEa2AbduYzWbwPC+zhFIKX6vVVF23A0opfDC8p+T7viWlXJFIHouJTqcDpRSUUiv1ZHjcj4dVxx7w5+yllOR53kY7MR6PEQTB8rq95b3gmJUAIcRS4nUmjINZL1t0dR0gCALti+fz+fK7d3OpHcCUQBYJzjkBQBiGVr1sEQCcdL9rBbybSwAwhhsRQhARURiGREQUzwTnnLrdLsUSMfWyRbrPRqHrJEzhu1IyNd7eDgBoNBp5ZmeDc06ccxoOh7mvHni9hu+F93o9AEC/38e3Ly/AywGFD887/YtmInnm8cqPjw7p/MwmXj/IbSeMK0let2T9+OiQPn/6iF/3+9D1/wp5zsRW9sngf7IDBQUFBQX/Fb8BOeAQyviUtsEAAAAASUVORK5CYII=) 0 4, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 0 4, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 0 4, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9UlEQVRYhe2VMWvbQBiGX5kQaLPaR42Nu1UHXjLUmWu4GzIINHkPBIox+Cd06NbVuPZSUuhosmSWQN3lIXSSMwYLgVPo1AxZvgyJhBLfRbIjUih6QCDdnfQ+d/cdMlAAjDFSta9WKyPr3cwBeYIty0Kz2Vzrn06nmSJbCzDGyLIsAMB8PleOsW0b3W4XvV5PK7GVQBweB5+HIfYbDe1427bx/etnXP6mtTxDCJHsn+u6uYQYY1Sv15Pnb1dXeH9zAwBakT/hL6VABQDG4zEcx0FaZhOOazXsNxqY7+7iPAzR6XRyv1sBANM0sVgsNpKIokgrAuCBhGpsIuC6riGl3Fii3+8jiiLlx33fh+/7SX9crCp2gLu9l1KS4ziJhJSSsmpiNpvB87zkuD3mqeCYBwFCiETCNE1IKbWF2aoa9OPUg+d5yg8vl8vk3jk7URbgmkAeCc45AUAQBEarahAAHA0+KQWcsxMA0IZrEUIQEVEQBEREFNcE55wGgwHFEjGtqkGqa6PQLAld+HOp6Doenw4AaLfbRWbng3NOnHOaTCaFzx64P4ZPhQ+HQwDAaDTCh3fXwPUeBZd/n/UXzUV6z+OZHx7U6MtHk3hrr7CV0M4kfdzS7YcHNXr75hV+XryGqv9FKLImtrJPB/+TFSgpKSkp+a+4BQD9ENMRrDdiAAAAAElFTkSuQmCC) 0 4, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 0 4, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 0 4, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 0 4, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 0 4, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 0 4, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 0 4, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 0 4, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 0 4, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 0 4, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
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78.125%,81.15% {cursor:url(data:image/png;base64,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) 0 4, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 0 4, auto;}
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}
div.testarea{
animation:rwdcur88611 1.6s linear infinite forwards;
}
