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PeYnkeEhMI0AAUxbIDCmAhFhdbI3yT5XiqdOM8yH5PZqe+U9YzoFhoUAApsQIIBpDwTGUCAie6kirpD0ghmH5zjSrn9hDIfPkBBAYBYCBPAskNgEgYUSiA0b9lC9crkUr91kzdAHXK6tWahxUQcBBLa9AAG87U05IgJzFoiIHdRpni77VEnbbfoA8V25tq/t9XMuxA4IIDA2AgTw2JwKBrJcBSKaRyviIslPm4XB43Jntb3i+7PYlk0QQGCMBQjgMT45DG1pC0Q095e8ThG/OeuZhk5yuXblrLdnQwQQGFsBAnhsTw0DW6oCEY/vLlXfpdAc792Nz7lUf91SdWFeCCw3AQJ4uZ1x5ptMIOLeleo85W2yz5C04xwH8mO5utr2L+a4H5sjgMCYChDAY3piGNbSEohovVrqrFPomVsws47sg+zq7VuwL7sggMCYChDAY3piGNbSEIhoPF8q5d/zvnyLZ2Sfb1cv2OL92REBBMZSgAAey9PCoBa7QEQ8WZ3sXFlvllTa4vnYt0mVg23HFh+DHRFAYCwFCOCxPC0MarEKRERFyt6q0NmSdinMIw/Quf739ov+Os/3LlYPxo0AAjMLzPV/CFgigMAMApFNHKpK/nGz/sOUTRqS6nOG68RRrtQ/P+f92AEBBBaFAAG8KE4TgxxngYh4lqJ1hRSHj44z/8Vy1LbgF8/5M36vdLl20jjPm7EhgMDWCRDAW+fH3stYIB5+eGfttOpMhdZIUbjC9UNS/JOkX5e0c4Eom+ZxgtMJfk+u5ktNPr6MeZk6AktegABe8qeYCc6HQLSbfyD7fCl2HTm+9SlFrJRceJiCW5IeleKJhW1n+k54vRz72vXvzse4OSYCCIyPAAE8PueCkSwCgcg2HKRyeZ2kfUaD11+W/FFF5xxJzxm+Fw9Iakl+emH7mb8Ttk62ax9cBBQMEQEEtlKAAN5KQHZfHgIR65+hTuUyWa8fnXHcq45OU9m7Sn6PIopPMrpV1rOnLL7x4JRfRxcO5y+4VD1yeYgySwQQIIDpAQQ2IRAR20uttYpYK2lVYdPHFPFeNTufVL30PsmvKbz3qCI+IutIyXsWroZ/IPnZhe2K3wnf27/liKUm6UgElokAAbxMTjTTnLtAROO/KXTplI+PpYjPqFQ7XWrtpeh8evT9uFPWBQp9SMqviruvtuSvSHHgcBT+ZeE74ZB9sF29be6jZA8EEFisAgTwYj1zjHveBCKaqxW6QtJLRopYX5d8ilT5qtQ6TxH5972FC1xdrojbVPInhrcexWOyP6XQGyWVuxtb90reTd1FO5QH+jtdrp83bxPiwAggMJYCBPBYnhYGlUIgInZVJ7tQ1omj9X2/HOfatY9HxB6K7HpJBxSuZh+QfYLU2V2hDxduNfqZrHco4v2St++H7w8VsWJwdWzdLlUPst1JMWdqIoBAOgECOJ09lcdEIOKeFdLT1yjiTElPKAyroYh1KtUutv1w7yPp0gelKC4x+Tdy9WipdbQiLh7sa/1QKr1F0blW0lN6f497JN8l6RX97R7sf+/74zGhYBgIILCAAgTwAmJTavwEojXxSpVK+W1Fe42OLv5CjjX2iru7P8TqZJfKelNhm0wR57lcvyiicanCpxXe+66s4yRdP/wFdDyg0J/Ihe0cr7frnx0/FUaEAAILIUAAL4QyNcZOIKLxHxXOv+edvBrtjzH+WS6tsau3dq9Zo/E8hf9U0q8WJnGPrNdJ1TvVyfJfOx9beO/Lcud4Rel/S4M1oR+V4ziF86vhHbvbWh+ya28dOxgGhAACCyZAAC8YNYXGQSAiniRlZyuUh1/vR1G91y8UepdK1Sttt7vh226+Tda7Ja0cbBX6hErVU7r/juxzIwFu/U+p+lZF9ueSDurvk8mloxTtd0reu/+3f5Grq20/Ng4mjAEBBNIIEMBp3Km6wAIRUZayt0g+W/mzeoevdveWoVL1Qjt/eEJ+1RtPUTQ/LvmVhe0eVUdrXal9LCJ2k7KbFXpeIZjXuVx7W0Tz0wr93uDv1hvV0XNlvb37N3u9VNnP9j8vMAHlEEBgzAQI4DE7IQxn2wtEZL+tiPzj5vzhCMXXl3rf89bzByd0X5Ft+C2VS5+S/LTChv8od460V9wVExPPUq1088h3xuFzXK6+K9rN98vqXR33wvZMyd9WdP6yEMin2LV8LLwQQGCZCxDAy7wBlvL0IzbsqShdMeVKtvdrZJfX2JUvDoI3vye30zpfjneMmDguk2rn2G5ENPZW6KaRBTask+zaVdHOzpbjwmHQdvdbp2jdMXxgQ/yZS/XfXcrmzA0BBGYvQADP3ootF4lAPPTQE7TjdmfI+aIZWjEYdugRKS5WqbbO9kQhfJ+pyG6QtP9wivGAXDrWrt7UvTKO7FBF5L9Y3qm/zWPqxO+7Uv/ziOab+vf/9t4KXedy7bjoNL8k6eX9P/5Eru1j++eLhJFhIoDAPAsQwPMMzOEXViBazRNUyq9EvdtI5dA1KmXn2KvuL/49Wo3fVym/Sh55VOCtcvUNtrvb9o6pq4YLbPhnasXvuFa7I1qNV6vkLxR+0JXve7g6zbfLfs/witgvtav/d2E1qIYAAuMsQACP89lhbLMWiMhe3P+ed98pO90ua41d+/pI8MaDO6qzQ35v7x8U/t5U+FyXq5cMr46z0xUx+LekH8nVQ2z/azSbq1XR30maXOXqO/mqVlKWPwHp9kFg2xfa1XNnPRk2RACBZSFAAC+L07x0Jxmx/ulS5WKF/vvoLP0TdTpnulL/9NTZ977L7V61Fp9MdLeso+zaNwrhe4kiTh/uH9+T24fY2/0kIn5V0bpNiv4qV7pbruYPW9igyPJjTD4F6av53ydvbVq6Z4KZIYDAXAUI4LmKsf1YCEQ8sEqdnfOPefMVqHpXoL3X47IvlyqXTXefbUR2qiLye3uL3w1fq1L11Hy5yfwAEVFTJ7u6v5rV5HFvkydeY+/4YDf0o5I/uWiP3pvxgJpxoFesuCvazetkHdP7ux+UK/n9vj8aCzQGgQACYyVAAI/V6WAwsxGIaByl8Hsl/crI9tZnpepa2/dOPU5EPFXRukaKwwvvPSLrVLv2x5N/6/6Aa6dV+Y+tDhlsF3G9SrXjbW+IeHQXRf02yc/tv/+IHAfb9Tuj1XyjSvroYD/H79n1z8xmTmyDAALLT4AAXn7nfNHOOKL5G5LXKeLgKZP4ptrtU1xdOe2PnCKyl0n6E0UU7+39htw5Kl/reRC+8fhuUvUmhZ4/DF9d4XKte29vRKxUZPk9wJPP9c1kH2FXb46YeJailH/03FtqMnSVy7U3L1psBo4AAvMuQADPOzEFtlage/Xayc6X9YejV7x+QIoL7NrV09WIiKo6zQtk/9HI+xGXqtS9t7c5DN+JvRSlW0YX2IhzXa4P7u2NduMzsv/r4FgdnehK7ZqIqCuyr0p6Yf+9f+0/5YilJrf25LM/AktYgABewid3sU+t911sY41cygN058J8mnK+slXtItsPTR++G/aUKjcoYr/h+3G/XDrGruZBO7zIjcbzFaWbpHyJye6ro9BJLtfyZ/t2X9Furst/TT3YyT7Drl7afW/0aUgb5Njfrn9nsfszfgQQmF8BAnh+fTn6FgpEtH5H0c5XsSr+UjmPu7+Sa2ts/2CmQ0c036BQ/ojBYWjbN0mVY+38qrkYvtkhisgfqjBcYMNxtF3/s2H4Ns6R/c5C+F5qV8/ohW92mCJuHKa5TnW59v4tnDa7IYDAMhIggJfRyV4MU41oPFcq5d/zHjZlvN+TnT8mMP8OdtpXROyoTvZe5Q9AGL6ass+2q5dN3SlazeP7C2zU+u/9XC3lC2wM7hmOdvPN+aMDCwF7rcu143vhG7spmt8YLk0ZX3Sp/qrF4MwYEUAgvQABnP4cMIJumD26i7TyLEWcLKlSQHmw90jA7mMCs5nDt/lChT4v6VnDK1XdJXXv7f3mRuHbbpwue8oCG51D7RX/MrltROM1/fuFS/2/3SJXj5j87jg6zfyj7P7zhOOn/aUmf8YJRQABBGYjQADPRolt5k0g4vySOme+WS6fU1jUIq+Xfw97ldY33ukddthkqEVkaxXxLkn1Qvh+XHpsrf3ERzYK38guVkT3I+T+63v91a1+MgjfZnNfVfS3hVWuvp2vcmW7e7xoN/K1pi8eHKHdfpmrK/NVsXghgAACsxIggGfFxEbzIdC9PSg6+fe8w9t+eoX+Vlmc4nr9zk3VjYhdFc1rJf+nwnYPy3qbXbtu4+CNmpR9WKETCu/9vVx9te0HB+EbE89RlPKFNiafG3y3nB04uY50RHMfhb4iqffRdfjdLlfPng8jjokAAktXgABeuud2bGcWEXsomuskv2Z0kPEjuXyKXRn8AGqmSUQ28QqVy5+QYvfBNvbXpcrrbN8zTfjupGh+VvKhg/cibtC/PXi8d999/TB84+mKrLDKle+X2wdO3i8cEU9QZHcUblf6B7n6EtutsQVnYAggMJYCBPBYnpalOajuj6TUyh9ucKqklYVZPqrevbnvy1eb2sxVb01qXaCIM0e2i+5jBs+d7nvi/pXyzSNX2tYVdm+BjUL47tIP3+IqVwfZ9W8Ptmk3/lj2cb1/+5f9pSZ/uDTPGLNCAIH5FCCA51OXYxfCrXWMov0eycMr1m6G6Tqp+g7b922OKyYm9lKtlC8TuXq4re+T9Qa7mj97d6NXRL7Ahm+RvFdhMOe5XB/eVpR/inzffdtp1yflv7B+SX+7/NfT+SpXg3uGI5rHK3+s4eSrE0e7Uv/U5sbN+wgggMB0AgQwfTGvAhHN/RT6oKQXjRSyvqpMp7hW+3+zGUC0mseppPdJesJw+/hrOTve3n7k3t7J9yMaz1Mov/ItLrBxssu14W1F/Y2j3bhe9uuH4aoTXCmsEd0N8u5Sk737hUMfcbk2ujLXbCbCNggggEBfgACmFeZNoPfRb5Z/Hzt88pD8UznOsmufnE3hiNhJyi6f8sOphqJztssr8gcyTPuKyF7RX2BjMrAfV++K9X9N3SHy76NjZJWr04v3DXdX5Ios/9HVPv19fyD/+2p7l0dnMwe2QQABBLgCpgcWVKD/g6X8+9H8qnFD4TGBswqu7sMXIj4/8vGx4i7Zr7Vr35o5fFvHKjofGfxKWfq5Wtnhrq362kbh226cK/uCwd/tS+zqyPfL0W5cInvyucATcrwof/rRgmJSDAEElpwAV8BL7pSO14Qist9Sp3OYSp2r7ZWzfi5utLPT5cgfhDC5SlX+se9HVaqeZnvGAI92dpoc3TWauy/rR9LoAhuTb0W7+RZZVxa2vcaunVgUjOguVTlcfct+u13NPwrnhQACCGyVAAG8VXzsvK0FIn8kYOT38MbwdiHpIXV0iiub/tg62o2LZY8usDHROtTbbbfx84Fbjd9VyfnKWf1VruJmufbK0Sckde8zzpea7H+H7L90qXrEtp4zx0MAgeUpQAAvz/M+lrOOyA5V5L+KHjyVKB/n1+Rqfm/vjLf6dB872FtgY3j1at0uVV9VXGBjcOXbfHw/Var5Kleren+Lb8u1wSpXg+0iu3GwJrX9U6my2va/jSUeg0IAgUUnQAAvulO29Abc/ZGTWhcqYvJ71t4k7fdI3zrf3ncTa0B37y3OHzs4XA0r9FmVqsfZHiywMQzVqatcxd1yLV9IY+pTkk7r3ps8+bJfbndDmxcCCCCwTQQI4G3CyEG2VCAi9lJk+UfBvzE8Rv5LaR29ucDr/8r6Jkl7D4NSH7Brw+f2FgYW69c/QysrX1Zoj/6V7/1yDFa5GoZ0vFCR5bdH9ZeajItcrp+1pXNkPwQQQGA6AQKYvkgmENE8QaHLC8/iza96/0KqnLi5j3ojYk9Fli+SUXj6kc+zqyMLbBRCdeoqVw/Lka9y9Z0iQMQvd5K2v0PRP679NamSXyHPeBWeDJDCCCCwqAUI4EV9+hbn4CNilTrZlbKOLcxgQuF3uLz5XxhHNH5dUbq5sA50R9bJ9sYLbOTHj4jtpOwWhV7cr5evcnW4Xb11qmBE82OF75Ifktur7ZUbrS29OOUZNQIIjJMAATxOZ2OZjCWiebJCVwynGz9Qptdu7ulHvTDd8NuKcv6RdXGBjTe4Uv/Tmfii3bxB1usG77t0nF2Z5mlJzWMVuna4nY6Z7YIhy+TUMU0EENiGAgTwNsTkULMTiGgeoNDfd28Bsq6Wqqfb/vfN7R2tDceqVLlaiv5zf/1zOY6wa/8wY/hG8wqFTh68Hz7d5eplG1/5dj/Szpea7AV76GMu1/7H5sbE+wgggMCWChDAWyrHflslENF8keQVdvX/zOZAEdlaRRSD88dqdg71ihXfnzl8s3MVMVzlKuISl+ujT1HqfURdlVq3K2Lf/rHukqv7bGrBj9mMmW0QQACBTQkQwPTH2AtEu3GR7EJwxvfl9iH2xgtsTE4movkWxcgqVx+3a2+cbrJTjt9QSwe4VvvHsYdhgAggsKgFCOBFffqW9uC7V6ad7EOyisH5FXniVfaOv5jxyrfV+C8q+XODVa7sG6VKvijHRr9k7n+nPPwxln2aXZ3xIQ9LW5zZIYDAQgoQwAupTa1ZC0R0F9i4XhH/ebiTPydXjp1ugY3Cle/+Cv3NcJUr3SlX81WuNlo/OuKxXRX1O4a/po4bXaoX6s16uGyIAAIIzFmAAJ4zGTvMt0AvGGs3SnrBoFb+TOFSdY3tmPHKd2Li11Qrf1mKJ/e3yb/LPXDqKleDsO40/kpyP3B9n9xdanLaZwvP95w5PgIILD8BAnj5nfOxnnHEhj0VpVskDxfYCJ/vcnX4Y6ppZhCx/hmKym2SfqX3djdQ8/Cd9h7eaE+slUvDH3W1O4e4umKj+4LHGovBIYDAohYggBf16Vt6g49O847Cg++jv8DG8JGB04bvo09S1G+T/Gv9t/NVrg606/80nVBE8wUK5UtN9m5nsi+2q3+09DSZEQIIjLMAATzOZ2cZji06jRslHyb5cblzjF3/wqYYuqtcRZZfuf5m/8q3IbcOt1d+afrwjR37jxicvMK+Q66+uPgYwmXIzpQRQCCBAAGcAJ2SMwtExM7qtE5QqXKr7U3eChQRVrRukOKowRGtY+3aJ2aqEO3mR2RNLrDxsJqd1V6x4m7OCQIIILDQAgTwQotTb5sJRLv5AVknDcN307cQRbSOVnQ+Odi+o+NdqQ2XntxmI+NACCCAwOYFCODNG7HFGApEOztPjvMHQ4u42OX6jN/jRsQz+0tN7tzdx7rGrp04hlNjSAggsEwECOBlcqKX0jQjmm9VflvS5Gsz6zZHfL2q2Dtfe3q/3i5xt1zLl5p8ZCm5MBcEEFhcAgTw4jpfy360EY3XKrqrXPV61/5rqfLqTT2vNyJ7tyLO6uM1ZR1g17657DEBQACBpAIEcFJ+is9FICJeqGjdJsWq/n7fkqsHb+qhCRHZyxSRr4zVv/j1GS5XL51LXbZFAAEE5kOAAJ4PVY45LwLRztbKk09Eirvk7EB7+xlXroqIpypa+VKTT+un780u1Q+bl8FxUAQQQGCOAgTwHMHYPJ1A9xalaH5G8pPl9pH2ymlXuRpc7Eb2RUUc0fu375ebq+1V96ebAZURQACBoQABTDcsSYFoZ6fKcflgcvZhdvXmJTlZJoUAAotSgABelKeNQW9KIBqNvVV1vtTkit7Fry+1q2eghgACCIyTAAE8TmeDsWy1QETs0F9q8tn9g31Trh7AUpNbTcsBEEBgGwsQwNsYlMOlFYhoXqXQH/ZH8Yhcze/3ZanJtKeF6gggMI0AAUxbLBmBiOylivi7wYSsE+3aNUtmgkwEAQSWlAABvKRO5/KeTETzRTRozqcAAASoSURBVArdLqmk0HUu145b3iLMHgEExlmAAB7ns8PY5iwQ0TxA0v5S9Rrbj8/5AOyAAAIILJAAAbxA0JRBAAEEEECgKEAA0w8IIIAAAggkECCAE6BTEgEEEEAAAQKYHkAAAQQQQCCBAAGcAJ2SCCCAAAIIEMD0AAIIIIAAAgkECOAE6JREAAEEEECAAKYHEEAAAQQQSCBAACdApyQCCCCAAAIEMD2AAAIIIIBAAgECOAE6JRFAAAEEECCA6QEEEEAAAQQSCBDACdApiQACCCCAAAFMDyCAAAIIIJBAgABOgE5JBBBAAAEECGB6AAEEEEAAgQQCBHACdEoigAACCCBAANMDCCCAAAIIJBAggBOgUxIBBBBAAAECmB5AAAEEEEAggQABnACdkggggAACCBDA9AACCCCAAAIJBAjgBOiURAABBBBAgACmBxBAAAEEEEggQAAnQKckAggggAACBDA9gAACCCCAQAIBAjgBOiURQAABBBAggOkBBBBAAAEEEggQwAnQKYkAAggggAABTA8ggAACCCCQQIAAToBOSQQQQAABBAhgegABBBBAAIEEAgRwAnRKIoAAAgggQADTAwgggAACCCQQIIAToFMSAQQQQAABApgeQAABBBBAIIEAAZwAnZIIIIAAAggQwPQAAggggAACCQQI4ATolEQAAQQQQIAApgcQQAABBBBIIEAAJ0CnJAIIIIAAAgQwPYAAAggggEACAQI4ATolEUAAAQQQIIDpAQQQQAABBBIIEMAJ0CmJAAIIIIAAAUwPIIAAAgggkECAAE6ATkkEEEAAAQQIYHoAAQQQQACBBAIEcAJ0SiKAAAIIIEAA0wMIIIAAAggkECCAE6BTEgEEEEAAAQKYHkAAAQQQQCCBAAGcAJ2SCCCAAAIIEMD0AAIIIIAAAgkECOAE6JREAAEEEECAAKYHEEAAAQQQSCBAACdApyQCCCCAAAIEMD2AAAIIIIBAAgECOAE6JRFAAAEEECCA6QEEEEAAAQQSCBDACdApiQACCCCAAAFMDyCAAAIIIJBAgABOgE5JBBBAAAEECGB6AAEEEEAAgQQCBHACdEoigAACCCBAANMDCCCAAAIIJBAggBOgUxIBBBBAAAECmB5AAAEEEEAggQABnACdkggggAACCBDA9AACCCCAAAIJBAjgBOiURAABBBBAgACmBxBAAAEEEEggQAAnQKckAggggAACBDA9gAACCCCAQAIBAjgBOiURQAABBBAggOkBBBBAAAEEEggQwAnQKYkAAggggAABTA8ggAACCCCQQIAAToBOSQQQQAABBAhgegABBBBAAIEEAgRwAnRKIoAAAgggQADTAwgggAACCCQQIIAToFMSAQQQQAABApgeQAABBBBAIIEAAZwAnZIIIIAAAggQwPQAAggggAACCQQI4ATolEQAAQQQQIAApgcQQAABBBBIIEAAJ0CnJAIIIIAAAgQwPYAAAggggEACAQI4ATolEUAAAQQQIIDpAQQQQAABBBIIEMAJ0CmJAAIIIIAAAUwPIIAAAgggkECAAE6ATkkEEEAAAQQIYHoAAQQQQACBBAIEcAJ0SiKAAAIIIPD/AYIPstJ2BrwqAAAAAElFTkSuQmCCScript B. The second hand on a clock must make 60 small turns to make a full rotation.