@keyframes rwdcur20845 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 11 18, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 11 18, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 11 18, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 11 18, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 11 18, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 11 18, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 11 18, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 11 18, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH8klEQVRYheWXaWwc5R3Gf3Ps7L3etdfH+kxih9jBSZyAqYAAAVoggIBGqEKgoiKOAmqgB6BCSilCBUUUUgqqVEEVWtqkoQWKANE0oEIELrmMYxLHiY/YazveXa937b1mdufqB0Lk0CglKXyo+pdead7RaH7PPJr/8cL/ewhf5cs7H7rlTtuy2/S8tj87Fts9/Nf3egBr7jPyVwVvWHV2wB0OPgEELctCm8nEgGVAYu5z4pcBW3j1hS7J6XDNvVd/0YqbRVkOIggIgoA6lVZOxPuvHaheeobcfNUFrzdefHb9zMjkRjOvbo90Lrkdh3gdoohpGOilEoXYdA7QvnQBy75z7W2Kz3OZ5FKIVASfVFwusrEksZ2HUEJ+KpobcbicLLhipaeYnK3JjsdnvjQBDed1eGSv60FREECSUAI+Ej2H6N38Fs7qIJGVKwjMixCuqmQIwotuXL3ZEs0ttiBalqYbezdsevGkAjpvukY+6/Zrb7AFlhm60fqH6+/7Y3Em+zJH/+Sxrp6CpUjPLLxi5RMVZzQpxkyO3s1vYVs2WixNvKuX+uVtnH/WcsgX6C9oHSVV60AEQy1aQO/JHRDsqnBzw0t6UaeoqgTmRy6b2puNYtF18U/uqCprrLnz7ft+8UJucirxjXV3/yY9PO6xLRuAUjafULtT7xzpH7qw2rTq64MhBp1OjFIJG5AURfQ3RRpPmgWWboiCKCCKIpIsUdFUr0gO5Zyv//SucMNFy7cGmuseXf2rB96tam6Mih5l3LY+TXEbUOPT60qZ3E3+ebXrp0ST2ZKGZRhYugG2jW1a2KYZPM6BR/rfuDKXyaz97bfuf2ZRx9IPrv7x2huC/kpst02ppPPtZx4h8YOxh4umfqvhFNv1YhFPpLK1rKnuNTOvydWtLQiSgORxEmiuP7fpm5cYoSXN9+6fnWVgaITM6ARHduxDTc5QTGUK6tT08LFK+NCOTe2RZYvetR1SVfxg1Ag7ArHy+Y31A929jOz5BBObmvYWvBUhLBtyuSxZLUtmIk5uKo2vuhJnwEe85yBj/QO4G6opa24g2BhBmM6SS6bpfnbzzMxQ9Elbt3vBHgQGjzngDwfvl51KlWnB8talcmIyUf/rW3+EEg5Sd/ZifKEQsteDL1iGw+HAMHVsbDJGHG9DJZZmos1mqWhvJti6gFI+B6KIPZmiqBbJjE0yOzj+lG1Yj891XfrsInX4yGDLxZ1rGn1h33Q0xvqb1xJqa8JdGaSkaViGicPrpqwiRFVlmKDLw1Q6hZpMoxcNBFlEncmy/+WtpA4MY2glFL+HYj6PoZdwBLxkRydfKyTSO08oIHZoJNF53tfsBW1tlz/7vXWI5V4kj5tcehZVVTEtGyXop7qhjhqPn1qXh5xaQHM4iO7sQXIqDG7tYqKrZ9/krr5bEr393YF5tRF3ZagawLZtLNNSkr0Dm5nTkI7LghWrLriqb1c3h4eGcYdDZJNpMrEkqeEJEqPjZNNpnIpCRBCpApZW14JgU9vZjrcuTPvNV1Lb2V4Odree055OD0TvtQyjZJZ0pnoHiO/uqwd8c5kyIF73s7W1TauWX+guC6z8eNuHBBtq0PIFtGyOfHyaYjpLuu+wJjukVPmaa2qbceNCRnbbyIKIJMkYVgkQECSpCqgHYkNvbN9ulEqbpvYOrCymM6+aRX0jcHwpXh/d9oC/ruoxUZBkCxjuO4g3XI5u6li6gZ5VMXIFKzsSu0u07I9anwrtDxMSAYKSjiyKyC4FLa8h2BbeqnJZEIXyowXJGt360dqjH3oc+JiAkmGGTAHZNk0MWcTGRvG6sDSQ3U6cIT+WrluiLERve/6xxQtEvygdbSG6YaLpOrODEwxs32lNHxpNZsfjg7ZFcg4jdyLwMQGGbWEYBqZhoUsmDYvPIFHI4HUpCKKEw+el/Mz5csd3r3+tddliT0D4tO0b6BzOpDBMi+juvfS/8s4LZrH0MJACjJNBjxPw4XNbXsmnM2KxUAjf9Pi6NYsuOTcw8uKfqDlzIZ5gAFsU8YVDtJzTEZjvC2JiYAA5cuyJj2PoOtGPei2zqG/hc9POFxLwzobf7QR2Aqy+57ZM0/Iz7/E5PQSCQfA6cXk9lEeqaJm/AKcgkSSFhEhPMsaBqTj5zCyBhhprZnQiaGT/bd74jyHN3TReuiJYNb/p+salbQx2dVO7uIVQZZjKSA3l/gBOQUQH+qan+NvBAxQ1DU3XqFmyUFRncpdnorF/2qY5eloCrv7594MLLu38s6YXg263h9rWFtSZDB6/D38wgCLLzOayfDI2xsejIxSyObLJKXA6EADJ4XAd2bXPNIv6G6ci4FgvqDt/yd2I0jxNU9EKKuQMymqrMQydiegYo4aBcXSN7ehl/1v/OLLkxit9kscZUJMZ9m58PVrK5DecCvw4ByZ275uIrGi7XPF5wn1vvs+rP1yvxboP/MUV8CtKOFChFgqohQLbn9rIrhdf+Xvq4Ojq9Mj4m95gWce+TW+Lqf6RO4Cu0xaQS6TT8d6D7ypuz6oPnttcUKemH00MjD5Yd/6StKOqbE1JL6IbOkPbdpCfnN5mlfQt+XhqfPT9PVvyseTvgT2nCofPDaWxfcP9bz/4y4v4tFlkACsbnz5UoetYpoVpmtiiDYIwN88zR9dpxYlmwtTczYdPv9Qv+5zvlXJqWE3lcpnBiX49m3/+dIGfjy96NvzsVGNwClXufyL+Bea2v+SB4G67AAAAAElFTkSuQmCC) 11 18, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 11 18, auto;}
}
div.testarea{
animation:rwdcur20845 1.5s linear infinite forwards;
}
