@keyframes rwdcur160590 {
0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEL0lEQVRYhe2WXWhbZRjH/+cjJx8n303TWLN2HekoZaSODnSuorV2zNp2bN3AmRuhgiDuVlDxwgu/GArCRMR5o6SUKpsyqoVudaVulYkyNru2Lv1IP5M0TfNxck7OOW/O8UrwwppkFvWi/8uX//s8v/fheV4eYFf/sZj7uGM3mdz1BgPPEyJm/ikAW4m5qqq5l7I2fVJwPOBjaFaTNu4exurozX8LgD5U5I+ffnDZm6PuYG2pnjZ1NrY1dT5/m+O4fbW1rr1Hjjz1baUAVCXm4f6DfldD40+pVcXH+P2oaeuEwegQOTHBKYpCRzKmQZHIZ0OhUKrcmCUrcNPr9fCPNr2p1bu6Iov3jmudHRE7Zn3+E8/C7WtA5t6PFje1DNZmRDG6dGzK2pKu5FElAZxPHDgrPtzwkipr8JG6sG3/Q35rsBWePY1Q5TyKNI9cags0RUFNRZ2eu+mjAEbKBaBLGbIB95fJGHdNjADMZOwApRWdDO8Aw3KgWSNWMhxMNifyggCrzUozrP3VcpOXBXDo7a9+jc8pHcKVicdy7Z0xGjoomkKRKNhKbIAzVyOy7oEqSWBNZpitqeBA3wu+cgHKmoLQxc80AD9cTEjtjqz4KcuTNuFcPwyjU6ipC8CsrYO82IVMQgEhLqfVk3sOwAflxC5ZgT/r5BfnZxZT8jNz0fhA2mFHqobHjMuNKL8PU9M8YivGbD4tDem6PlRuzIrG8MaNiV4Dw79vttCB8Su3wCtb8Lceg6qKIEQFRWGsu/uRjkpillWBsbHvvAvzs5PBYMs3eSkfuH79DgJN1dhkLeA4DVarHW53HRRFDFaSHCijBybGv/cF9geuOp1VzXJBQpFY4N8TRHTpF5w50wuXy4GNeAzLqwAgX9hxAI/bOexwuJtz6QwWo3lQtAMUpSLY0gqXywkAKMpFEFIAw9DTOw6wGmPriloSGYGFICiQpFyMkMyHgcDewwB6iSphNUFDlnMr+fzm15UClOwBHUA2z0FVJXCcAbqeOX3q1NF380JuZnM9gWRcgNHAwGJx+GtqWn6+dGmkbscAwuEwS1E0CwAsawLDcFCU7BIAzC/EP55dEH5biVFQNSNo2giz2R2wWms/2jEAAE6DgXcCAE0zIERMECKvAUBfX9eiKMYfLxSS1xRFQrGoAADMZnf3wMBI704BAAB0XYeu60in1y6EQiHyx3lPz5OxZHKmp1BIDwE0CJGhaRrYjcTr5QL87UcUDodN5qS+YIjP+RQDL1DK7Y6T73z+lxvQ5cuT75HEetCYWTnGp6ahyZET7edGSzbltlMw3H+QtU0NvmyxVXtpF4GuU2xic8GznZ8fe+0Nvsp71cCxgF2HlOf7ANw/gMnlfUVRyVt0Ia2wHMdlN5ODT5+f2HblkkXJT6jcvCoXbklCvtZotoyXSr6rXe3qf6HfAaO6tcfiNFsxAAAAAElFTkSuQmCC) 18 13, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 18 13, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 18 13, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 18 13, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 18 13, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 18 13, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 18 13, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 18 13, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 18 13, auto;}
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}
div.testarea{
animation:rwdcur160590 1s linear infinite forwards;
}
