@keyframes rwdcur226452 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADl0lEQVRYhe2V/WuTVxTHPz59fNbV2KUvpjHWWNvFuWiRdrJhaUso9SenbCBDJzIoY6h1Cnsp/gGCqBNh69gKe4FtMJWBMDYUxKk4NpBRmKOt2hG2Yl3pEkld2yVPmufuh+fe5DbEt3b+IOTAgXvveZ7z/d5zzj0HivIYiTFP+7zE86gAFtzHbgCOBm7mqf6NA8wAtraeFwFTOjEBCygFPFYb1fZl9+yJMBYCIzWELYGTwKSm6vyhCShwBewN7iOysAK/J8jhknLGhcO0uQi/kwY7xpiTwhrYyyHfdqzxr+kHxoGYJDI91wiUA9VNJ+hj0huxliUQDuyoP8KfiWGal7UA0D/6Eyu8Ib641jOTjmHGr/LZ6AecB34HbgG3ZXScQiB3A/cA/qZT9HXWdbe+sm4ndmqa+MggqxpaCL38HVNbgwBs/+Y6w6d3szLTa1Z0ruUtX0cXacc3+jHfywhyLxKFwCuBcNMpLr17pVsMit9E6kCXyGxqEwKE0/6cEDBL1dnYLyfE5cmL4oUzhgjs5hywD2gHaoGyewGX4eY8C/7OlT1Z8LQGdhpEVNtH5ZnazyKxiwsPQkJVugd4OvwhF97+MQc+AeJFDWAq7/aFzi7OgYQFBJa/zpm1vYiTN78SqQNdWYcZFeoC4PmaBvF+4UjsBVqBgKoN1WAMScBrBbAXNRgEvLVkKp/KspsA0kATbhXFgTekbQD4VK7/keF8E6hZv43liTSHWs5S006kaiubgNWAT0bBUAQcwFp1lNbqDcaW99p+4O9rY5T0HAfcR3wQWAj8LNlWAb3y5zVAF+6j/0iPafOzJH1VDI0NUFIG3tW0A41AEPAC1qwIOGk3NzU3Rli5flvWTwlwTK6fzMuZkgW4BdSjnWX6hwi9tJ+OUAc7nzlC+RoswC+1PJ+A6aljw4rSTpKNjU5tXYBhGepSYBewX4bqVaAPmJLaB2yW5K5LtXEr7vNIM/F4gkhDJ/WLNxqhg4TJdVhTdUITqAbC677k8MQngegfl24F5aVmgITMhF0L3HQdWJVg3XbJ25oagCltptovfX4pFa/95R/s5lvgV+AqEFUEDJmTAFAvc7REEvtXEkiSm3Dq2SoANQXz7Qa5AlffJYARIAqMq1bsSICYXMfItdCkuj25Nmpo4GoczxSw62tVMrYkcQew9WGkj13lXJ/x+QBKlTgF7LpvnVQ2ZYWmYb7T/1Mepe+iFKUoRZmb/AdY7JQJd19P2AAAAABJRU5ErkJggg==) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5ElEQVRYhe3WbWiWVRgH8J+Pc81pNbfUNc3CVJxayfxgSfpBUnqxJHr5FBRKYWaiZWIkfSoEA9HEiMCEJBAVNCQmzLSS1HRqy7dyuXybTp06h257nu157j489z1v56SEoD7sD4dzznVf93X9z339z7kPXehCF7rQhf8Y3TqxJWLjzL+c76bYcQI5yEV+zLEtdGzr8GJELNFJ0I7Po7g54TyK14JU95hjT/QqW2dp//zRp+qq6vqgLwpKKaqnAIW4W3bcB4Uj6HeBIvQZR9Ep7oo/D2PcW/bKiCHFH1xYVLfeIXTvuLAE7npklU9e2jz5ysFMVfPept1nN6/+6JsXWJimuZ6qevbjjXeY/QMrWrmc4vIWVi7kw4DWz1m4nPl4rYXa8+y9Nnjg2QPpX5Ivb5scPLRKBZ7DqJBgOwpRNmajE8uOLA6OZKqC9NPjgzTpgCBqSZLx+a1aa+iXJNhPcHTfV8HY8kRQMlM55mACiuP1g5zGA1Krf59va/VW1RuXSZSVtvssRiO5QeyFVGzcHPbvZu25kf3PyjXODRuUFUnSwLAs+ciJE2hDqrHG+nQTpcUj5Z2/yL4j7Q5v4h58iUOhbRYuhgV9DK1YGEaH9OK5+g4vNm/7RLWbMupWtgsT2uIEUmg8t8rOC7usfX/Hk04V9HCuco3lIbs7Q8fpGBmOv5BVYEJWID1kVRqh+6UrzjScdu1YRusFsh/R5bBPdSTQgJOnP1VxalNm87ztE1UPL/Zw5Zp2ytDkZjS5vqenRtEXTHNs0Vx7ju/Ucolz61zCHzgTuXSMk4cSPI5ZJTNsG1ueCLZf/T6oq1zTLrANBDUxwdWEtpgAg+SCacHh4EDw3u63ghGfCZBGBRZgcpgntyMBsuUbKKvS2SUzfDe2vNsNJDITxtyk+siWfmZ8Z8kD/ISPMQVD0BuJWx3FebLbcjBGF79u6n1TEhOXTNzq8omDhg0bZ+jzc1x7cRLotb5C9Yaljh7doWjQCLl35Ftbtdq3lSscngl24Uf8jN9Qh6tIdUagUxL9p3u2/6OeyCni1dLFTjRUKxswDuyr3eH+gqG+rpmvW4JUbYFkc4PDb2vBbuzAnljyRuEpeCsC8XIU4gGMKnjKpIZyg0qXKJMj0XMAiR4kL2Z7Sc5UkKrnyhbHcTBM/Ksbxdd+BP8dgTiJEtnaDcGDGJjoq1AgP1MvF23dBmgLajWEqzyJahzF6Y4rvx0CEYnesudQv1jrjV6yB0sm+w004RLqw6Tnw3mLTrbdPyVAdsvkhkmjluf6rzb6u6VCEpmQQJS47eaQt0cgQk6HFt0JojtAdIdIxcZd+P/iLyfatG6ib32ZAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur226452 0.66666666666667s linear infinite forwards;
}
