@keyframes rwdcur53272 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 4 9, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 4 9, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 4 9, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 4 9, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 4 9, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 4 9, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 9, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 4 9, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 4 9, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 4 9, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD8ElEQVRYhe2WTUxUZxSGn3sZkIEBkdKRjqAgzADBH7BBqE2kNrE/jglJK9DRYJNG2hhMmi5Mu5HAJKarbmqbtDbapBoxqAgLpGkTSG2bAqVQBZFQFRSFoTMC83/vzJ17u5FNQwUBTRc8y5N8b56ck5PvwAorrLDC/52ODnRPM1+Yq3jhHJ/F65kMSFQJAkZN49g+GyefmUDzBQpeKqZPF52KEnbQ9TvIMp8LAjvDUGmzMfxUBS6d51BervCNxbKNiOLH5xvC69MTDgW51g+CxpuaQFn/EDX19ahLEZhzvpqGNOHQWGv8g4SEfDrOlrGnOoCqXkevn2TGLbT5/RrAW01N5ClBXqs4wPnFCIhzFffZODs9zenOLpAkJx5HHMctFUSkfFx3StiYuQuLOZZcC8b0tTgTE2m42MBlgIYGNj6JwJwjmOVKMydKisUjuuhSei8b+a66hBASO/cqVF/6gYm74zy/zoDHfY0bg4DAuNOJSVU5XL6fr5YscKGBrpRktm/etBolkM1RcyUhgqhEMGVGuDUiU1n3Nwc+HsLrvkXMKgNe7z26eyAU4oO335l/c+YcwSzlNoofTnGup9eNMT2GHTW9qESQ8WMaKSOJFFrqsjj7/qsc3GDDeTeHpKRcCraAqjGw5A7M0vkz05bsqKTVSS/SeaqQT4/Eo8dAGAkZCRHIZxcj9FHX/BfRWX309oGmSaW2d0evLroDAI2NiGNj3OsfiDAz3Y3uz1IyKQQ0CngDHbGo6JGRkfFjWCezZk0c2wonlChldHC+/HkFKipQy/ez1eni4uhICdn2c5gPXUFF5QE3ERExkckwv7KF3Rwr2s5A9ybCilsXFc/6JQvMomr85nLF4ZgIUHPiDptf8SISRQgfE9wEQIcOF+MUltzH7d6K48Hej5ZNwODkC4+/fejhTDuBwCi+YJAIEV7nMIk8hx4D3bSgIXDxRBqRcDqeqeQAgBV7mhW7YUkCez4kVL6fPL/P9EtECVPfdpddByfR7WhH0jvIYQcmckgt0GMpXUVG5m0yzENdVuyfACYgea7cBW3BLI2NiGIEd3qa2ZBgSGP9hiCCcB9Ry+LHMwkkp8pst0a4NyrzU3sGQdkz0Ha0SAcUt1LrWbLAI4lYQeGGMeWFtKmZiZjCrSBJ+RgMXiR5DJdLJErM5vuWlz3DXelZZ67Wux6X98QCs1w6Q6oaxXrgy9uDVUo4FPNtbsEpRYQ4GZriJbPv5HtVBcBMK7XX/ytn0dfO6Sq7D+hppbbIijkGUDqx5z7KdLVSG7KCBwg8LmfRHfg3VuxG4GvgGDDUSq2ykHfLee8lAsdbqV3QH/A0BMaBqWXMezb8Azp5hfHAUIroAAAAAElFTkSuQmCC) 4 9, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 4 9, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 4 9, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 4 9, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 9, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 4 9, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvElEQVRYhe2UXUyVdRzHP8/DETicc+CgCAgpyssxXiLQJdASA1tOYFkNaEeji3It09WdrYsIuHDe1EVUazVrCwJEJLaiMkuatTi4yBQkPCQLUAQ5cc7hvL88z9NN547BiaS1xufy99++v8/+3/3/sMYaa6zxX6evD9Vq5guLDc+08YZGzazbS50gkKgovFZt5P1/TaDnDAUlRVxWrUsmGJihfyCJQGD2LUGgNABPGY2YV1XgbAeHDZlbPsgypCBgw+kcxeFUE/B7uDIEgsJ+ReDA0ChHGxuR/4nAov0qCt47lklSUibR6XK52FbFYy8u4PFcR62exWYXvnS5FIAnu7vJDnp4tPYQHSsREBcbVhtptVr50DQAdpvAHzdjqU+rQ/LmYhkvJienBENWNPcaSNycxFxsLO1d7XwK0N5O+t8RWLSCEF/00FxcJB7TaHfx7UdZdL20Az9eSquCPN16Ecv0bTalRbBgv8Lg4H0EApo7Xr8pUZY5UnOQ98IRiFjq8PEDNDgWlNRbE8Wc/jiL+RsKCgHGzUH621NpPbGV6LhICh/WIPnj8bi2aVJSEnF7x6uqn+B2ZxeDywksWkGIGiNFc5akNpvrV978ZIC9L1wDJHy4SJ2oJJ6NtL6SQ+vz5RwvziZB60Kni6IgH2SF4XBuYMkKQpi+x2rIjNDH6XdiOlXIyWMaItERxIcfJyIieZQzzs809Iyhze3gp0EFSWJ37SF+WPENAHR2Ik5NMTk0LGGzXkL1yx7S2YmATAGPoCIWmXWAgA8X8VtdJCSkYsjIC+JldLn8ZQVqa5FrDnL/nIUuqzWKXe+8S8bhz1GQuckoIhJpZHOV8+Sxl9cLdmOfSccfUFTm68+WV9K05I5lBULICv32BR/WeRNHm8fJL3OgQoUfF5OMADFEEsUtYQLdehFZ9pK4eWofLP1RhS2gnePtC+eMM+e+2o/b/TsOtwcJiX0cQYeeaFRc4jMUJYZvWnQ47Pl43dr5XuqXzA1boOJl/N81ZOfq4kZ/9Lj1nOwzU/bMLKqSC/iYYTvFbCKD7Xu8pD+kZ0OCg6Avxr1cblivIERnJ6IoYd+4oVgb8G7jwdIbKMo0opLB+RYd65N9PFAhY5mbxWyGq5ezRr5+tfC5XupNd0XgL4loxZ90LVabdo/H91vkjoJ5ELRERzlxugQsFhG1WmJsjOmOE41lnmEhr5f67rsmEOJsC8lyBFts8+WntLqpkSj1WLMUxCBCjA+69RLOijoWVpofNpU0Ha+kKXPVF63xv+VPqk5ztSpAhUsAAAAASUVORK5CYII=) 4 9, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 4 9, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 9, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 4 9, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 4 9, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 4 9, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
}
div.testarea{
animation:rwdcur53272 2s linear infinite forwards;
}
