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VBEBz9JvSbp/Wc7JFpJ7VaS0scpwTz8l1xPKk35pIbntWA1wMAIIRBUggKPy03kMAff0FLnuVvRtX7HQfFiMOibt07P2VyV7cNnOjywk+03aJucjgMDsBAjg2VnTU0UEPEvPlHTrXjmuT1gjeUpFShurDM/SH0jqh+43LCQPGqsBDkYAgagCBHBUfjqPIeBZ+2zJblIG8PutkbwwRh2T9umeniHX7cor+RMsNB8/aZucjwACsxMggGdnTU8VEfAsvVDS7r1yzN9i1np9RUobqwzP0j9IKm68ch1rjeS5YzXAwQggEFWAAI7KT+cxBDzrXC75dYoA1svNkqNi1DFpn551zuttp9kLYH+7NVqvmbRNzkcAgdkJEMCzs6anigh4ll4tacfyCvhAs9ZHK1LaWGV4ll4m6bplAB9ijdYRYzXAwQggEFWAAI7KT+cxBDxLU0nNIoDtwWbNr8eoY9I+PUuvkrRTeSX/bLPk+Enb5HwEEJidAAE8O2t6qoiAZ2lXUiiCq3l7M/t5RUobqwzPOpskbxXjyB5ptuHEsRrgYAQQiCpAAEflp/MYAp6lvrlfa+9udq2LR63DvXOP/A5qs4WPj3rOWh3nWbooqdFrf1F3tyT58Vr1RbsIIDB9AQJ4+qa0WGEB97M3yG+4sV+ihWTkfwPe3fR8WXh/ccWpj5olB05jqO6de0sLPzWz/CPlkV+epVmvkl49zRub2bkjn8yBCCAQXWDk//hEr5QCEJiCgPvGm8obZ5VNuYWk+Ch6hJdnna9Ivv/mQ83fYdZ69QinbvUQ984X5P4oSalMdzdLTh+1veEr+WbTzPIrYl4IIDAnAgTwnEwUZU5HwL2zn9zzHaTyV9dCsjBqy+6+p7yT76J1raUQXv3PmDxLT5Z0z4G2jjdLnj1KPe6+h7xz/mreSIzSPscggMDaCxDAa29MDxUS8MX2AQr2+bKktoVkwzjlufud5Z08wJPyvEwWHm+28Lmx2hncDjM/0ewyaeFWZnbJKO14mt5JC8qfBZz/BjizRqv4LjjSyzduvIlajY/I7GSz5qGRyqBbBOZKgACeq+mi2EkF3NPnyvWfZTtXWUiWrmZHbNy9/Th5+JTk/Y+v84+P9zNLfjpKE561z5XsRkvH+p8ttPYa5dz+Mb64uL9C9pXyf6cWkuJu6Aiv8k3Jtzd/MpB1n24LO3wkQil0icBcCRDAczVdFDupgHvnULm/tWjHLrPQ3G01bbqnL5frnQPnXim7ak+z6/5ta+25+83knZ9I2nXgmFU9RtA9PUiuD5XjuNpCc+fVjGPSc4o3I/axgU8EJM9eao0N75m0bc5HYL0LEMDrfYYZ35CAd9N3yPTKMrjOs9AcuBIdD2u4rd65F1lI/nGlVtw3PVAevihph4G//56F5N7j9Voc7d55pdzfUY7jcgvNYkesGb6KNyH2joFPAqZ6d/gMh0JXCEQRIICjsNNpLAH39Di5nlX2/wcLyf+apBbvph+V6akDbWzRpi+mz1HQ0Zt/s1tE6OcttB6z2r69236bzA4p4/hCC609VtvWas5b4c1H/mCLie8KX00tnIPAvAoQwPM6c9S9KgHP2p+VrB98Z1hI7rCqhgZO8qz9NcmWnsVrdqpZ8669mPX2m+T2xqE+XEdbI3nBJP26p0fL9U9lG2dbSPaepL1xzl3hTUeWf6owrw+1GGfsHIvANAUI4Glq0lblBTxLvynpAWWh37eQ/J9pFO35d7vud1lqy78ut3Nket7mP8v33wr2L2bNN0/ap3v6SbmeWF4Bn2mhtc+kbY5y/hZvNnq/Xw5PHvcu8FH64hgE1rsAAbzeZ5jxDV98ZumPJN29+EM7yULzodMi8iz9vaSbb6W9xTyMzZIPTqM/z9onSfaQsq1TLCT7TqPdbbWx5ZsMXSnTfUe9+3ut66N9BOZNgACetxmj3okEPEt/Kek2vUbcP2WN1pMmanDZyZ6lF0rafdkfb5Q1H2Zm+U91pvLyLP2+pHuUjX3TQvLAqTS8lUZWeHNxkeyqW27rru+1rIe2EVgPAgTwephFxjCygGdpvg3lTXsnmI42m+y72OUde5b+StKthv7c7XBrNN8wcpEjHOieni7X7YtD7bMWmo8b4bSxD3H3XeSd3y17UzHxzWtjF8IJCKxDAQJ4HU4qQ9q6gGedCyQvfipk9laz5uum5eVZ+mdJe67Qnsv8CWatE6bY19LH3RaOM1t4zrTa7rfjnt5Jru8Mb725dIPZtPujPQTqJkAA123Gaz5ez9LLJV2nx+DZq6yx4chJSdz9ptLiqXIf/C1uHsb5b4wHdstq3sPMiu0jJ3x51j5PshsUbySm//Mf98XHyLNPDG2wIf+6hdaDJyyd0xFAoBQggFkKtRLwLL1a0o69QWc6yBaSD08C4O4PkHdOXGmDDff0ZXK9a6D9K8vHBl4xSZ+99w7euVTu1yveSPhrrdF626Rt9s8v687fmCw9Kcr1MWskT5tWH7SDAAL9Z4kigUBNBDzrtCUvHqRg2f5mG7662qG7p88q95UeeBCCf8FC69FLYdZ+u9xetdSHXWShueJuWePU4Vl6paRi+0nTc82SY8c5f2vHui+vt9f+kWbJwBim0RNtIIAAV8CsgVoJeJZ2N1/ZLepOliQ/Ww2Ad9tvlNmbhs51HWON5PnL2/Nu+hGZBq4e/Y8WWlv7udJI5XiWbpJUPIDB/ACzVr7N5USvLeuUlxtsDF7FT9QHJyOAwMDbcTAQqJOAd9suK993WrqH2c75z4bGei3bhao41+yNZs3DtnplmbW/KtnS96em08ySgY07xipBnqWLm7e2LJ7ElP++edUvX15fb4MNf+o0bxxbdXGciMA6FeAKeJ1OLMPaUsD91Kb8dmn/bywkY69/z9qfl+yAgda75QYbx2/P3LM0fxLSYOh+w0KytIXl9hoY+HvP0qz34XAv/Js3MbM/jXH60KEr1JV/V32/ad0wttq6OA+B9S4w9n+A1jsI41u/Au6+l7xzTjlCt5As3WQ0wrB9cdP3FMLg1pUbZd1HmO3wrRFO7x3inv5OrqUHQLg+bo1k8GEOIzXlWZpvbFm8rNkys81vLEZqoI+wvB7ZRbKF/21mE98oNk4dHItAHQUI4DrOek3H7J7eXa7+R7VdC8nCqBSetX8pWbGDVpF6f5Ut3MXMzh61jf5xQ79F7qWy3mmNpHxE4vZbc/fd5Z3io3N3WaM19r9jv+yyXbTrLr/d/JvoorGJv5vefvUcgQACm/8rAgUCdRHwxcVHKmT9m5XaFpINo4zdPf2TXDceOPZcC8ng/x6lmc3HlOF3ruS7LP3h6L9Jdk/vIFf/5rHMQjJwF/b2S/E0vaMW7DtD/U/4nfT2e+UIBBBYLjD2O2cIEZhXgfK5vB8o67/KQnKtbY3F/Yqbync6VRraYONMC8nETx4qQrB3NV78JCq/DrbwRLOFz2zP173zYLn3fz7VsZD029jeqXJffLQ8++TwBhta9XfR2+2QAxBAYKsCBDCLozYC3m0fIrP+hhV/tZAUG1ms8PLOxgeo0Vi+wcbJFpJ7TQusDMN8e8ryu2jvyOyeZkl+s9ZWX+7pgXL1NxC5xkKy0yg1eTd9qUzvXLbBxqq+gx6lP45BAIFtCxDArJDaCHi3/XZZf1MMP99C64Yrhq+nz5Tbf0q+9B2x2RfMmps32JgWWhmKRw20d5WsuZeZ/XWrbw48fXn+vXH591dYSHbdXj3ebf+bzF49dNyY3z1vrw/+HgEExhMggMfz4ug5FvBueqxMzy6GsPINR+6dNyjzw8of+BSHWjjGbGGLDTamRbFCOF5sIVn+SMPN3bl3Dpd78RAJswvNmntsqxb39MNyHThwjMuzV09jH+xpGdAOAnUUIIDrOOs1HbNn7RMke2w5/J9bSMrH+ZWR7On75RoOWvf/Z43W8I5Xa+C3Qkj+0UKy4m5Z3k3fL+vX6edYaBWPV1zh5d45Se4PWfqr/GPuxlNH+a55DYZJkwggMCBAALMcaiPgWefrkvcfXP8DC8k9+4P3rP05yQY/Yu4q0/NtYTp7LI+CvGVY6qcWkjsvP9e76SdkelJxBawzzVa+Kcyz9MeS7jpw/lUy3X973zGPUivHIIDA5AIE8OSGtDAnAp6lP5S0b3m9+zULrd6VoWfpdyUN3ly1Ud3sUdbc8I1ZD22F0PymhaT/pqFXjmftr0i2f1nbjy0kd98ipLP0d9LAhh/SxbLmrbb13fKsx0p/CNRdgACu+wqo0fg9S38hqfgJkevT1kieOPRnhcXlsuyuZhv+GIvGl4en6xPWSJ7Sr8ez9GRJ/av3b1lI/u/mv3PfWZ7+XrLBJy5t9ePsWGOkXwQQ4HGErIEaCXjWPkuy4vtS0zFy31+ygQ01/C8WWntWgcSz9gVDIWr2LrPmK8or4NMlK7+/9s9baD2m9+ee3l6u/Gp+aYMPrfwxdhXGSA0I1F2AK+C6r4AajX9ZqG2UtMPm4W/ju9QYRN67ku2cNxSmZq8yax7pWTu/wi1u0LJwvNnCs93bB8jDJyUvHlFYvLb4+DrGWOgTAQRWFiCAWRm1EfCs81fJV/rN7PctJIMPWaiESXFFa6cMhKor8ycr6EjJit8wm45Ulv1ZFvJn9i49XGLZx9aVGBBFIIDAkAABzIKojcDQI/yWLn3zp/6cJmWXy+0SBbtQ3cXz1Vg4R1o4y8zOignki+0DFOyzA+HakXSNpGuXdeUfOd97+F/10sfVMWunbwQQ2LYAAcwKqYWAd9tvkNlhEw42fwRg/hze/P+6kvIwbEu2ScqukdmVcv29eFKSXSL5ReraeWr4n6XuWWYbfr+a/r276SWy8O6Bc/M6Vvq36/luV/nH1Kvph3MQQGC2AgTwbL3pLYKAd9P/kOkFEbreVpd5iOb/lwd5P8xTyTdJdo1MZZj75fLGJbIsv3v7HttosKPMD7SF1qcqNk7KQQCBrQgQwCyNdS3gWfuzkvXuEh5++Z+KJwKFVvkda77vc/5Yv/x71Pzfxbz928hvKsvDe5Pk+f9/jeRXSXal5H+T2xUKvf2lL5P8Uim7RGrlzxTO/+8CM1tc1wuBwSFQQYF5+49MBQkpqaoCnqX/vcX3o2WxFpKR1r6753dK31zd7t6yxRsrNPZQ5rvLfDdZuI48y7+L3VkKO0ieP184fzRgcw7D3OWef4S9KFn+0XoqZW1JZZjbVZKKMDe7QvLLlYXLFPxSdf0SZXaRms0LyjBPq7omqAuBKgmM9B+hKhVMLQiMIuBZ+nNJtx049m8DNy65hWTpjuFRGpzCMe6eh3MR5o3sxpLfQLLdJdtNrl2lfphrR8nKMLeF8qlMeb0zr3lVw3bPHxKR9cLcPb+yTmW2SZ7lV+hXS8r/Lw/zv8vscnXDF21h4Uur6ouTEJhjAQJ4jieP0lcW8Kz9p+UbbMiSx8g7+d7I+atrIVl61GDFId3bt5Pb95ZtsLG86lPk+d3S2fUULP+p1XXkdm3Jd5HZTnLfSbLiKt3Vkg0Fe+z/DmQWkvzjf14I1Eog9j+8WmEz2LUVcPc95Ys/k/x6Az39ykJyG/fFh8uzE8s/Ty0kgxtWrG1hE7Tu3n6U3PIbq7Zfr+kos+Tlq+nO3feQOntIYXcp+4feVXmW7bYU5n5tyXaRfGdJO/U2MbHQkvc2/sg/cs/f0PS/Px+/BGu2zIyPrseX44w5FiCA53jyKH1JwDsb76tG48tS/vFt+TJ936zYYMM9fZZcx5V/c7WFJA+SSr/c03+W66hlHz1/R9J9y8Lz72rz72iXtp50e401mm+POTB3370X5ovZP2ph4frK/Pq9K3PZdXtX5tYP8/y7c99JZt81S8rnNMesnL4RmK0AATxbb3pbAwH39CC5ji2vwvrp+yULzUf1u3PvvEbuRxT/2/5qoTl4lbwGVU3WpHfb/yqzg4daMR2lrp+mYB8p//wame8nt/yj9f4VssvCk80W+DnSZFPA2QisuQABvObEdLCWAt5tv77cYGNpLXt2rDU2PHewX++2j5DZa4r8tfPNmsVWjhV8eTf9kEwHDZTmcjs4v7J1T18mV77tZD6QKyw0dy0/pv7c0G5Zi7q3JcmPKjg8SkIAgVKAAGYpzK2Ad9N/l+mFw1eJdphZ843LB+XdTR+QheeUf17Zx/Mte9ZvXm5HFg7sX9G6d94s99eXAXyRhWbvsYPlx9XvGRj3VbL23mbXumRuJ5jCEVjnAgTwOp/g9To8z9onSPbYgfF1ZeEFZgsfWGnM7p1Py/3x5d/9wkJyu6rZeJaeIuluQyG6qAcOXskOvekwnWOWFI9XzEN4y4+tL7GQ/EPVxkk9CCBQvoUGAoF5E/AszW9Eus9A3ZtkdoBZ82tbG4tn7a9J9qDy739oIdnWto4zJ/Gs/VvJbjHQ8SWy9m2WX8F6t/1xmT25PK53h/dgsVt8fG06yyy52cwHRIcIILBdAa6At0vEAVUScE/PkGvg6tUuV9rd1zZs+N226vQs/YGk/cprxa9baD24CuNyz3+Xu3iWlP8MqHxtIzQ9a39ZsoeWR/7EQjJ4xVxcCWftr0i2/8D4fmYhuVMVxksNCCCwJEAAsxrmRsCz9BxJey0Flf1FWtjL8l2XtvNyT38u7++MZZ+x0HzC9s5Z6793933kiydL+c9yNr+2GZaebfqeFPrPLv4vC8kDVqrTs/Ypkg2G81aPXetx0j4CCKwsQACzMiov4H7NjeQLp0sa+OmQ/9pC69ajFu9Z+4+S7V1cIuoD1kieN+q5a3Gc++Ij5Nlnlm2wsd2Q9Cz9maQ7FDX5Fyy0Hr21+rb4WNv1KWskT1qL8dAmAgiML0AAj2/GGTMUcO/cW+4nDW2wIf3AQnLPccrwrH2+ZMXHvGZHmDUPGef8aR7rnr5IrvyO5aW9nUcMR/f0t3IV3xW7PmSN5Jnbqs2zzvnLPt5+t1nysmmOh7YQQGB1AgTw6tw4awYCvpg+XaG3e9XAvs1+ooXWI8ft3r1zmdzznZjy3+wcbI3Wv43bxjSOd2+/TW7D4W8aORQ965wr+Y3KAH6XNZJXbDOAi++YLxz6mNvsYLNmlPFPw5A2EFgvAgTwepnJdTYO985r5X740HN5XcdZI+n/lnesEXuW5o/Ty/cwzp/0+yyz5INjNTCFg72bflCmZww0lT/+75BxwtCzziWS71a+kXiDNVq50TZfxXfNnVOHd8vyp5q1PrG9c/l7BBBYOwECeO1saXmVAu7p++R60dDp7odbo/WGVTYpz9L82bb54wAlCw83W8j3jZ7Za9ndy3m/HZkfNG4Iepb+XdK1igDOXmCNDUePMojyO+cvDO2WZXYfs+YPRzmfYxBAYPoCBPD0TWlxAgHPOp+R/HEDTXRlepFZcswEzeYBnD+XtnjknXXuZrbTTyZpb5xzPUvzLSHvvvkc19UK9sDVhJ9nnY29Rwr2xuGPNWvlW1CO9Cq/e37fcB3Nvc3s4pEa4CAEEJiqAAE8VU4am0RgKxtsPNqs+dVJ2s3P9SzNf6pUrHdb3NNsx79M2uYo53uW/kbSLQeOvUTW3Ge1oedZmj8BqfhO3Lr3Mtvh5FHq6B+zwnfQ7JY1DiDHIjBFAQJ4ipg0tXoBz9IzpMENNnSFLNvXbMNvV9/q0pmepb75f1mzMcpvhyfpt7fBhhb/KPcbDLRztoWk+CnUKl/DbySaNzezP47b1ArfRU9c17g1cDwCCPSvCJBAIKKAe3q2XDdZKsHOky3ceFoh6X7NDeUL/Stet5As/fxnDcbt7fZt1LTvSxrcYON0C8kdJ+1u2RuJnczsmtW0ucJ30lOpbzW1cA4CdRXgCriuM1+BcfeCUc3T5eVdvXlNpl+bJSNvsDHKMNz9zuVdwPnhXQvJwM+aRmlh9GPcFx8uz04Yd4ONUXpw//v15Bsu7R9rIZno3+8W301L290IZJQ6OQYBBEYTmOgf8GhdcBQCWwp4p3MvNXSS5MVPg4rXmjwkwX3xofKsf9dzaiHpP7x+qlPjnr5QrvcOb7Dhn7ZG64nT6Mi9vY/cflG2lVlIiqsXtfQAAAzUSURBVJvKJnht8R21T6/eCcriVARqIUAA12KaqzVI9/bT5Jb/DnfpStTsRLPm2BtsjDIy98VnyLP+736vtpDsPMp54xzj3fZbZXbo0Dmu91gjeek47WzrWPfOA+T+zfKYjoWk+FnVhC/3znlD31VPue4Jy+N0BNatAAG8bqe2mgNz7xwq97cs22DjeGskz16rit07r5L728v2L7eQFDtiTenlnh4v1+CWkC7zQ81aR0ypi14zvth+ioJ9rGxzo4Vkx2m0XzyRqXPh0HfW5odMu/5p1EobCKwnAQJ4Pc1mxcfinr5XrhcPlen+Fmu0Xr+Wpbt33ib3cvtHu8BCc/DO5Im69qzz/yV/2EAj+QYbzzBrfXyihlc42T19iVzvLv/qbxaS60yrj/LGsdOW7Zb1tLUYx7Rqph0E5l2AAJ73GZyT+t07n5b74wfKzTfYeLFZMtJOTpMM07vpMTL1n350loXpPKDeszTfRWrfgdqultmDzJr5s4en/vJu+zCZ9XcDu9hCsvs0OylvIPvist2y7rtW45lm7bSFwDwKEMDzOGtzVrNn6bcl3Xeg7E2y7LFmG74yi6G4p5+Sq//8319aSG47ab+etX8j2eAGG5fK0tua7Zx/lLsmL++m78t3BSsb/5OFZOCnW9PpsryR7N+H31SkN1/LcU2nclpBYP4ECOD5m7O5qtizNH+O7+2XirYrZAv7mVm+Q9RMXp61vyrZg8vOfmQh2W+1Hbt7ovx3y7Klj7Hdz7FG66arbXPU89zTj8r11PL4X1uY7s+1+nWscEPZpRaS649aJ8chgMBoAgTwaE4ctQoBz9p5UA1cpfn5smQvM8v3ZZ7Zy7M03xTjHmWH37CQPGg1nbu3b63MfiAb3GDDz7DQusNq2hv3HPfOiXJ/eHneqRaSu47bxqjHb3Fj2YzeZIxaH8chsB4ECOD1MIsVHINn6SWSisfmFa/fWEhuFaNU9/QMeX+bSzvBQnPwu+iRSvLFTQ9TaJyw+UEIxVnftpDcf6QGpnCQZ+l3Jd2rbGrN+97yBrPZvdmYAhdNIFB5AQK48lM0fwW6X31neTN//mz58h9ZaK36Y99JBTxr/0Gym/Xa8ew4a2wY65nC3k1fIPn7ZLa0haXp02bJVDbYGHV8nqU/lVRuZ2lftNA8YNRzV3vcCjearXnwr7ZWzkNg3gQI4HmbsTmp17P0v3o3Xpl92az5iJhle9Y+b/N3tu5vt0brNaPW4945XO6vGzrewnvNFl4yahvTOs6z9m8lu0XxRsI/bI3WQdNqe1vtbHHDWYQ3H7MYJ30gMGsBAnjW4vQ3cwHP0sskFZtvjLHBhHvnHnLPvz/uv1xdf501W2+b+SDyzO22z5XZjYpx2FFmzZfPqo6hNzG9/uO8CZnVeOkHgVkIEMCzUKaPqAKeda6UvNh+MtNzbCE5bpSC3K/cR94q9l52Lcr9mbbQ+ugo567FMUPfq5v/i1nrzWvRz0pt9u7+zjoXD92A1vXXxnozMqtx0w8CaylAAK+lLm1XQsCzzibJiwcwWHik2cKJoxbmnr5MrqfIuoea7fCtUc9bi+PcO3+T+y7FG4LsRdbY8B9r0c/W2uzdBe7htIEb0VyZPz3mm5JZjp++EJi2AAE8bVHaq5yAZ2n+s6fiyUGLi/tasuMplStyhII8SzdK2lC8kfDHm7Xyxx7O9NW7G9zsS5tvSMs/Gciyh1pzwzdmWgidIbAOBAjgdTCJDGHbAp6l2eaHP7S7e9kOO/x5Hs08SzubnyBl3fuY7ZD/LGnmr95d4abBq+9fWUhuM/NC6BCBORcggOd8Ail/+wKepb75KGs2Z70RyPYrHO2IoTcSaXZL27Dhd6OdOf2jhu4Odx1ljWRmN4RNfzS0iEAcAQI4jju9zkjA/eo95M3ze92ZuVlz6be8M6phWt0seyNxLTO7alptr6Yd98VHSl0za+UPcOCFAAJjChDAY4Jx+HwJuKd3lCvfwCJ/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The second hand on a clock must make 60 small turns to make a full rotation.Project notes
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