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Stage 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XPNOHxrhlwPhACB/QsI4P2beYIAgd2dZ2TsrkkdvgAGAQIHExDAB3PzFIF5C5RyYzJ+PHW4bN4QpidwcAEBfHA7TxKYr0Dpj2cn353jw6vmi2ByAocTEMCH8/M0gfkJ7PZPy5gXpQ53m9/wJiawOgEBvDpLJxGYh0Apb0tSU+vD5zGwKQmsR0AAr8fVqQS2V2D51YNdnpbFcO32DmkyAusXEMDrN1aBwPYIHOuvyom8NHU4Z3uGMgmBNgICuI27qgSmKVDK8pWT56bW5bcf+SFA4BACAvgQeB4lMDuB0v9ZuvFfZHHip2c3u4EJrFhAAK8Y1HEEtlbgWP/knMgrU4fdrZ3RYASOUEAAHyG2UgQmLVD6X0+681Lrgyc9h+YJbIiAAN6Qi9AGgY0XKP0n0u08J4vFv934XjVIYAICAngCl6RFAs0FSh6b9G9MHUrzXjRAYEsEBPCWXKQxCKxVoPTXJd19Uusla63jcAIzEhDAM7psoxI4sEDp/zTpnp9an3fgMzxIgMCdBASwhSBA4MwCJd+U9G9OHXpUBAisTkAAr87SSQS2U6D0r0m6B6TWr9nOAU1FoI2AAG7jriqB6QiU/mNJ9+LU+pzpNK1TApsvIIA3/450SKClwINT+htTh52WTahNYBsFBPA23qqZCKxKYLf/T0m+MYvhq1Z1pHMIEDglIIBtAgECdy1Q+tuS7t+n1u/HRIDAagUE8Go9nUZgmwQuTOnfnzrcLcmntmkwsxDYBAEBvAm3oAcCmyiw2/9CkkdnMVywie3picDUBQTw1G9Q/wTWJVD6WzPmP2cYnr6uEs4lMGcBATzn2zc7gbsWOD+l/+PU4UuT3A6KAIHVCwjg1Zs6kcD0Bfr+p9PlianD+dMfxgQENlNAAG/mveiKQFuB5b/9jvmVDMPT2jaiOoHtFRDA23u3JiNwUIEvSuk/njrcJ8nNBz3EcwQInFlAANsQAgTuLFDKC5PxytThy9AQILA+AQG8PlsnE5imwG7/gSRvyWK4epoD6JrANAQE8DTuSZcEjkqgpPSL1OGSJL97VEXVITBHAQE8x1s3M4G7Eijlx5PxaanDl0AiQGC9AgJ4vb5OJzAFgT67/VOTfEvGPCkZb0o98cApNK5HAlMWEMBTvj29EziIQFkGbf9t6bq/kYzLbzm6R5I/S7oPJCfGpLs4O7kyx4dXHuR4zxAgsDcBAbw3J58iMFWBS1LKdyV5VDLeP8nyj5Zrunw4Y/57uvHXszjxi0n+5LMD7vYvz5jLU4eHJ3nHVAfXN4FNFxDAm35D+iOwd4Evyu7OVRm7b06XB2XMX0lSknw06W46+Teba/2lJO8565Gl/9Ukfyt1uK9XUZ5VywcIHEhAAB+IzUMENkDgWP/kjHlixu4bk3H50oy7J/lE0v2vjOPbkuH1GXL9gTst5YZkvLffBz6woAcJnFFAAFsQAtMQeFhK+c4k35SMX5PkLyVZpMvylZHvSpdfy2K4NsnxlY7T97+fnexkMSz/W7EfAgRWKCCAV4jpKAIrEjg/pVyZjI9J8rVJlm+kWv5v9bYk/zPpfjO1viLJH66o3pmPKf2Hk+7DqfXrj6SeIgRmIiCAZ3LRxtxggWP9VRnzuIzdNyTjVyQ5N8mfJt3vJ/lvSX1tat7UcIIvPPnVhMkNqcPy/xT4IUBgBQICeAWIjiCwZ4GSyzL2T0rX/c1kvF+Seyb5VNL9UbrxhnS5PseH/7jn847ugw9K6d+RLq/JYrjy6MqqRGB7BQTw9t6tydoLXJhSLk/GS5NcnGT55fYnkvzvU38TufuvqfU/JLm1fat76OBY/+05kVcl3YtS6z/fwxM+QoDAGQQEsPUgsBqBc7O7c3XG7rHp8uCMWX6R/e6p36/t3n/6V4BeffKPcaf8s7vzzIzdC5Pu2an1BVMeRe8EWgsI4NY3oP40Bfo8Mem/NV33sGT8yiRfkOT/nXybVDcu/6j2DTk+vHaaw52l61JekIz/Mjv57hwfln8ZzA8BAgcQEMAHQPPI7AQenFKekuQRyXhRknudfpvUhzLmd9KNv5bFiZef+h3cmfzs9tdmzBWpwyOSvH0mUxuTwEoFBPBKOR22BQLnnX6b1PJv+y6/kODLk+yceptU3pt0bzr9Nqn3bsGshxvhjrdlLX9H+COHO8zTBOYnIIDnd+cm/lyBY/3lGfP4jN1Dk/GCJHdL8n+T7g8zjm9NN7wuNf8F2l0IlPLbJ9/CVYe/zIgAgf0JCOD9efn0lAXK8i1S5ckn33Gc8cLTb5P6dLp8MMm7klyfxfCyKY/YpPdSfi/dWLIYlv8t3A8BAnsUEMB7hPKxyQncN6VccfpXgC5J8pl/Q1v+UenybVLLXwFa/gWimyc32SY2fOptWbem1gdvYnt6IrCJAgJ4E29FT/sV2PnsF8onD8mYv5bknCQfT7rfO/k2qVpfk+S39nuwz+9Z4B4p/S1J3pk6XLbnp3yQwIwFBPCML3+yo5c89s99ofwXJvlk0t18+m1S1+X4sPzaPT9HK/DAlP630+WXsxiuONrSqhGYnoAAnt6dza3j5RfKPyUZH5XkM18of+JzvlD+N7I4sXyb1O1zg9nIeY/1T8qJvDrpfjK1Pmsje9QUgQ0REMAbchHaOClwzz/3hfJ/9fQXyn8s6d6X5M2p9VVJ3s1rgwV2d56RsfsJb8va4DvS2kYICOCNuAZNJDn/9DfuLN8mtfxC+bcnwxsy5A10JihQyvOT8fuzk6s29MslJoiq5W0TEMDbdqPTnmf5NXyfmvYIuv+swG7/soy5MnVY/ueDt5IhQODOAgLYRhAgsD6B0v9KkoenDsu3ZS2/BcoPAQKnBQSwVSBAYL0CpbwjGe/rbVnrZXb69AQE8PTuTMcEpidQyvvTjbveljW9q9Px+gQE8PpsnUyAwOcKeFuWfSBwJwEBbCEIEDgqgbvnZAjnxtTh0UdVVB0CmyoggDf1ZvRFYDsFvu7027Jel8Vw+XaOaCoCexMQwHtz8ikCBFYlcKz/tpzIazLmxRmGZ6zqWOcQmJqAAJ7ajemXwDYI7O48PWP3oqT7wdT6/G0YyQwE9isggPcr5vMECKxGoJQfT8Yf8Las1XA6ZXoCAnh6d6ZjAtsjcMfbsi49+bWRfgjMSEAAz+iyjUpgIwVKf32SR6QOX51k+bek/RCYhYAAnsU1G5LAhgucelvWV6YOX7rhnWqPwMoEBPDKKB1EgMChBE69LetYFsN9D3WOhwlMREAAT+SitElgFgKl/1DSfSS1PmgW8xpy1gICeNbXb3gCGydwbkp/a5J3eVvWxt2NhlYsIIBXDOo4AgQOLXBJSv/OdHl9FsN3Hfo0BxDYUAEBvKEXoy0Csxbo88R0/Wsz5qcyDE+ftYXht1ZAAG/t1RqMwMQFdnf+acbu3yXdD6fWayY+jfYJ/AUBAWwpCBDYXIFSrknGZ2cnV+f48Iub26jOCOxfQADv38wTBAgcpcBu/wsZc1UyXJqa3zrK0moRWKeAAF6nrrMJEFiNQOnfmOSRqcOFST60mkOdQqCtgABu6686AQJ7FSjl7cn4Vd6WtVcwn9t0AQG86TekPwIE7hAo5X3pxnO8LctSbIOAAN6GWzQDgTkJlP6WpLvN27LmdOnbOasA3s57NRWBbRb4zNuy3p06LL/G0A+BSQoI4Elem6YJzF7gASn9jd6WNfs9mDSAAJ709WmewIwF+jwhXf86b8ua8Q5MfHQBPPEL1D6BWQvs7nxfxu7FSfcjqfV5s7Yw/OQEBPDkrkzDBAjcSaCU5yXjD6bLU7MYXk6HwFQEBPBUbkqfBAjctcBu//MZ8z3JcFlq3oKKwBQEBPAUbkmPBAicXaD01yW59PTbsm45+wM+QaCtgABu6686AQKrFCjlbcn41anDeas81lkE1iEggNeh6kwCBNoJnHpb1rlZDPdp14TKBM4uIIDPbuQTBAhMTeDU27JuT60PnFrr+p2PgACez12blMCcBI6l9B9J8jupw6PmNLhZpyMggKdzVzolQGB/AheffFtW8sbU4Tv396hPE1i/gABev7EKBAi0Eujz+HT96zPmJRmGf9aqDXUJfD4BAWwvCBDYboE73pb1o6n132z3sKabkoAAntJt6ZUAgYMJlPLcZPzhdPm7WQzXHuwQTxFYrYAAXq2n0wgQ2FSB3f6lGXN1MjwmNW/e1Db1NR8BATyfuzYpAQKlf0OSR6cOFyX5IBACLQUEcEt9tQkQOHqBUt6ajBd6W9bR06t4ZwEBbCMIEJifQCk3pRvvnsVwwfyGN/GmCAjgTbkJfRAgcLQCp96W9dHU+nVHW1g1AqcEBLBNIEBgrgIlpb8t6d6TWh85VwRztxMQwO3sVSZAoL3ARSn9u5Ncnzp8R/t2dDAnAQE8p9s2KwECf1Ggz+NOvy3rZzMM34eIwFEJCOCjklaHAIHNFdjd+ccZu5ck3XNS63M3t1GdbZOAAN6m2zQLAQIHF7jjbVl/L4vhZQc/yJME9iYggPfm5FMECMxBYLf/uYx5ajL87dS8aQ4jm7GdgABuZ68yAQKbKFD61ye5LHW4OMnNm9iinrZDQABvxz2aggCBVQp4W9YqNZ11FwIC2GoQIEDg8wn0/fI7hP8JHALrEhDA65J1LgECBAgQOIOAALYeBAgQIECggYAAboCuJAECBAgQEMB2gAABAgQINBAQwA3QlSRAgAABAgLYDhAgQIAAgQYCArgBupIECBAgQOD/AwF/h5afU/x7AAAAAElFTkSuQmCCScript B.
The second hand on a clock must make 60 small turns to make a full rotation.Script B.
The second hand on a clock must make 60 small turns to make a full rotation.