@keyframes rwdcur146290 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 14 16, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGAElEQVRYhe2WyY+cRxnGf1Xf0l+vs/W027PZY0889jixWUwOISJRLkQshygoQrkhcUJCXBH/AAeEIsQNcQAkErEGRCKQSDAxkSwRy7Jx5FGcseMZj6d7uqe7p9dvr+LwfSO8DMFAwoU8UklVJVXVU+/7vE8VfIT/d4h95laAh4GTgAv8CKj/L8icAraFJbVVKWiRMTXQBF4AJgH5YRxq3NF/CPhsZm5sovjogjByFlHPy+kgXgIsYAPoAeqDJGDe0S8AA+lY0pkfJ7swDrFiuLo9qdzoq4ADnAd2gU2gnZKZA2bSvXZI0rULBMDo3yEwAnrKDVEDn+yxMsUzc6hYydFqs6LD6GtovgRsAQMgB1TTtUHaonR8FXgVuAisvR+BO1OQBz4lDHHSms6TOzJBYcGkuOigtSmUryyZtcalY82i9YKO1CwwbU04k5lqdtop21WjYMwoX1W10qfQPAlMA+vA9oNEoAfIeBgQNocIYkqzCuNQlvzCYbrX53FvD4kGoVR+bMuCjVkwsbMRmZLGtCKEIXDrruz8tcNgbVAJWsHzOtYF4NtpVCISMav9CATAig5jJQwpURppaQwbCrMKZ8rE608Q+0AUIzMCqwiGjBE6RhggpGDskTHKj5VpnmvSeL2RG94YPq181QB+TKKNOcADbgA7ewQk8CRQMEqOdBYnQAoiX2LaGoTGzMYUsjFaCVSoid2IuB/R3xzhbXsoTyEdSX4xT/5InsoTFaQlqf2uVhqsDZ4DniIRskx18TLw4h6BFeAZBGV7pog1lcXICtAa0HflTAcxvatdmn9u0nunhxhJDG0QRgHKUJhjJmMnxig/XqZ0vMRwbSgHa4MKUE5DPwI+A9jAOROoAF9A8Lh1oOgUHj6IU82RG4+wnHtKXoPf8mm+0aTzZofxwhTHVk4wVS4Tq5hOu83bly5Re7VGf63P/LPzZOeye6vbwHeA08DzJMZ3xgSOAV+UjlnNLk3J4scOkpuG3KSHYWsQ/3BrHWu8ukf/yoDlpZN8/Vvf5KETxzEMA9/z6LRanHvtT7z805e4deUmrZkWuSM5hCWkDnUE/AY4mkahBHzaBA4jOCVztplfrmDkLDIlD8OG+54KCYMbA9ztER///KOcPvNJCsViQk4pKtUqM3PzTExM8IMXvkfncouwH2JkDKIwaqRpeC+tCAdYNYE5NLZZcrAPlpCGxsrH+z5TsRvjbXkYpoFl2/iuR6FYJAojatfX2Vh9Fytjc+BAlUNLR2meb9AddIn9GBL3DIBfAjfTLS+YJLW5K0xZUX6Ejh3CoYk0IgzrbhHqSIMAIQStRoNet0u5Ms1wt8vls+e5+Ps3sPNZ5j+xzOzsHBeFJBj4pCFvkLhonaQEJaDMdLIRtUcV990mRt6mb1pEnsAuKExHYdgKITTSlDhVB0yob22x226DEPiuT7fZYvu9W+Qnxxk/WkUYEhXHKr31BvCXlMQeFCRWnAGO6DA+GrVdKx6FaNMiDC2iwCIOJEJqzIwCAcpX9K/18RouC4uLLB1fRqNxB0NqN9bxoxDXjLl46QLt5k4HeB34FfBrkjfkLhgk7tRC6bF4FM74Wz3H2+igPAWWDbaDNCFTikBpon5Eb7VH69oOt26us9tuY9gWwhTUmnU2t7d46/Jb1G/f9oDfAt8FzpK8lPdhT2omiRk9BXwFOI4l7cLpGcqfW2bqpKBQCem/06f2So32hTb+tq+kNBBCUDlQYe7QIYb9PrXNLdXt7u4qpX4OfJ/E9aL9Dr+TwB5KwALwDeA5Y9wpVb/8CAefKKB2e2y8uE77QjtQrtoE/pYKaoXEzLw0xzfTG/8hje77wrxn3COp0T8CjwkhVuJhwGjTo3W2TvtCJ1Kuuga8BLxGIuAAOEzybRukpOrsk+8HIQCJOnfSRtQN2F2F3tUeyo3bwC+AH3K3ohv3b/Ng2I/A3oYNHSr8rQFBS+LVRhFwDXjlvznwQQnUgXo8CnCv74DWSvuxB7xJkvsPDP+MwA6wjdJB1HHtdK4B/IwP8Vd8L94GfkIitCvAJf7FB/Mj/Cf4O1/6oMicZsGUAAAAAElFTkSuQmCC) 14 16, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGPUlEQVRYhe2W248cRxXGf1XdPded9ex4Zna93qx3vcvaWMQIB4wwCYEEExSQQNyEIgRESPA38DfAA0LihQceQEFIwAO2gkUSwFwSOxc7EG1ir2/rvXi9OzszO5ee7p7urioepjfaBNvEcgQ85JNKqlZVne87darPOfAe3sP/GNZ/gWMC+CYwBRhg814NDgH7gUPAOJC6w979wA8SUpUIWAK+uL3BfgeEuYQkBxwFHgbGgBhoAovAC8A84O2wOwU8ieBrMp8qCUtK1e2DNu5O0f9JwGHgGJBJiI8IIYqlkVImncvantfT7a2WNsa8BjwFvAIEwDDwVeBxu5ieyB2sSq3AX9hEtYMaUNspQCZqDwJrwBtACEwC3wc+kwjITM3Nyr2792DciImDU5T2jsq/nz7NpQsXDof9cBi4ltibBcbtYSdVfrAinZlxOudrmFiTkL8pwAL2Ad8FvpN4vJ548S3gSaAIOJWxUfGVrz9BPrYJVpuUdhX58ve+zcOPP0bg+WJ5cbEUheGMlbdmraw1MjQzJMe/MC7Lnxgj1hlaZ1aJaq7GcBr4/Xa4bKCaEB8BSsk8B3xOOGJYWAIRCyanpynvKrG5dYW416ff6tGptzh07AG+9I0n5OryMi+/8gLFDxUpf6xM4VBBpnanifopwoU+Ud0DZWLgJlDfGYIgmcfJwhrwUWAuO5FFSEF/LaRcrVKslpk8MINQhvveP8twqYht2wwXi1TGRrGzNkNzQ1QeqSAdSdSXeFs2yvMQjkXi9WjiaHNbQCeJMUns7wc+CwwXDhQw2hA1I2zbYnx6ktm5ORo3NhjZU2HP9CRCCALfp9d1QQMadKSRKYmOJVpZWMU82feViZreMKH6PHAV+CVQt5IbOJA8nBngUwx+M6f6aJXsaJbWfIv2eoup2Rk+8JEH2HdwlpGxCnbKQQjBlYUF/vj0KbbcBuWHyuSn80hbIgCtJEY4yEwa7UUi3vIKKLMnue3r1kAzNxkkiij5zmKTqjxUoXi4SGe+Q+NqnWajwfh9ExR2DWPbNkIIhBCcO3OWP5w4AbuherxKppJBSIGUBitlkBJMJodVGkJ1+jJuervRpgDMWwyyU41BMjkBnALGrZx1IDuRlSMfHCEzmiG4GbBxdZ2VxSXaWy1UFNHvh1y7fJnf/uIpLl29QOXTFSoPVpBpOQioAOkYnIwGJdFWDpGyCVdalvLCMWB+ZyIKdowzKlCPuJfdkr/uy+KRIiIt2Di1wcWFeRZ/foVnnj6JUeB7PdygS+loifLHy1iZt5UXA9I2ZEsRXsMhvXcX1nAGNtwUMH2rYhQBKTT3q0BNWGmL/L68yE/lye3Lka6k0GlFJ2zT8VpEqZChw3mqx6sU5goIW7yFHANGCfo9i6BjEdZ9/IVN4qa3CTx3u1T8D+DZqBHtr/2pNmYwjB0fk7m9OTLVDKWju9HKIG3QoUbYgnQpjUzJt3lvBuSuhVd3CBsh3sUaUb2nGSS85duV437yLkrKVZPdS928t+yZsBkJpSywHUinkfkMVsbBKaSw0gJ2OI+ByJcEbZtezcKvadzX1nDP39BRwwswPAucvFM/0GSQ27MoJoJaUPCWPOFe8+le9XFXFV7dpt8EpR2EFFi2QSQWtRK4Gyl6dYfutR7tF1e0e+6Gieq9EG2eB34KvHonAdvNw1ngb2huKk/Z4aZvgqWO8N7YNN2XVqS/1jNRWwsV29hZGycHQg7i3r6ZJqj1af35Cu5Ly0b3ogDDr4EfA88DwTvpiAJgGfgn8CqwkIQnAjJxO0j3az0rrPfR2iZdTuPkIPIsuksx7bOr9M6vaRPqGvAT4EeJrQjuriXzgRXgHPAc8DvgLxhC40e7wk03HzZ8aQ1ljFMeEn7LprvQpfPiKnG912ZQAX8IXE9ul7sVsBOKQWFZAV4HVjFMxt2wGvctqXNFYWQGf6lDcKWOcsN54GfAywwy7ZuQ/2b67qAZePQb4Bli3fGvNwg3PFQEOojRodrec5FBxX0L7lXANlzgJFBTzYBgpYWJNaoToHshDEr8+q0OvptteQ/YC3xYBZElUhb+YkNH612PQen967vIdUvYwCeBc1giskpZJfNOxODRHrvdIXG7hXvEoWQcZPBYf8UgDP9/+Bcsn7sIRBc+ZAAAAABJRU5ErkJggg==) 14 16, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
}
div.testarea{
animation:rwdcur146290 0.5s linear infinite forwards;
}
