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30%,34.9% {cursor:url(data:image/png;base64,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) 49 6, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 45 4, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 41 2, auto;}
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60%,64.9% {cursor:url(data:image/png;base64,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) 22 2, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 17 4, auto;}
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75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAALYElEQVR4nO2baWxU1xXHf+/Ns2dsj82MbbABY8AYAy4BkhACCRBICCWUqiF7Q4pSqekS9UOSVlUbpZEiVaqiVKpaVaqiqCXKQhMIAUoCoWCWhMXgsBMHjMFmMbaxjdex572Z904/3PGCN7xiWvkv/T3vzn3vzrnnnnfOuYthGMMYxjCGMYxhDKN76EDsUAsxGHD14B4dWAJ8CIwFrgK1gDOIct1WmAFUABJhLfAvYCngHUK5bhlmATaq83ab6ybgEPAKkIqylP9L6MB2QEiklN/Hrude/Rix1NNqFaXA28AcIHroRO09euIDBLgOrCIBi79OqeWFcXHMH3EEnTIuNHqwSAXuBn4ELAA0lFICgyb5AKEnCgAoAVYSIJ1xKUUszrqLyanTWD7RzcoJ35Aed5JrjTqVZjzCFOAHwBPAaKAcpcDb0mn2VAEhIBF4kPMBm+cXlONJSsHwxTNqZAbzMtJ4anoJ94w9RsCs5Gqdn5CMQlnDc8A9QD3KmQYHpSd9hNaLe9OAU4CP7T/bqi/9zvIOd4hYNIavOAWVBbybC1tPZlFYlQ4YgAUUAO8D64BL3AZW0VMLAGgA5gFTCOhN8uh3bTES44URtFDzuSQ60c/otEyW3OPjyUWXmTrua67VBKiu9xOy04CHgdVAFurVKENFliFBbywAYBGQQ3xMA7kfHCV78iLlI1uhR5ptGVoRi/qmQo4XFPDPjQls3ZNJRXV6pNYCDgAfA58CldwGVtEddFTsF1779Xbs6gBSKz2kjVlVztnjObz5hw3cOfMsbneA1lB6GfgzKu8whq6LN8fPAZv09FKulechIr2mbTdRWXmETzds4PHHd+P1ltOaYNUDnwOPoRzvbYcxqLAovP/B54SdkG6LtCXt2L6+hWEnpDc0XtTzjm3jt69uYVr2OVoVYQJngdeBTAbJKnrjBJtRD0wE5lBV08Syp20JGQkShGbSjtIlNV3CUSPEn5rJnAdGsfzxS0ybeYzq69VUVSQRDqUAD6JC6UygGpVXhAak9/TeCTZjLrAf0Fl7cCd3zF0yUAIhYtFQf4HCby+w6V2DL7dMpbIkDeV/LOAoajK2DrhGP51mXywA1JR4ITCRoPsSE5b5qNU9VEMH1rRjV/UtZc1FozsZT9pkspfGce8T5xk56SjXy2wCtfE44QzgEVQoTQeqUFbRJ0X01QIAHgU2kpBWyYsHC0hIu6/TFqVdWethXdt6cYIEagsoyi3k2LvJnNuWhV2fGqkNAl+iEqwvUKG0x+iPAhKBPCCDe/+2lSm/WAJ69A2Cd/ULEvleuqnv7HkRi7B1nepzxylaH6RkUzYNp9PB8QBhVHb5EUoZhZHvukV/FADwBvA60dlnuPMg6AlT+9lez+HYDQSr8rm+8woV7yUT3H8XNMSifEUdsBN4B5Vo1XXVTH8VkAUcA2JJ2r2VqEXLO5j1oEPC2I3FBPMLCL5vEN6aCecnoBQRBM4Ab6EsY8CzTB3YAgg8eQrdLEcX6ZKuduzu3j7RqoCLX8HbG2HuEdCblGxUoEJph1Wr/iYXDvAXYDnsTot1ik4aTB7V8jMOSDuT0HTtxqdv4gmlnUPorFZrKenJGmPn2DyWH6SkwCZ3eqQqAZhM66y0BQORXe0CTkLlLA/vBVNdrwRB9wDgulHl0q5DmqvjG9gT/9lJvSPYdY1SerrG+aIhwNosm+OPopbnLOBPwJu063xXv9EX/AZ402DshcXRm2vcmu+uXj3dbU+7jauOJWZxtXO24HL4Y28ZG6ZD2BepawA2AWuAXKCxpz/dF4wBjgCpS6Pf+iwravEy0AZtRudg1wWc2sLicG5ZfuiTCRWcngB288ZNMWqB9qPIdbcYKCHLgP8Aq8+H16UvcGeXRWnRaQPUNgACTkhCZdfCpfnHre3GSXtXZgOVzZbWAHyG2rz5N12MdmcYKAU4KK0/e97JmyGSvyvdmNRHBTRnSJGGRYIN0lR4OnS6LKdxm/csp+5zcJpH+ypqpNegwt1NE5/2GEgzzUUlHQtPhHY4C2L8jRp6bLOX1hAErY3XVleigSZtypG/GmBhl20J7DuwpXHXrCKuNE+4gsDXwD9Qna/pj9ADqQAH+DuwcJ95aNZL2v2nk42EOc2VLeMa0cCN4xwpS2tB1UvyI7GjvQctI1ykxjYMvAy8Ry/MvDv0dTbYFa4BTwcwR88w4k/M9SSOj9NMV5xmEquZxGESpynGaq3XHcp6S1kfa0SNf8Cdfqo4VFl93q5OAe5CWUDRQAg80AoIACnA/KpQtbk6blIgXrMT3Vi4sXBrZs/IDdRHuvTxi9xji6+EakvP2NWZAsuBi0B+fwUeaAWASjtfuCqNo1ZEjczL0KIyXY6JywmiPm9C6ZSaT5Oxi6NSyivswLnTdvVkB5ahltWP0zGd7DEGSwHzgMlh26pZYSRFuxwrFseiO4Zts8ZxzKBuWx5si06oxYkz5gEjqb7ONk+dcGom2WqPQUOtTvVJCYOhAEGt0jxbYQdinjQSv/XjpCMm3dA5bJXn5JhXL2XrUQmGWN6u7vVgpyw0RjimEz583KmbEFKHNxKA3fRhtjcYCgC4AqxswBk/Bgrn6TGjNbEMxKIzWmJWvNVUVPVG6MJ8vziHZ2puT5SEErq6Pxo76X6X1+0RDh506saH1IZNMmpe0qtcYLAUEAb8wEOFdr087/KWxkgoBTGByGg6kU9Miu36Iy9bFyc1wMjtdk2axzG/nq27oqLEigdTa38/YhIlId9sl9ubItqeA04gNajWKMeglNBh0tMVBksBoMLU8zXImIXoeZORTMTSsCPvfWQ0HdsKrgtfP7Femuaglrvdu53AONNuyp2ruRy3YyViW1qLBTgRnyAWhoQS7tCMxHS0vfslmByA+ahN3D30cBd6MBXQgFo+nxpwzMaVIIZjxre8z45ijQTP/MquHXkVGQVsRK3nPXRQrCmVduDoAqTRI1aS5gT15mfaPm+I6c1GS80SvtxHOK5eWUIm8FVEhiHFQsCOgfqTRO8W3NKWDm5zK1Eb3erglY3aBNGBF1GOVJ5C312OO8/BHWr/vKJHBLeEcdfm4No4Ec6jHPFmlCKGFDpwEJDf6Wy3Y1wBiUUkVheJcUnQ47r8NOSgBD7EjWcRn0FtmMr3Ye+laH2/E6OHJEYXRVeEtJTtGD2Q62HzFHWOQYC9wK1bqO0CPwHscVBRnuzKk1SXNDM/Ud/uV5saNvDLTp59EPgWkIddHCpI1HPsFFdT2zYk1WhDl9iprqYTyfq2O9T6RLMSsroS7lYcbfsMuHoZkrcZlIk/2sIfhe0z6tY6BKtV+LqGWr1pj13Aj4GjO2zmrK53UvM9rj2Oz2jEb4DfBX69DQ10f7RnWnLU7OeS9GJUNFqICpOd4lYooAy1j8eaOju9KUHK8Gtc91KwudHJisjwKWpu3xlygVXAvtwQ2atKrYw83dlp+7QGfC7wGeBrVYT4sI7o9uF3ap0ZqNnuWuCTwe9m95hD5JDlgXkx250V3tDaGdEbUVvgTahocTNkEDmvONVD0Y7Z7vXh73lrZYVXZEW8qE9v6MT8mG2z4vgGZf6fA6MGqU+9gg7sAOSnE429158YkfdQsr4XJWQOPT9cOQrVKZnooWTT/Z6PQz/0Vckqv8gqn12wIn7H7BEci7Sbh8oJbhusAGS0m6pXZ0Z/6DeoRiU+z/SynURgAyBpMZSvWRS7PvhiUsml1b7dC1L0QyhLO89tEALbIwF14kNQHReUoH0xUS/qYFVodAwVL93t3rx8otE8IywBpnf79BDiNVoPRQnwx3605UEtxJq0HqspBWb3U8ZBRTJq5ATl0Cb0s71o1BmielQ+Mb+f7d0SJKO21TMGqD0DdS75vgFq75bg//Z/C4YxjGH8b+G/jFQU55wMgfIAAAAASUVORK5CYII=) 9 10, auto;}
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}
div.testarea{
animation:rwdcur161476 2s linear infinite forwards;
}
