@keyframes rwdcur84351 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIL0lEQVRYhYWXy29dVxXGf/txzn3b1+/UTUJTQ0mrUlVtQYjHhCkSA2YVE0Yw7LxUaqRKBRWhIob8GwwYVxW0oiBBW1JC1bQOSRzb8du+59z9WIvBubbjxoEt3TvY+6y1v7XWtx7bpOUfaEwJAzD5P29du3bNKPoHrP8e1pEyFIXFYAgpYw1YFZyRfWfNi9euXdt8pLLJEjV4gJ29itt3NgCDMQb04Y8/uraKcW44c+HCsNXvcXV5mhdWZrDG8uHqNh9+sUuOiaWeLQsL5tG2YIAkoCJ4RZmdmaKaC9y5s9kIniNdjQNFUYotS6amejy7MsdTl6awxoC33N5L7OwqRaHJos3+Iy4PGWJWvAWPgqpy4bF5zLpl4979xgtfUlAWnrL0DLolnXbBxn7k5voIYw1re4Gy5ZnqtShdxGrGu4cBGANVVKqoONvs+ZN4iLKwOItbttzf3AYD5gFOFN5Rlp6pfsn0oM3mKDFaH2EwHIXMoN+mJFMmAVEKb79kuXIUlP2x8uCJf/AjEWVuYQZ/wbKxcR/zAAhnDdaahmym8dpBlSaWGZwBY5szjDkTAgNUEQ4rOd04D8AJiPkZ3BLcXdvEmIaYoopkYTxOjEbhjBYFUCXWkQLBqqKi6HHMBQ5rJT4UlHMAoKCiLC7O4S86bt1ZB22sBMhJiCGjeqx+ImSaM3WKsab5AVkMVVTieal1LgBAUUSEixcX2P1ayb9v3sVZiwrl3s4+YRwR0VPzTQNQUqQ32+52uoX1zuK8ZzRWONf2/wHgWK+IsnJ5ic+/anjz1pv66quv/Xb99notomgW9MSqJkytlmd5+JVRUZShKEq894zG40deDmBe+/077ZgNSZlYZXDW4J1l0CmYm+4ARvbu3037u1vLMWGzCKo6CQMnPCm8ZX62H976ze/W3vjl24Wifueg5mAUiUmIIoDibENabxWfs75jrJ1yWNQopXd0W5526WiXnhAF5+zH89PlK09fvvzu3PzirKiiGLw1KJCzNOxXWLt7+69ITRR5I2f5cb/bkqLwVCFTjRN1TE1GNZLB37h579nh0lLXt9tcXZ7iuSszTHUL6ijcuHvInXt7LPQJIYpNdIZSDqessyxOtZjpF2SFjd2ancNAYQ1zC2FqZ7fmw+v/eWI4P/vUlUsLPLPSZ9B2jMaJ67f2+Gh1hxACwyLj65CD+KI7HPZ46eoiTy0PsMawtluTbY1rlVibA6r4wqd2t2TQ9iwNW3SKxg7nDNlYVBWpCwkh8vJBFYZLnmQL+t02lxc6WAO9bsm9w8ztjX2cD8G3W56pXkm7LNg8CLS3qsaVe2PqDL22x2rCOEO37ZhuO9qFJYsSRBu2Kkx3HDkLyTWAfuIsvbZHDKxuV6hRvFHu7Qdc4Zjul7Q045vy2qLd8Xy+PWanFqw1hAzdtkPUYscN0QprKL3FOUvGkKXhgBpD4SzHTcgC1kK7tPS6nu0qc7g2QlTYrxK+cEwPWrgq4FWlqVoK45i5fyAU3tEqHKU3iChWFTNhvKjCpNJl0+ypNKVZTjJjsj+RySLs1JmYhCxN+qpq047rOrB3UDHOBlXwzlEWjlbpaBUWExJdFbw2xSmlPFEOyTUXpCyElJEsZFGyKCk3rN8/qKlCph5nQsoTeSXHQCdF/LgOHB5V1AnkAQDt0tNpeUqNtDxYVUSUFHNzgWlC1Vio5JyxprEsi/JyVupxxByOGdWJapwIMRFTxhjQHDAm4KujUbm1voUr22RRnLOTEHg67YKeh/5itywas9siguZMxJyMDI2nFd+0yZKmNvjtrX38KHJUBepxIqRMzg0AIxE/cKWvq+pfoy9uTQkGkYZs3jsK7ynLgrmZPhfnVm6q0bC5ufn+qI5DUcWcXHw8uyhFUeC0+liyPJ9F767dXr9Zhyh1HQgxkpKgKkyGKAYrF4JH9bspRlJuiGgwZOeQwqM5k/otMIgWvbB5OPrhdnVAHTI5y5mabg10OyXtlpfecO6nP7LmF1WMr4+rWsbjQIyRnDJNDQX1tgHzx+s9jSmfAWCdoyg8ZVGwuDDN9799lV+/9Ssjat72zj1vrZWUm+w5vt07Cyp2HPKo8PzkZz9/Zecvf/+M/f0jQowPAfDe8vTXH390NzxxrbF8+vkGr3+8irH2O3NLC996ZmWRK4s9OoXFGEMdhdXNETdWt+i6nFRMeWFpmm88fZE/f3DjtHWfs+z52w2bu90O1lrWNnZZ29hlc/ugHmVDlS3DQZtLi30uLfWZne5Qi6USENVRjFmqeszFx2Z54bknsdY8EsT5A4kqg0GXfr+FSMbQDJXGgHeGnVHk880RYdIF7+0G7h8GnLeTNGzyPefMk5fn+ezFzLvvXSeKYuz/AaCqzAynmJnpN9XqONVMI9wqLcYZbm5V3D+KGAP7VUYNtEuHic2wAoIohKg8+cQiN15K/On9T5pUt+Z8AKrK9PSA4bBHSukkzQByyuQkpJwREUZjZTROJ4MnQMoJlzIqmZTzqWzOrFxZ4sY3E+998OmZcJwAUIV+v8tg0KauwyQjTtd4HFEMe/sV2Zaonn3BGZRUVwxMxCGMQ37gVCEknri8xKfPC3/7x2cnIPxx6+h2W3S7LUKIZyw/XjE2AA6PapItEDktRBy/FUJN2cp4hBDOGURjxF+aJ69m/vnJKqraeKAsPK3SkWJ8YNA8u3JKiIjd3dqhqAI5n3rg+Dlpc6AzU/hO6Ygxnasnknh8eRa908yV3lmDsZaczsbzy0tyIkd212/d3lXjyHJcUk4zpHSGmdbyfmE7xHQ+AICUYGlhyDgE/gsiWtXkTOyAoQAAAABJRU5ErkJggg==) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIEUlEQVRYhX2Xy48cSRHGf5GZVf2a6el5eDy79sxim115d+XlsXBZJIQ4ceHACYGEuIH2yl8wQkJCQiAWxI0/AM5IiBsHJMRhBbPYa2tXZu3x2+6x593dVZUZwaGqZ2xmTErdh6rIiC8z4vsiSjrn37VnZQ8zwQkvXevr696wP+HCezhPTJBlDgHKqDgBZ0oQfeCcfHV9ff3w5d7qZQahJweEw202Ng01cA6wk8ZX1zcR7xfmV1YGea/H5XN9vnxpAS/Cxu0drm1uY1Xk7IyfuP9zFmn+qgRgBDXh3Jxyc0XZ2Ey10Sm7x0VJlufRZxn9fo8rF5e4vNpHBNR77u6U7O0ZIVh0GO4UCNMnRTSiQnAQAJIJl1YCty85rt4xDE4cIc8CWR6Y6eV02xlP9ituPhnhEB7tFrRbGXRzslAhpgR/yikERoUxiXVwaAAYEBO8tuS48xrcePAiYoAseFp5YHamzVy/zXAUOXw0QoBRqfRnW7RcJI8KCtk0wnNrf5I4KI3nsYXnDWKCtUW4f1648aAukulNeCc4ETy1AzPjYByPUuZEEDFcA91N4YsBwmFhHBZWp/dlAKYgzg/g3ivw8QMjaQ1CzdCkFEXicFxiJkd+DMCMapLIRBEzzOpUCjCpjFFpRE7W9wkAAElhdQHunRM+vg9qIE1lppSoioTZ1P0RBFJUyMA5QVwNsEqOMiklelqo0wFYA2JtER6uCdfuO5wLmFq+u71LWVSoGpjU1lMcqaK/1O1m7UDwnhAC1UQxOz34EYDpdT1/PQpEhbUFuLcW+O6PMy2K6u+P7z0ZqdbpOILbJLbbyVldurCVhSzmWYb3AZi8NDiA/Ob3f+iKlhjS5LJ5IeC9kDtDWvP6bNIud7eHK1UipKQ1aLPGVhARsuBZXpwZ/fxXvx3+9Ge/bJmZe7Y/5mAUqVIiqWII3oEXCM4Iyyvnry4vzgW1RglF8N4dVT0oD4aHn9rB+Htvrr72t4WlM0upyX9wghkkraXYzLh35/afiQVV0t+Z2tf7vbbmWWJcRkZFpIyJ4ARBAdsLWXv2Yt4/i4ij381Y6ufkmSOZsDeKjCYVozgsh9t3XMXsQPNB33vH8lyL+V5GUuPxbsHOQUnmYLBw2H803Of9T+5fnF9efOP1tUW+8MoM7cyxN6rY+Owpn9zfx2JiuSej4JyPWSsLrTywMsjpdzKc1HI5ikqLQPCUZhCyLLa7OTPtwMqgRTt3tVZ4h4rDTMkzFyfjkoPDSbkYMqLLmJttszJoY6aELPDoQNnZVUKgDJ22p99xeC8kNcZlQqTpcGZ0s7qzeAe9jmeu7WnnjmhQRTsq3H7boyrse8F7yIOj1wmUCre3xhRRwWB4UNFqZ8zGFlmIhMwJuXeIEyaVErUuwLozCs5AMJyD3AlZcATvUINo0jCofq5REWgAC92Wp932PNyPPB1Fkhq7o4pOJ+AtJ6TU6EBzjGSGRsU5cOKOFbPhqE0pa6BqJFfL9ZQR+oLM1c/EjJiUw0miionUGJnVTApJlZhS7akmVc0EV7dUL1bLsCqqSowJAcw8MRlGHaAqE2oJVSWpUkVlNKmw/YJxmSjKSFk1sTBiMUFcWXM6JeVYrARxoFpTUXx9cjUaAEpSo4ra0LSmYUqKEyNZ3T9iqgFUruBwXDFpKBhjXWMSJ7RbieAdwYmhpk3zEMRq/mMCJgiSU09cbU0JjVBxPLhYo2DBOzDLAaoy5U+HO5CNGI1LJmWiipE0TbFWdBdbefjPneH1R8ODPKo1nupG4p3DOUe308KEm2ZaDofDf4wm5YKaIXYs3SL11nYroxwfXDezb1Ux3b6/+eDmuKiYTEqqmIgx1nUh0ModZ7rn98If//Lvdx9v7TVXXKfAe0cWAnmecWZxwDfee5NBd3YyPBh9+9l4n0kZScmQ5/qHc8JMJyfLg84OFn/yHeH9qoyuGE8oipIYIzGmox1BMswU+etnA3u0tf9SAMtLA775tbf44Ne/kKh8kHn/jnNOY1KsqWhxUlNTk6sqfRI8P/z+D340/uj6XcbjCUV5EkC3k/HO22sEETkqpunI6uT4F4Ln1t0t1q9uOkTeW1o585W3Li5z4WyPTu4RYFwmbg9HfLr5lNlMn1nmwsULy1y9UPDRtVtHTeu0dXJwm7LYjJmZDu1WxuPhDg+fbLO1fTAZJRipYzDbZnW5x+ryDAtzHSbJMVEhmY2KMlIWkTdff5XLnz9Xd8GXgDhlIDFUjf58l8X5HmbNqI7hBDLv2BlV3BqOqFKtfA93CrYOS3wQzGq9qGLEOeHK26v886OKjWu3MePEyH8CgKqxtDjD2eU5TGxKDEwMcUaeO8QLnz2dsHVYIcDeJIETWrlDKsNQQEkKZsKX3rnAh/9SNq7dqse151CE/w0+P5jh7HKf6dAxXSkmYqyVTFUZFcZhUTW3U/MhJqUuztQoHiRAxPHFK5/jw43E1RubeOdeBGCNBPT7HRYXZyjLeuY7nnuhLCoMx+7emOTyek/zTprUxfEI8/WHSVGm57IaEee48tYaG1cTNz69d6T8YZr3XrfNYK5LVcZTC6asKkyEg8MJ0WWoHrcPkSa35YRWS3EoZVmd8CEiuMurpOvK3ftb9cepmtFuZcz2clIVOe7wL64UI6oatp9uk48rUrIXbkAEnJZ05/PQCo6qiid81J98whuXXiXbrIeZELyj3cpIMVF39tOXpkiq7NnjO/d2EE/SY2vXQGnlnjOdV5/5TktjPAkApjUBq+eWqLqR/wLSVMVyyKVwAQAAAABJRU5ErkJggg==) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur84351 1s linear infinite forwards;
}
