@keyframes rwdcur194802 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHeUlEQVRYhc2WW2wcZxXH/zPfzO7M7s7u7MVee7279jqO47sbF8eychFpklInbYMgVVAlUB9AAvGCCk9U0AeEipDoA4IKiSekKBKopBJCbaiom6Qmsd1c7MRZO75lfdm1vd77ZWZ3rjyAmzYJSWwVyl8aaTTzP+f8dL5vvjloChJHY4AN4wsS8TmZNkNh3/HWuE6ITrrF5aJ4jkehXDbL/wsAhraSGUMxM05n/fHenp7jUrlkpDbX5kXH6vVsNjNW1+gdNVk+emt8vvDfAKAAYHeI+1W+6ny1tXUPvnz4MGy8HbIk4daNUcjFXKVKUTPFcv6qrJauUCwzztjts5MXp5TPA4AAQJ2PiKbJv1QolVEqFNDY2AS32wt55u9oi/gZ3qzWdfYO9nnszpM+T+hlKPoQx7NdhKqI/qBY9NSJxexm0dwxgM/LFE2VPm2xu4R0JoNiPodQQwC12VEIdU1wpCZhcdWDS91Cjb+BC3qEcDDQONjRPfASK5dPa9m1JsVqHZNKVXlHAKmMnq8RmYMU62zjOA7JzU2I+agR4stplnfZOI4DLfjhdYtwWUy4RTfI+gQYlx8R6YbwlLO8L1E09XhWHd4RAAD4fUxE0bmjhGHAsiyKpcLmVDz9ys2ZhbOFTPK6nl6IW/SiLNAy6xFsDp4xIBTmECJpiDwDSTVcacF1NpeSqtsBYLZuZEkfpxhJ0y1WhqIoaDSplVTamFrSz49AfxdQsG9ot0UsVYPh7O3WOrrSFTLzh70ucrykmAgLVK0lT4sAtvW1fAJABPomqeqzHMd10DQNTSdwcPkOQD6/5Rl/75oCYPHf1/n2vQ2/fqFBf3WoTn0dAK2b9/JtG2B+Tk51NrPjhmF0WK1WGISAg6XzUcHTN+LK9A38Qhvyabs46oemYWy3/r09AAD1tbTfNGwv2BxOMAwDOyRVpeUz+YKuPSpJ3ukdNU2D8VHacwEnfbilhj4eCdif9gWcJL4uxR4V+5mWCaJ1tJSVc4QQkaIoQOOaLYYRBjD7ad/+F3tpuYwDuVQ5oFSKU9HrK1N6b+DNF/3mzw/tYX4kqwxKio75dLHCdtrfrHo9P7l6aeWh7flMB5p227NKWR8iVneYpmkQU7URI39+Na3NbXkOnnyKLsXW3rCu3H2LK2ZOayX5lN3vkRbvJEfXOPFDgZiWTg91gAIFL08xqSI1uFwyL28m5cXHAizHZD3oJ10aJQ7abDYw0OAhuanpRHVkyxMMuQbbSitvHQub1g4f4Laa9nxJaefDwXOLt+O5ZcpxsZ43mgJ2qncya8VIyk3nK8XpfFYZebA8QN//gHdQV6CUIRAFr7RJOL6LPRII09zWexulNXV7Ta7FDbR7gU4fEHEYAZoyagFgZX5Tu5Ki/7BQ5pUPM3VQiQ26QvofVvyhACYxx90knzgdTuFQ0MT+Bv7oV5ssrz3zleZ/eXnLbE5nUiYAhsDgCFClySzF0ImtHEsVMjGWtsUkgwUhBIbO9PUfDAceuwQAsLyi5Ad3U5Gjdfo+p40FZyGIcNqBvKQx3sGBj97708erNZ2hcrVYac9IsE2V7RNTqv2n0cn161s5khuS3NMonMjqQouu66jKFZFzmMPr8eLc/fUeAACAmmZhbKNUldSqKlSqKpMrqwU3KnsNHRaxv/cff3l7YlzY//S5hCvyxw1f6Hej70dv3J9jT8jel1Udg5qmQTdM6Jo0m0nJF+/3UQ8D2FJvL+/gWLsnmShobo8Lz7Xyr5k2y9IbZ+Z/+ag4AHh+oPbbZSrw+2RRhaZpqFRT7y7F0ieeqANb2tjQlHhCyueKenEtKRWPdAtHnrXnf+xvb6z6BruvzFyL/ccZIOjnHE4L9820DJqmaUhl2d5/aNfbd+eS+ScGuF8Hd5GT+2qZgbBZOGJUqnVNg13p5gP9uejY9APTEQ1ND4j2b6QqjFPXdaiKKrAWZWRttTD9ad+2fh5ZmeQUzYCLJ/RhKvXdFh3fSsuFxZ5Tofn1nDSzmtfnYpvaTLqCxaJJ1lVNnTFNa9AwDLAWK+SK0g/g3I4BbiayHy3X2LQGJ8MkrRGIuw/Yap21Xc3ZRJdFrEfyzhhMwinLS3dX4+uJWLUqtd3ReRiGAYvFgkpR6vv694/Qf/7tB58cy9taAt3GLbI2h0s1+cHAydchCjaAWJGYHIY/0gG1nEfrnnZiOoPuWrYacTTuFQjvQiy+AUIIqpWq3VVrObcwtZbdEUAhr5mOtsbhrBi+Fk+lljIqLRFnvUDERrs3EAHnCWJpYhglRUM2egFi97N4+fQpJDJlLN6NQVU1h8Ntvbw8l7y9IwAAiM1tGrcmYndGL09+4O2rO3t7+fY70fX4xY+jswvzS2vljaLu4LwhR1lncXDoeYS7D8EZaMHyfBTrG5ugiLqyEc+9v5XvkefAdtVxqIs2crkmU0OHxykMtDSGvtTW3tfDEjZAzBKGR65idmnhwsCxlmNnfnNJA7a5CR+n6KUpA/dGtr/e3cjSf7swGiSG1uNxcn3BcMOAlaYChLe3Aoh+nrWfWN/5wbHw9372NdsXUvz/Uv8EIMdV5x7o4xcAAAAASUVORK5CYII=) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur194802 1.6s linear infinite forwards;
}
