@keyframes rwdcur234249 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 10, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE8klEQVRYha2Xb2hTVxjGfzcLIirrZFrRjgpznV3tYB0RizXLGDYm4vRLS5FSqHGUSlqRfjFDO9zaYPywMvqHjmKjTErn2g10YLL6h3VxUtfMDAyuriJY6YrOQTomlLbu7MPtPcnNvalx8/l03/PmvO9znvO+55woPAfYvTaxcmZe2ud7f1GynWv9P0kBVs7Mc9jfmeatF9mSsQIIIUS6Q1EUxe61ieWnonLs8T6b/Hbs3Y+7uMQQsGVdqfxu/n1EkslERBFCiFVLjL5HswL3coWmjXm03Z5cCJZEKB4DwLXpLRRFP79lXamcpxHxHWkg0hU1JFIgqcCqJQqPZlUxtOQazhbk4OkJmi1Ch2Cdh6rxaWmnkwB0RCwA7zRs1gW5Nn0d21C3nPxf0XZ7EttQt1Qv4O8k4O+U9QNgsXttIpBWRKF4jKjzgLSzXT2ApyfI2YIcaUedB+R2aUglYTEL4i4uwTbUTd6uIs4W5PDxF5ekb/3SfNYvzc+KRN6uImxD3abFqpHI2Ibu4hLoCS6abP3SfO7NTGQkkQ0ska6oohWHGe7NTMgkoXhMZ6cmT5f5aQjFYwghzLfgeWAxQppPUZTsCYTiMdO91OAuLjEkNSMRiscY7u+VdkYCzyqpGSEzDPf3EumKKsP9vQghsr8Lpto7CKIWV7oawTqP/A4dbFxUKQ3aYZSRwFR7ByxUcrDOQ+XC6Ras87D2YKMuueYbWOj/VEI8pRusdq9NOPbuN3XqAqVgfnYuY8Cp9g4DoVQE/J34aBCaAhlrQOvjyvFpqsYTWBBY0F+a6rmf9FWNJ6gaT2QkZwYrQEtZvW5wa84Wrk1fB6BsmXofnDjRrTrbO2TyzyZvwbKk7/DhA7o4AxgVAL0Ki17HH1RtUpOk4FBeEYBh3AyH8ooWPRF9RxqwWhWFeeN7RCqQjmwSPwusABfffkU36I5N8kNCvUKdN5KNMvjSa7z46pghyF93C6lI3JF20fuvA8k60trW7DCzPgHFHZsUiTIjO09PkGCdh1vf/gZAReIOg3cLdSTSk6fOTYfZaSk3v7RwjWEftp88xlR7B/XVe/hx4jgA+7/U/+bmJ6f56VYtAGX5HzK3YiNvflTLobwi1h5sRAiBoii6lWvHsRACRXsYzF2+z9FKty5460AIgK+nV8oxsy0AVQkNrqkxbn4/KO2j1j90BFLfh4r2IvIdaWDu8n3CZ9oMwV01TTweeyDtfQ6Xzn9qOKxXJSW5RgDULUh/nMqDKODv5NORc7hqmnDVNOkChM+0cby5lshoH8sL19AYHqRgZpbG8CBfPYgRGe0jMtrH8eZa1jrLseyo0M1vnV9tWJQG3V0QisfYfvIYrfOrcdV4DT8O7y4nfKYNe8kGAPwlG0wV2+4o59KOCv75Tq9EKB6ThxCoF1LGy2jk8y6d/cK7FVw9fxFAVyvaGMCeltP8Odq3YNXiqvEa4oCqNoCPhuSb8MLNG/if5GIfCEClzzDJ4dxJ2/WHDA9dwOHcKcdTbYdzJy9vruZcc60k2lqvkhju7yVS6YO0NrRq0vif5GYSg9J6L98sSH11Sy7bdpcnnf5qqcS23eW4Jn7GceV0UpW0ptHqwT4QINIVVf9Tpf5RiHRFlVQb1BYFGBl7QGnhGjmeyR5N6ZitXptpXNmGGZdtghXkivdcbwBwJfwrf/NQMRt7lpj/AvzMS8GaHO38AAAAAElFTkSuQmCC) 3 10, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
}
div.testarea{
animation:rwdcur234249 1.1666666666667s linear infinite forwards;
}
