@keyframes rwdcur192390 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
42%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAYAAADFeBvrAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIRUlEQVRoge2ZX4xcVR3HP+fc//fOnZn90+52u5QWpTVthUJpa6XokxiN8mai0RiM+mR88IkYYzElAUwMD2pEEzSoJEIaHpTWmCZGQ0MrRBIhFoWAINra/TO7O7Nz7507995zfLjDdmGXMrOttmz4vsz9d/58zu+c3zm/38A6kwA4duqsXnCHUMKhuqF8IR24Y4MhrmTn1iLzjQslHPI6tLTEMRSmlvxmptDziUQ0FF+86d0BJwFelx7TQjJtSFJZvlAaOrkEW7EYwPf+ovWV7Gi/kgCNTPNPQzMtIC8UQkikACEhQdO0JfM1zVf/rvVnnm5d1WAC4OAzie6YLhMh3ObApAtVoQCYL2Auh9lMMKsFrQzyDoSmRmaCh/YI8fVntQ7zDoYZc8/ekSs6NcvGT3S1qFrsseFTVdgeQk2WQJmWxLqEahSgNbiFRsiyqJQrK1UKIq1pZ7CYwc92yf8bpAkgF2ZQciNnRky25zCRKlxH4vSgfAGuCeM9q2EBXJh5HQkiW0ZmAAiED0or9r1e6HklmY6gfu41vvOxbf8zQBNANV6Dakg3CnlJw3ZPIjPwLYmjoGuAVSjSQpIImFdQ5JpYwHQqaAvICw1Zr5+WJtQQWrDRFFSkYLOr2OxCc2gr33hZ65lGg0cOjF52sNJtiww6GmzNmUAwvghtFzbk5ZSKuqCUYDqFBaWZz2A6E6RFwUI7o60KIuEsVRrolEg4jIkcgLGay/uEZmvNYKsJN4cw749QvKj1r3aIywpVAsUxLEwRBAZxGnC2gLoF54ty5NtKcL4riLMSYMpwIc8xVYe8UOWiUSkUBQARgJEyBWAYTM1mPG96jC10mBhyucWHm33FJ+uS615V+uVz0zx26/hlAbtQyY//rBm/niAwyEYDtnULXrUNALIUdLscbfKkBCgKyCMoCrw8XqomUR0APOleeGZXQHpgWWAFjBkFu4ZtPuRLdtQUczmcOhtx9ED1kqGWTgroFNJFIkIQOS9aJiSUO2yeQ5GUv3mEly6WHc3mgZS0BwFQ7UYAtO1g6VmYDLNom3iGT+KETNkhUw2Ts13NrbnkYF1waDKk+kykf7o/uCSoC4Uf+K2mOoGsbkB5LqZjk+dFaYmiAJXgddskRQyqhVQdQhHRUWqpCpWu3kgm7NI6pg9GHUQIYQhmwJhl8ZFRl9tHoa0Vc1MLl7SXmW+6y3NUESETUEkHZBcAL49JiphEtSCPcURphWbe25i+8gXBAw9e8ON2UB4zLL+8lwYUCohBZqW14wKsjCnqPDkLoenw0RGYGx1eK8tbgJxuOe26EY6TkWgLT2Uk2TwJKTXdoJmXe036pc+uHEE7wLJsCjfE8+sMy40AZE5IYSl0s8UsLYRO0amCtIGnFAkwRZ3j52HcdNlRU3zuErzfEpBldsh0BukiCSGharGoO9TMGXQKTZnBlz+/spEHHtQ4IVQ3sXNsnO21axgyLBzh4pul0eJckI4MMSMsnk/meGWujRcnJKqDl0JiWUzZdf7Q7DDmuOwPFC+cOKOfu33XwFArClR+9Dvddh2kEVPpRqSWIs3zclqtBlOd4MYt7+eDtTG2EOAqzeGD/opvj5yOdW5bpKbBS7ni1ELGVPQfvDhBezU60mPM97ljs8uhuuLYnODozsGPTOZbH7RlhiMXQENLFnDnKlYB+OEvtAxHuPG6GzjkTzKq2ty9z3vbDiyHPPxspkdGXE5WtvDizAyjcRMcaBQ2rySKm33Y48LRQWnohQ/LZYmIVJmkRbH6FHujYA/mE/YoP9grxN37wr5H88heS2xJEm5zDMa8OrN+bendmbku57qSjY7gppP/GjhUWQGUGTmozkVhePhx/QbMvQfe3ioX0+GDvpgocj5ctwickLphkqdd2qrgfA62oRipbh643hVTbtW1skzWTx7V28INfNwcXjPMUl1xi8n6EJNVl3+3YINqEeOwkAJdieMPXucq0czFpWsh+yd3cv/BS9vRAb5924gY6hZsMcojViyrACxk5Qm/qi5WenUNBvTQI3rX8Faul847fzuANgtNRRpL92bvGOjLwaP9wYCckA8EIwziAPpVWxVL15XeZawGb2blGrqINlrjbBqgyH2nm9qyLIpOi7sO9RceVKRB3SmdwqI38IoYDGjTcIV6vNjXt/edbupqtVwTX7tl5Ua7XE0UkR0QdCPqFYtxs0yhHdsy+PGn/yF4+HG9SaV95QPueuIFXa1Wcc1yVd9/4tVVF8OR07Getw2aUoDIiByb3bZk0oWGWFu2rH8go39jeq63BJOZoMNh7j321zf18J6TDR35LovdcjMFuKliscMXuApOFWtbpn330rT6B0o6CQBSSlCgwiq2uY37Tjc1QIZF23dpo3hOGEwHLjtEwS0+XBvAWaE5tnltqa++LRT0ItF+9N1P7xSdXGJI8CxwHMWC79MKqrSCKpHv0tCCv6kyT7HHhlsrkt09d/1UvHYn2vewL49M+9Fs3Ma3K7gOdKRkCEVTSPIY5hzBfKKRUnCDK5nwNNfZAteEJxQcv37tmaC+LZTeuUpQdxHdvS8U51IoCkVdgmVJXKkRDgQFXGML9ruCA75idyDAgj9GrMmzLddAbvsfUXugyr+1W4jDz2Z6LCyTjnVT0rFB9awtpUQpeD2He669PPm5gYDWoiN7LQHwzee1DmxwjRImNQRTouD728wrl9w3Hz2u7/j1n67qv1MG1vbHn7yqgQY+LJ1Vxjt/dAU1MFCkZ696Kw2s4OhT6wsIYOOjT1+VUIMHHD1NmwtXLdSaJR47qdcd1LpcT+Kxk+sPil/+fv1ByZ8fX39Q7+k9vad3t/4LEY1f9leFUscAAAAASUVORK5CYII=) 3 3, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
78%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAYAAADFeBvrAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIDUlEQVRoge2ZXaxcVRXHf2vvfT5mzszcO3N7721LEUoLKAQJSMQmNkoMxIdiYwhgVIiJn4kPPoqJGngSE8ODD4KJGI0hBokxER4IaEhEBBuJGlKiVVMRaunlfs+dOXPmnLOXD+f2tgjS9t5peyX8k5M5Z/bea9b/rL3WXmsNvM0gAI/97oguxm28RLQmqwETwccmrZxP5dYDd/zGS0QxDstqiKzHqeGXr5W6kBpkznPnNf8f5AzAv0yNGTHMWENmqgGvMCgMhJ5uAt/5k+r5VPR0YQDmcuUlq8wIFKVHxGAExECKshQaFsaUz/9F9dbfL29qYgKw50CqAxezvQl7I9gRQ0s8AAslzBcwmwuvFtD3At2USGJ+9D6z6bahA3h20SItoAs9AY1YpQoNYzABGAFrYUVAbQ2Arxzy6jOwRsiLkvl8yE+vq59XkgJgfnZEfWeKcMLx8Rp8uO7ZEhki48m1cqqyhFQ8w9LgFTIDpfdkvpqXeUNPYaaEPFWkl3Lh0gx337jznBJ0AH7un9BqMuw1OaRwWc1gcqgHhshXvqTqiRVi8WvWwwDGr95Xn4MI0rqSjsXMTl7ErS96/fvcEaZ7r/H4R6896+SqsC05DBRC5WAibO3CSgzTnurt54aarSyVltV3RqrnsPQ4awhLIKxItb3QsYbtxnNxaLhm7AKe6e9gz4FUn31/7aySqgj1+7B4jCSx9LOEIyWMB7CcKSCYsvIdqMJ5kQr9ABqmGgfFWaHRNzQcbDFKw8C4MYwFMG6EC5qeo1FM52+q170ywz03TJ8VYieEPvAHZeulJIkl35Kwc1gCcEEoLKz6UT8vWVzJWejE5BlM9QYsdGLa84M1MeONgHpg2RpWL+WSUNlhlY4DEcOShxeGJU+/cpQ/7r1w5KROCLz/GaVzEURNaDUhlMpH1FcRQQNQoCiq+abAFQUFURUCj8NYsAIWprMB02Mxl9eVd4fC9tDTcTC0hpcL5ceveP56vRspqbXUh3QJurMYEXwGSWnp2Tp4X/H2OY6MovSwmjQUqsAqQREwq2mGiQE45iKO9eDYUsZcJ+TiUNidCBfWYLcRbt9mefC5o3rkA9tGRsq97qko8GUPsoBeYcEWlaKqoFqp7iuLxTIEYKDhG6XaHIzB4aCAYyZmJjNcVUJXlLQQLo1gV+jZN7WV7/95Xrm6MxJSJwhFQ9CMmuRE2RyLQR0KAaneNjoAVWJrkcHS2rLaScJSV69uvCG2loGv4aKQRDPoZrzQTLADwRioOdhl4Zp6yT7X5rFRsDmZUOAG5JqTZkPSMIEsWx0ZUJP8hNJ+UPkVgM9oFpZu6EAMtQIiMTgvrNgGsU9pakZfWtU7GeYcjALaqecwhraBjhM+CBx9SfX5i2TDVlojlH/xE8IDjyqZoelPRK1u6EgByrQ6r3KDsX3qPUs/KekZwMegAan1pEGDOGrQjA1906J/0o8l2ZCeCZiNDReXynwhJCJsCz1raf4G8XopX7pZGkWfrg7WLvwyDF+FcokxnWOLztEpUuJohcawh88LjB9UFrJ1qI9j6+MY1wagFyT0wtUrCkE8WVlyVIVZL6QCRgwfMhAe3HiJ4v77i5UwA5/R0gyJKtdZdjXGbIpm0A2qqOaP70gL3tUhmCAdnySRmIaxTI/FbDfQFk+aD5nXgMWVEvISGgFxVuJDw6AQagpTClc14PlRE8LktMrVvMx7MutAM5YKAxYoc4LCkhcFgXOYwOHDCdzYDnaN1bjCwYS1RFJijAEEbwIytSzFlsVVd3QOqoOtQs2ydgKMlpBmLB/fiIWCH0KYwGduEYDGd3+gK6YK1bmEUJskGb+E67fUuEQME6KYEgJVYl8wMEIuDm+VCaAfVaIHgZBoFQNUgZyTj/l1481FPPiQUpbwhTvffPy++7XKKLYxOfUerpqa5kontIclbphTDroA3HPDtNz7xGHNay1s3GToHJkVkhAyB7FROk5x1tDP4dEl5VdXb6xofKOFAD77qVMLjZowvoPd7TZXOmHboKAcdPnG3onXrb3rpqoeuveJw5q0p6hOLmFMPYEx1BGGQJ573jWCLGh9sTJqQq3Frnaba6Pgf5I5GXfdtFN81iUIhNh6agqxrxIRO/QMSsMPr9x4SX/mhO67XwPnYKzFe2sdWqWlKIq3JHMcebpEVIDzhloALVGCQklz6Gaj6b2sy0J5mDAZbGO7g2aZ8809p9dH+PqNl0stgKAAKQy5F1KUxaFhNkvXo8ob8OY+9FYIE1zNsLvdplVapOid9tLvPTe/dnJ67/EeFlJDN+3z4J5kxMnp6UIMkR1nh+YE6vjanrHTVmSmu0RiIySok+aGYZ6Trcxy7wir1zMmFDhHFigtscT+zPb93TfulK8++uLaIuMHfGv/aBsnZ24hoOUs1piTD/rTxrdvvuIcNEnWgdJ7inLzdYXXFeWy1NM3QkB+6snnGGdMKC8KsnIRny2TE5wNnTaEM7fQlz8tAId8jrpy5AptFOvyoSIv8OkyC6Z26snnGOvL5e7YLy8Plzk6igJmxFh3IT/fn2Gp+2/ufvLwpgp16+9M3LZfDhQZr7G5/GhDrZb5/gz/KJf53C8ObBorbax3VBQ83U2ZOf4f0SbAxgh98hbp6Sy/tcq+h5/cFFbaeHfvtv0yP1jmgLZGoM5mwiNP6WU//82msNLIIA8/rckjz5xXUqNpKK9Cb99blQaPPPX2shQ/+bXy0OPnhdRILbSGOz4iDDdfafEO3sE7ODX+A9PiSC+sfrUrAAAAAElFTkSuQmCC) 3 3, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur192390 2.5s linear infinite forwards;
}
