@keyframes rwdcur22080 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGEElEQVRYhbXXW4xVVx3H8e9ae51z9rnMMIXpmBpSIDZeMq2xWG1SS1SIM4lJvRCGosUR5qmJfTAmJr6Y6IMPhhfji1Gj1hFaLqGglNpEgzRIpKVyOk4PAw2XgcIMwgwzzJyzzzl7r/3/+zAzzbRQy8D0n6xk77Ue/p+s7PXL2gaAbWoZxGU7CG1IiPqszacS3EMj81CuEa4mHikZz4dQjm1qGcC5PKE2KEmdgrGa1Rgvqi4ZbEAQygpVuWCMLD5gcKb5Dx+io/tRPv2VX/srOHWqeFGtkmKTEw2mTchK1Xh4kRE2ex+hyVFa/yU+//gj/G5/r3kMoUO96dCGbZeIpTKmbcmJRmHqGNmVqnZRATZHaKDw2C/88L9OyC+7Hg9+vKMn+Kwqbaq0a8O0S52lMq5t6WkKtddxi4mwhsQZkzibFbfut37gH6+mv//62uCZZ78WPExqlqo37Rqbdq3Tlo5GrclZCrXji4dwtihCrF5rxHgTP/GntPyCZ/uGrqBP4dmtB+Q0iVgBMODPR0CBGkQrVf3dfhMuaCM2og1RqlIn1JRw/a60vEdwPV3BFpT+rS/qEBiEmV7vIPTuEc515hq+UoeZLXUaq1VvXc/utLxboac72KLQ3/diWgH7boQUqFXvDuHCzxEn+bxvvlYH1GoNJBKrYtm4R8q7gY3dQa8x9G89MINQK0gtIL1YhyRP7dCdI9y9WfzYaiyar8aDdZFxFVABQWLYuIfyLoWerqAX6O87KEMSW2tRBGMZqVko3jHCDRgDICtUPZqPkjOA1maXFfHw5F4p7wLb0xX0Gti+9SWpqDdI3VsUy+UaQa4otUM0Fopwcw8XjJGVqj5SopjiDMICUYomxj25V8s7gQ1dwWZg+9aDaQXs7OkQSS5P+wwtkwtFuPkvw7MIIPIe8VkVVK0YY8GyaW/6DkJhe9/BdEhlNg4MAtMsFOHeOzGHiNJiA41ARLiRETHCLGJgR4rt6Qo2o+zsOyhD0mReKC0McRNgPqI2nWuYQiBcbmA0JVVALU/tS8s7gJ7uYBOws+8lKtJkrpHVtGpdUrp+O4hbAuYj6q8CEk55mbaqc4loeWp/Wn7OID3dwabA0f/dA1rRxHqJAK82adas1IvX+YDEfF/AHGKFqq8nIHHLlI2rljkElm/vS//9vCFevy7YbA393/lLOpQJrM2oOOdxwUTNRmeK14Hq+yH+LwBmTkenanxNgaA06S9WwczloZVv7U8Hdhr4xtqg94+G537w9/R0MRcUcjkJjdWs1COXjBbsxCGmboX4QABAxRg6VeNrR0CT0iSjVZgL5diyaV868Dy49V8ONqvjhT+8KZcK2aAtRVurXsIbE3ULeW6FuC3AuxBAzCxCBTGQ8dY+87e0kjr2r18TbMi3mMPHLslI05tl12pks3UlHa9LnM/79ybmbQNuiUhrFhUbOFwhE4S/eUPO5Yrm8FcftmvbWnijfFmHg8DaZir+ekzDjFZjiUsSvULjU6rxkDELA7wX0fTFSf5bwzXFuowJc5lg6T8vyqXWEie+8IB9JLBqm80kHsuY8YyaMZswKTcmq1q3Mrmq1QOyYMBNCIowVrOoZhO0VIvNkuNv67nAin10FatHzpQ/eTb5xBXRMOsTsppRZwK18ZGqvWPArRB+KnK1VMKxiGwmsPZwI43HLw0+eGVstMTZ13uzhScGk9w9DeOMYK24zhIAd3WvqxjDvWuIcw8QNdsLV28YvTQayfDwhAydvGaGXnt72U6XV2ktVDuWnP7ZT++bLjvjXCNY3hK3fQYPYO4GMFedqlw7Qja8SKFlIurIeNozattFyD5I5f6Ph0e2jVw4b8+cOX+q+bG16y5s+/7I+ZlrwOIA5iOSEcLi1ek2jWkVxSnE3f6vH13lTh28PjaefevUWyeBL77855fHFhUwH5GOktWJyRCswwaYsNjYeO7nyzsK9eNTN6bCo68cvVKdqn7z5H9OHlvUv5yKMSxbQxwsp0E+H1FsjUy+WLVLqP7qJz968+qVq52lllKE0N6oN8LF7H1TLfdqP3J0Zsyf7/te3/1bnt7yNPDhAm63/geSl815ZxoQgAAAAABJRU5ErkJggg==) 2 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF80lEQVRYhbXWS2wdVx3H8e/5z/Hcub7XjlOCSYzJg0Y1idOSuk1rWeUhWCAhsUCIpCibqquINAUWIDZIIBUhlAWPUiHEtrBoukEooqtIURRKSVtaTBLHiWxfFzuOr9++j/E8/n8WjoWbpG2cOn9ppJlzjmY+Oud3jsYBcNKEQXzYSSQREZaFUsw12Erc8nAhjvpIJssu4z6U56TJsRh/9Hm6ZpdpHxxBXnjHEkvI1MyngzEEke4y04pzuvmAQfyR42zv6uTrO3dwaFu7TmnGG78YZFrNauRI+nbMsovYbZaMbTLChzuIpuYp793Jkzs6eTpJ3cjjPW77iRU5++Iw4yrqMZP07Zil+4DwUiCanica/a+OpSkju7vloUYs0ZOJhi0t7vU/X3HDNzBh1sivQN2ju82yzUJ4R+p/9HcaL6S8u1hz2+OEaN+DsjPNkDjBf0eRX13VYRPT/HpD06hV60ZjsxBeSqoklv3kApM/bMjrzYQoy+zLj/QE3aoMmDn5Hshvrio4yEYbQCt1Ngfhgw4SpxarUTt5Scd+YLyeZOJzzb94cF/QZab9ZsIJc7x4LQfWITZhJrzvLcTZxSaYCeB/PZwPP2+IqohZ/tSj+4Mug35QThC8H6Gt1GsfD+GjQyRpsZit/LMJmFgdfns1Hz6eg1kgRj7Qtz/oco5+Q3nOAl4azdF6QD7ehLRI/cy9I/wnQ7KZPgQr1pLBpuqsKZi+WskRh0AA5AOP7gu6gH4z4zmH/G5EUZwwWRco3TPCv+scgO4yy7BiI70GWJ3qArwyphx2gnMObA2R9xvCced4aSQdwhAm6gSFktbPEG8U4dduKs7pbrOsYTQSSquIZXhlLMMQUZP/z4Tl/QDftYBXKwzNONV0YjlroW1howi//mHsJgJoZBmahabVGZNTFRsCcAjGWjDzfjORXJE/VACHwjIbRfhbG9YQjbwUYw1Q1epii54azwFETURtNZim+RO5BhyNSf50Y+0NG0PcBliPqC8XYtcaKBMxM7M5pyrwbQBWl+OxA6uZcAQ4By9PrXZaXhOflufuBnFHwHpE8w1Ao6VMl6U6p3IToSC4VcT2wOdPeC9ZMYQ/jgOZSbpSF22W5viIE/MDAWuIXWZZMwVN2pYkqUnVVE5VGDriEC+igejAwc8FXeLyAYeAIC9P5N5n+GC+Lo1rpTmg9kGIDwXA6u7oNUuqBgTlhWy8RrWmnH6PIRzqBHAMPNITdCn5QOrEH2khPDenY04s1GbDp9dbZf4MS3dCfCQA4KJz9Jol1XNgaXmB6zVGa8rpcRC3OsaMpw72BF0ZeX/qg3Jbh3vn8oJdrWUaLc43BYrcCXFXgPchgISbiGXlr5XVQKTgE2zgsZ5gu3kNi1VX7ii7jkszhGHTyGebmhSL2a0n5l0D7ojI6zJaVzk9wbC2uCj1lM1r36G98kChwP5iwSIJhLcmNZtLiN31WqJJWRtnifeZJZed2xjgVsRKVlrgRp2pFZWz1Xw4KPsthWkrh6Ee+PxnpMM5+2yWZvGNJTc1sexmJGVBFxdq1hRd2NOeAbphwG0ISjBTlyWz8OK8XmkvSXtUIBTRvQ9/mvbRoX/1uaTnTbVCmKWE1mLeBSbJuZrcM+BOiGyp4edTjS7PEAYikqWavDcy+PjE9GRUu3Lh6bD4jbfSwtbYeaeIqO8tAxvMwIcixlunFxeaUqkpaU5SXXbTD9i28S3FyuG2Yq1zy5Wf/2zHnqPfGt3aFwfd5aTjINkNwH0cwFr1mlE9RxiN09o23+hsydjWYrJNlfAAF3c+FJ07OVkZlWvXRodWHvzKVysnvz85uvobsDmA9Yh0kqg0vdxhCe1qeIPka9nfuvb4odNzM7Ph8NDwJeBLr/3ltZlNBaxH5NcJbX4hAvFIgItK8eGRX3Z3tjYvLC0uRefPnp+qLdW+eenfl/4hmwm46Byf+AJJ0E1Msdig1N5wxVJNtlD7/U9//J/pqeneclu5gbItbsbRZn77turOTD51fvVa3/7s8Wd3PnPsmWPA/QXcbf0PtozXvl5FlWIAAAAASUVORK5CYII=) 2 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGEElEQVRYhbXXW4xVVx3H8e9ae51z9rnMMIXpmBpSIDZeMq2xWG1SS1SIM4lJvRCGosUR5qmJfTAmJr6Y6IMPhhfji1Gj1hFaLqGglNpEgzRIpKVyOk4PAw2XgcIMwgwzzJyzzzl7r/3/+zAzzbRQy8D0n6xk77Ue/p+s7PXL2gaAbWoZxGU7CG1IiPqszacS3EMj81CuEa4mHikZz4dQjm1qGcC5PKE2KEmdgrGa1Rgvqi4ZbEAQygpVuWCMLD5gcKb5Dx+io/tRPv2VX/srOHWqeFGtkmKTEw2mTchK1Xh4kRE2ex+hyVFa/yU+//gj/G5/r3kMoUO96dCGbZeIpTKmbcmJRmHqGNmVqnZRATZHaKDw2C/88L9OyC+7Hg9+vKMn+Kwqbaq0a8O0S52lMq5t6WkKtddxi4mwhsQZkzibFbfut37gH6+mv//62uCZZ78WPExqlqo37Rqbdq3Tlo5GrclZCrXji4dwtihCrF5rxHgTP/GntPyCZ/uGrqBP4dmtB+Q0iVgBMODPR0CBGkQrVf3dfhMuaCM2og1RqlIn1JRw/a60vEdwPV3BFpT+rS/qEBiEmV7vIPTuEc515hq+UoeZLXUaq1VvXc/utLxboac72KLQ3/diWgH7boQUqFXvDuHCzxEn+bxvvlYH1GoNJBKrYtm4R8q7gY3dQa8x9G89MINQK0gtIL1YhyRP7dCdI9y9WfzYaiyar8aDdZFxFVABQWLYuIfyLoWerqAX6O87KEMSW2tRBGMZqVko3jHCDRgDICtUPZqPkjOA1maXFfHw5F4p7wLb0xX0Gti+9SWpqDdI3VsUy+UaQa4otUM0Fopwcw8XjJGVqj5SopjiDMICUYomxj25V8s7gQ1dwWZg+9aDaQXs7OkQSS5P+wwtkwtFuPkvw7MIIPIe8VkVVK0YY8GyaW/6DkJhe9/BdEhlNg4MAtMsFOHeOzGHiNJiA41ARLiRETHCLGJgR4rt6Qo2o+zsOyhD0mReKC0McRNgPqI2nWuYQiBcbmA0JVVALU/tS8s7gJ7uYBOws+8lKtJkrpHVtGpdUrp+O4hbAuYj6q8CEk55mbaqc4loeWp/Wn7OID3dwabA0f/dA1rRxHqJAK82adas1IvX+YDEfF/AHGKFqq8nIHHLlI2rljkElm/vS//9vCFevy7YbA393/lLOpQJrM2oOOdxwUTNRmeK14Hq+yH+LwBmTkenanxNgaA06S9WwczloZVv7U8Hdhr4xtqg94+G537w9/R0MRcUcjkJjdWs1COXjBbsxCGmboX4QABAxRg6VeNrR0CT0iSjVZgL5diyaV868Dy49V8ONqvjhT+8KZcK2aAtRVurXsIbE3ULeW6FuC3AuxBAzCxCBTGQ8dY+87e0kjr2r18TbMi3mMPHLslI05tl12pks3UlHa9LnM/79ybmbQNuiUhrFhUbOFwhE4S/eUPO5Yrm8FcftmvbWnijfFmHg8DaZir+ekzDjFZjiUsSvULjU6rxkDELA7wX0fTFSf5bwzXFuowJc5lg6T8vyqXWEie+8IB9JLBqm80kHsuY8YyaMZswKTcmq1q3Mrmq1QOyYMBNCIowVrOoZhO0VIvNkuNv67nAin10FatHzpQ/eTb5xBXRMOsTsppRZwK18ZGqvWPArRB+KnK1VMKxiGwmsPZwI43HLw0+eGVstMTZ13uzhScGk9w9DeOMYK24zhIAd3WvqxjDvWuIcw8QNdsLV28YvTQayfDwhAydvGaGXnt72U6XV2ktVDuWnP7ZT++bLjvjXCNY3hK3fQYPYO4GMFedqlw7Qja8SKFlIurIeNozattFyD5I5f6Ph0e2jVw4b8+cOX+q+bG16y5s+/7I+ZlrwOIA5iOSEcLi1ek2jWkVxSnE3f6vH13lTh28PjaefevUWyeBL77855fHFhUwH5GOktWJyRCswwaYsNjYeO7nyzsK9eNTN6bCo68cvVKdqn7z5H9OHlvUv5yKMSxbQxwsp0E+H1FsjUy+WLVLqP7qJz968+qVq52lllKE0N6oN8LF7H1TLfdqP3J0Zsyf7/te3/1bnt7yNPDhAm63/geSl815ZxoQgAAAAABJRU5ErkJggg==) 2 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF80lEQVRYhbXWS2wdVx3H8e/5z/Hcub7XjlOCSYzJg0Y1idOSuk1rWeUhWCAhsUCIpCibqquINAUWIDZIIBUhlAWPUiHEtrBoukEooqtIURRKSVtaTBLHiWxfFzuOr9++j/E8/n8WjoWbpG2cOn9ppJlzjmY+Oud3jsYBcNKEQXzYSSQREZaFUsw12Erc8nAhjvpIJssu4z6U56TJsRh/9Hm6ZpdpHxxBXnjHEkvI1MyngzEEke4y04pzuvmAQfyR42zv6uTrO3dwaFu7TmnGG78YZFrNauRI+nbMsovYbZaMbTLChzuIpuYp793Jkzs6eTpJ3cjjPW77iRU5++Iw4yrqMZP07Zil+4DwUiCanica/a+OpSkju7vloUYs0ZOJhi0t7vU/X3HDNzBh1sivQN2ju82yzUJ4R+p/9HcaL6S8u1hz2+OEaN+DsjPNkDjBf0eRX13VYRPT/HpD06hV60ZjsxBeSqoklv3kApM/bMjrzYQoy+zLj/QE3aoMmDn5Hshvrio4yEYbQCt1Ngfhgw4SpxarUTt5Scd+YLyeZOJzzb94cF/QZab9ZsIJc7x4LQfWITZhJrzvLcTZxSaYCeB/PZwPP2+IqohZ/tSj+4Mug35QThC8H6Gt1GsfD+GjQyRpsZit/LMJmFgdfns1Hz6eg1kgRj7Qtz/oco5+Q3nOAl4azdF6QD7ehLRI/cy9I/wnQ7KZPgQr1pLBpuqsKZi+WskRh0AA5AOP7gu6gH4z4zmH/G5EUZwwWRco3TPCv+scgO4yy7BiI70GWJ3qArwyphx2gnMObA2R9xvCced4aSQdwhAm6gSFktbPEG8U4dduKs7pbrOsYTQSSquIZXhlLMMQUZP/z4Tl/QDftYBXKwzNONV0YjlroW1howi//mHsJgJoZBmahabVGZNTFRsCcAjGWjDzfjORXJE/VACHwjIbRfhbG9YQjbwUYw1Q1epii54azwFETURtNZim+RO5BhyNSf50Y+0NG0PcBliPqC8XYtcaKBMxM7M5pyrwbQBWl+OxA6uZcAQ4By9PrXZaXhOflufuBnFHwHpE8w1Ao6VMl6U6p3IToSC4VcT2wOdPeC9ZMYQ/jgOZSbpSF22W5viIE/MDAWuIXWZZMwVN2pYkqUnVVE5VGDriEC+igejAwc8FXeLyAYeAIC9P5N5n+GC+Lo1rpTmg9kGIDwXA6u7oNUuqBgTlhWy8RrWmnH6PIRzqBHAMPNITdCn5QOrEH2khPDenY04s1GbDp9dbZf4MS3dCfCQA4KJz9Jol1XNgaXmB6zVGa8rpcRC3OsaMpw72BF0ZeX/qg3Jbh3vn8oJdrWUaLc43BYrcCXFXgPchgISbiGXlr5XVQKTgE2zgsZ5gu3kNi1VX7ii7jkszhGHTyGebmhSL2a0n5l0D7ojI6zJaVzk9wbC2uCj1lM1r36G98kChwP5iwSIJhLcmNZtLiN31WqJJWRtnifeZJZed2xjgVsRKVlrgRp2pFZWz1Xw4KPsthWkrh6Ee+PxnpMM5+2yWZvGNJTc1sexmJGVBFxdq1hRd2NOeAbphwG0ISjBTlyWz8OK8XmkvSXtUIBTRvQ9/mvbRoX/1uaTnTbVCmKWE1mLeBSbJuZrcM+BOiGyp4edTjS7PEAYikqWavDcy+PjE9GRUu3Lh6bD4jbfSwtbYeaeIqO8tAxvMwIcixlunFxeaUqkpaU5SXXbTD9i28S3FyuG2Yq1zy5Wf/2zHnqPfGt3aFwfd5aTjINkNwH0cwFr1mlE9RxiN09o23+hsydjWYrJNlfAAF3c+FJ07OVkZlWvXRodWHvzKVysnvz85uvobsDmA9Yh0kqg0vdxhCe1qeIPka9nfuvb4odNzM7Ph8NDwJeBLr/3ltZlNBaxH5NcJbX4hAvFIgItK8eGRX3Z3tjYvLC0uRefPnp+qLdW+eenfl/4hmwm46Byf+AJJ0E1Msdig1N5wxVJNtlD7/U9//J/pqeneclu5gbItbsbRZn77turOTD51fvVa3/7s8Wd3PnPsmWPA/QXcbf0PtozXvl5FlWIAAAAASUVORK5CYII=) 2 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur22080 0.8s linear infinite forwards;
}
