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AtgMECBAgACBAgICuAC6kgQIECBAQACbAQIECBAgUEBAABdAV5IAAQIECAhgM0CAAAECBAoICOAC6EoSIECAAAEBbAYIECBAgEABAQFcAF1JAgQIECAggM0AAQIECBAoICCAC6ArSYAAAQIEBLAZIECAAAECBQQEcAF0JQkQIECAgAA2AwQIECBAoICAAC6AriQBAgQIEBDAZoAAAQIECBQQEMAF0JUkQIAAAQIC2AwQIECAAIECAgK4ALqSBAgQIEBAAJsBAgQIECBQQEAAF0BXksC1BG6W5E+S7FIhQGBaAgJ4Wu/ttkMS2Nn5x5nP35Gq+nDa9siQWtMLAQLrFxDA6zdWgcB1BZrmaLI4mSr/MsntMs/fpOseiIoAgekICODpvLWbDkWgro+nymuzyLF03Rv22mrqdyTVB9O2y0D2hwCBCQgI4Ak8sisOSGBn9pAsqqck1bG07b+7Vmd/N019Olm8Pu38WQPqWCsECKxJQACvCdaxBK4j0MyekOTemc2P5er87vUI3Tx1fTqzPCO73b8iSIDAdgsI4O1+X7cbikDTXJksvi1td6z/W8/X39nOzj/JYn46i1yYrnvjUNrXBwECqxcQwKs3dSKBvy1Q169KlS/uw/fqM/I0zR2TxduT6mja9t+f8fM+QIDAKAUE8CifTdMjEfiiNPXJLPJ/0nX3P1DPdX3PVHleZt3RXJ0PHei7PkyAwCgEBPAonkmTIxS46V74pvoPadufOFT/O7OHZpFL0s6PJvnfhzrDlwgQGKyAAB7s02hstAI7O9+a+fxkqsW/Tju//Jzu0cyelFR3TNstF3XYlnVOmL5MYFgCAnhY76GbsQtce8HGbvdzK7lO0zw/Wdw8bffDKznPIQQIDEJAAA/iGTSxFQLXLNg4nq775ZXeaad+dea5Ol33gJWe6zACBIoJCOBi9ApvlcD+go2n9gs2fm0td2vq5d+M/t207U+u5XyHEiCwUQEBvFFuxbZSoJk9Psl9+gUbv7PGO/6dflvWG9LOn7nGOo4mQGADAgJ4A8hKbLFA0zw3WXxH/298/9cGbnqzflvW5bZlbUBbCQJrFBDAa8R19JYL1PUrU+VL+/C9amO3Xf6M4f62rPvblrUxdYUIrFxAAK+c1IETEPjCfsHGn6brLixy36a5Q7J4Z78t69o/6lCkHUUJEDi4gAA+uJlvTFvgq/sFG7+etn1MUYq6vkeq/Ey/Lev6ftyhaHuKEyDw+QUEsAkhcLYCO/mWLJqTyfzlaefPONuvrfVzO7NLssiP9duy/mSttRxOgMBKBQTwSjkdtrUCTXMkWSy3Wz02u/OXDeqezeyJSfXP0nbLlZVn/rGHQTWvGQLTFRDA0317Nz9bgbo+liqvyyLHVr5g42x7ONPnmuZ5yeJrbMs6E5T/O4HhCAjg4byFToYosDO7OIvq0rUu2FjVvev61Xv7og/6y0urqu8cAgQOJCCAD8Tlw5MSuGbBxvFcnQ+O4u7727I+dOhfYBrFJTVJYDsEBPB2vKNbrFrgmgUbx5P8z1Ufv8bzltuyTiWLN53zLzGtsUlHEyCQCGBTQOCzBer6Falyw37Bxt+MEGi5LetUZnlWVvWLTCNE0DKBoQsI4KG/kP42KfAF/YKNP0/X3W+ThVdea/mbxPvbsh6YrnvDys93IAEC5ywggM+Z0AFbIvBV/YKN96RtH70Vd9r/beJ3JdWRtK1tWVvxqC6xTQICeJte010OJ3BevjnzvQUbr0w7f/rhDhnot/Z/o/iF/basdf5S00ABtEVguAICeLhvo7NNCDTN9/YLNh6f3flLN1Fy4zX2fqs4D++3ZW3iF5s2fkUFCYxRQACP8dX0vBqBur57qpzsF2y8fjWHDvSUZvaEpPr+flvW5n65aaAc2iIwBAEBPIRX0MPmBXZmD86ielq/YOPfbr6BAhWb5spk8XVpu7sWqK4kAQKfJSCAjcT0BJrZ45LZBZm1x0azYGNVr1TXr0rS2pa1KlDnEDi8gAA+vJ1vjlGgaZ6TLG7T/xvfMS3YWJ12U78tqT5sW9bqSJ1E4DACAvgwar4zToHxL9hYlfsXpalPJ4tfGczPKq7qZs4hMCIBATyix9LqoQW2Z8HGoQmu88WbpmlOpZpfMbifV1zdHZ1EYNACAnjQz6O5FQh8esHGe9O2j1rBedtzxE6+NYv6VBa5aLA/s7g92m5C4DoCAthQbK/A3oKN2Ykkr047f9r2XvQcbtY0R5LFu/ttWb92Dif5KgECBxQQwAcE8/GRCDTN7fsFG0/M7vwlI+m6TJt1fSxVXpRZdyRXx7asMq+g6gQFBPAEH33rr1zXd+sXbNwjXXdy6++7igvuzC7OIo9IOz+SxLasVZg6g8AZBASwEdkugZ3ZRVlUz+gXbJzersut+TbN7PFJ9YP9tqwx/gzjmoEcT2C1AgJ4tZ5OKynQzB6bzC5M1R7Lbj5QspXR1m6a5yaLW6Tt7jLaO2icwEgEBPBIHkqbZxBomiuSxW37BRt/zOscBOr6lUnm6boLz+EUXyVAwH8FbQa2XqCuX54qN+rD91Nbf99NXLCp35pUH0nbPmYT5dQgMEUB/wl4iq++PXc+P029/DWjT6TrLtieaw3iJl/Yb8t6s21Zg3gPTWyhgADewkedyJVushe+qd5nwcbaXvyr0zSnU82fs7W/lbw2OgcTOLOAAD6zkU8MTeC8fFPms+U/L7JgY91vs5NvyaI+nUUenK7b7t9MXrel8wl8loAANhLjErBgY/Pvtb8t61S/LWsav528eWUVJygggCf46KO98jULNu6ZrluumPRnUwL727Je3G/L+uCmyqpDYJsFBPA2v+423W1/wcbl/YKNU9t0tdHcZWf24CzyqH5b1jR/S3k0j6XRMQgI4DG80tR7bGY/lUX1gMxmx7K7+9tT5yh6/2b2uKS6c9puubLStqyij6H42AUE8NhfcNv7b5pnJ4vv7v+N7x9t+3VHcb+meU6yuFXa7odG0a8mCQxUQAAP9GG0laSufz5VvqIP379mMiCBun7FXjddd78BdaUVAqMSEMCjeq7JNHtev2Djk+m6+07m1mO7aFO/Jan+IG376LG1rl8CQxAQwEN4BT1cW+Ar+wUb70/bPhLNoAW+oN+W9da086cPulPNERiggAAe4KNMtqXz8o/6BRuvSTu/bLIO47r4V6WZnU6V59qWNa6H0215AQFc/g10sBRomtsli5OpFk/O7vzFUEYkcF6+OfO9bVkX25Y1onfTanEBAVz8CTSQuv4XqbL8UYUfsWBjpPPQNN+bLE4n1dG07emR3kLbBDYqIIA3yq3YdQR26gdlkWdasLEFs1HXd0+Vl6bqjmQ3H9iCG7kCgbUKCOC18jr88wpYsLF9A7K3LWv26LTtclHHH2/fBd2IwOoEBPDqLJ10EIFrFmwcT/I/DvJVnx24QDN7bFLdpd+W9amBd6s9AsUEBHAx+gkX3l+wceN+wcZfTVhie6/eNFcki29I2915ey/pZgTOTUAAn5ufbx9MYLlg40QW+ct03X0O9lWfHp1AXb88ySxdd8HoetcwgQ0ICOANICuxJ3DjfsHGb6VtH8FkIgJN/eak+lja9lETubFrEjhrAQF81lQ+eGiB8/IP+wUbr007v/TQ5/jiGAXO77dlvT3t/GljvICeCaxLQACvS9a5+wJN8z39go2nZHf+IiyTFLhJvy3redmdv2SSAi5N4HoEBLCxWJ9AXf/zfsHGvdN1r1tfIScPXuC8fFO/LeuSdN3JwferQQIbEBDAG0CeZImd+oFZ5Nn9go13T9LApf+2QNPcvt+WdQfbsgwHgUQAm4L1CDTNu1It/nt2uwetp4BTRylQ13dLlZel6o5mN789yjtomsCKBATwiiAdcx2BG6aZnUqVV2R3/jw+BD4jsDO7KIvZY9K2R5P8ERkCUxUQwFN9+U3c+/zcKl19Kos8Ll336k2UVGMkAvvbsu7ab8v665F0rU0CKxUQwCvldNh1BJrmNsliGcJ3T9e9nRCBzwjsb8v6xrTdnagQmKKAAJ7iq2/6znV951R5XarZkezuvm/T5dUbsMByLWnSpOvuO+AutUZgLQICeC2sDr2OQF0v1xFemqY7kqvyMUIErvlPwvWvJNUfpm0fSYXAlAQE8JReu/Rdd2aPzCL3TTtf/lTdJ0q3o/5gBJY7wk8ni3emnV82mK40QmDNAgJ4zcCO/yyBZnZZUt06bXcHNgSuJXCzNPUHUnffnqvyUTIEpiAggKfwykO7Y12/OLPcILvdPYbWmn6KCHzF3g91LPKRdN1FRTpQlEABAQFcAF3JJDv1iczzZ+m6S3hMWOC8/IP+hzpOpJ0/ZcISrj5BAQE8wUcfzJWb+lSyeE/a+RMG05NGNifQNN/d/1DHZdmdv3BzhVUiMAwBATyMd5hqFzfofyXnldmdXzlVhEneu65/OFVOZJEL0nWvnaSBS09eQABPfgQKA5yfW6arT2eRx6frXlW4G+U3IVDXD0iV5/Y/1PGuTZRUg8AQBQTwEF9laj3t7Nw6i/lyW9bxdN3bpnb9Sd23mf1kFtXFmc2OZXf3tyZ1d5cl8FkCAthIDEOgru+099vB+9uy3juMpnSxUoGmuTxZHE3bHU/y31Z6tsMIjFBAAI/w0ba25bq+b6o8LfXetiz/FnSbHrqufy5VbtqH719s09XchcBhBQTwYeV8bz0C+9uyLui3ZX18PUWcukGBJk19IlU+ld3u3husqxSBwQsI4ME/0QQbbGaXJtV3pu2Wvxfrz3gFlgs2ln/T+QPpuoeP9xo6J7AeAQG8HlennqtAXb8os3xZdvf+90J/xiZwXr6xX7Dx+rTznx5b+/olsAkBAbwJZTUOJ7BTvy7zfDxd95DDHeBbRQSa5rv6BRtPz+78BUV6UJTACAQE8AgeadItNvW7k+q9aVvbssYwCHV9172/zb7I/dJ1vziGlvVIoJSAAC4lr+7ZCiy3ZZ1KlVfZlnW2ZIU+V9f3T5Urk+p42vZXC3WhLIHRCAjg0TzVhBs9P7dIu/y92DwxXffKCUsM9+rN7CeyqC7pF2z85nAb1RmB4QgI4OG8hU4+n8DOzndkMV+urLxHuu6tsAYksLdgY36HtPNjFmwM6F20MngBATz4J9LgZwTq+gdT5fVJdTRt+x4yAxCo65elys37BRufHEBHWiAwGgEBPJqn0uieQF3fJ1Wenro7mqvyB1SKCdT9go2rstvdq1gXChMYsYAAHvHjTbb1ndkjssiF/basP5+sQ7mLf3m/YON30nUPK9eGygTGLSCAx/1+0+1+f1vWbdN2R6aLUODm+ws2TiT5ZQs2CvgruVUCAnirnnNil1luy6pyo7Td8i//+LNugaa5bb9g4/Lszn9m3eWcT2DbBQTwtr/wtt9vf1vWJ9J1F2/7VYver67v0i/YuH+67jVFe1GcwJYICOAtechJX6Op/01S/Uba9vGTdljX5ev6wlR5fr9g453rKuNcAlMTEMBTe/HtvO+X7m3LSn4h7fy523nFQrdqZo/JonpoZrPj2d19f6EulCWwlQICeCufdYKX2t+WtQzhJ9mWtaL3b5pnJPM7pp0vf5HqD1d0qmMIEOgFBLBR2B6B/W1Zp7LIPW3LOsdn3V+w8TX9X3CzYOMcOX2dwPUJCGBzsV0Cdf0DqfKGpDpiW9ahnnaWpj6ZKldnt/uRQ53gSwQInJWAAD4rJh8alUBd/2iqXN5vy/r9UfVettkb9Qs2PpSu+7GyrahOYPsFBPD2v/E0b7gz+/Escv+086NJ/myaCAe49Xn5hn7BxhvTzp98gG/6KAEChxQQwIeE87URCDSzpybVd6XtliG8GEHHZVrcX7BxItXimRZslHkCVacpIICn+e7TuXVd/2yqfLltWZ/jyev6h/oFGw+wYGM6/2/hpsMQEMDDeAddrFNgp/6lzPPJdN2D11lmdGfX9f1S5QVZ5Hi67h2j61/DBEYuIIBH/oDaP0uB/W1Z70/bPu4sv7HdH2tmj86ieli/YOM3tvuybkdgmAICeJjvoqvVC3xJmtnpJK9JO3/O6o8f0YlN8/Rk/n39go3/OqLOtUpgqwQE8FY9p8ucQeDrU9fLEH5yuu4Vk9Sq65emytem7Zbbrf7fJA1cmsBABATwQB5CGxsS2Nn59n5b1r3SdW/ZUNUhlKn6BRttdrt7DqEhPRCYuoAAnvoETPH++9uy3thvy/pPEyD4sr3wXeTD6bqHTuC+rkhgFAICeBTPpMmVC+xvy3pm6u5Irsr2bss6P38/3exkkjelnT9p5Y4OJEDg0AIC+NB0vjh6gZ3Zw7PIA9POj2zltqym+c5+wcazszt//ujfywUIbJmAAN6yB3WdAwo0s6ck1fek7ZYhvD3bsvYXbJzIIg9K1/3CAVV8nACBDQgI4A0gKzFwgbp+YarcOG1394F3enbt1fUFqfKzWeSYBRtnR+ZTBEoICOAS6moOT2Cnfm3m+YvRb8tqZo/KovrxzGbHsrtrwcbwJk1HBD4jIIANA4FPCzT1u5LqN0e7LatpnpbMf6BfsPExD0uAwLAFBPCw30d3mxX44n5b1mvTzq/YbOlzrFbXL0mVr+8XbHziHE/zdQIENiAggDeArMSoBL6u35b1lHTdy0fR+fLf+FbpLNgYxWtpkoD/CtoMEPicAjs735bF/HQWuXe67s0Dlrphv2Dj9yzYGPAraY3A5xDwn4CNBoHrE2ia708Wb0qqo2nbXx8c0vm5Vb9g481p508cXH8aIkDgjAIC+IxEPjBZgbq+d6o8K7PuaK7ORwbj0DS3SRYnUy2uyO78eYPpSyMECBxIQAAfiMuHJydwzbaso0n+tPj96/rOqbLc63xRuu7VxfvRAAEChxYQwIem88XJCOxvy7pdvy1rXuze1yzYOJ6ue3uxPhQmQGAlAgJ4JYwO2XqB/W1ZX5m2u1uRu+4v2HhEv2DjfUV6UJQAgZUKCOCVcjpsqwX2t2X9Zbruoo3es2kuS+Z3Sj0/lqtiwcZG8RUjsD4BAbw+Wydvo0BT/2pS/ee07WM3cr26fnGq3DJtdyyJBRsbQVeEwGYEBPBmnFXZHoHltqxTSX5p7duyduoTe7/QtNvdY3v43IQAgU8LCGCzQODgAsttWcsQfuqatmXdoF+w8fvpuksO3p5vECAwBgEBPIZX0uPwBHZ2/mm/LetHV7ot6/zcsl+w8RYLNob37DoisEoBAbxKTWdNS6Bpvi9ZvLnflvUfz/nyOzu3zmK+XLDxHAs2zlnTAQQGLyCAB/9EGhy0QF3fK1Wu6Ldl/d6he63rO/ULNi5O173q0Of4IgECoxEQwKN5Ko0OVmBn9rC9zVTtfLkt6/8euM+6vm+qvDiLLBdsvO3A3/cFAgRGKSCAR/lsmh6cQDP76aS6fdpuGcLdWfe3M3tkUj0ymR3P7u57z/p7PkiAwOgFBPDon9AFBiNQ1y9IlZuc9basZnZZkuWCjeO5Kh8dzD00QoDARgQE8EaYFZmMwE79i5nnr9J1D/q8d95fsHGrfsHGxyfj46IECHxGQAAbBgKrFtjflvVf0rY/db1H7y/YSHa746su7TwCBMYjIIDH81Y6HY/A30szO53kdWnnz75W28sFGyeyyEfTdQ8Zz3V0SoDAOgQE8DpUnUkg+drU9TKEL03X/XzOzy36BRtvSzt/AiACBAgIYDNAYF0Cn96WlerSVIuHJYsrszu/cl3lnEuAwLgEBPC43ku3YxPY25aVJ2exeIkFG2N7PP0SWK+AAF6vr9MJECBAgMD1Cghgg0GAAAECBAoICOAC6EoSIECAAAEBbAYIECBAgEABAQFcAF1JAgQIECAggM0AAQIECBAoICCAC6ArSYAAAQIEBLAZIECAAAECBQQEcAF0JQkQIECAgAA2AwQIECBAoICAAC6AriQBAgQIEBDAZoAAAQIECBQQEMAF0JUkQIAAAQIC2AwQIECAAIECAgK4ALqSBAgQIEBAAJsBAgQIECBQQEAAF0BXkgABAgQICGAzQIAAAQIECggI4ALoShIgQIAAAQFsBggQIECAQAEBAVwAXUkCBAgQICCAzQABAgQIECggIIALoCtJgAABAgQEsBkgQIAAAQIFBARwAXQlCRAgQICAADYDBAgQIECggIAALoCuJAECBAgQEMBmgAABAgQIFBAQwAXQlSRAgAABAgLYDBAgQIAAgQICArgAupIECBAgQEAAmwECBAgQIFBAQAAXQFeSAAECBAgIYDNAgAABAgQKCAjgAuhKEiBAgAABAWwGCBAgQIBAAQEBXABdSQIECBAgIIDNAAECBAgQKCDw/wEZHyW0syWDegAAAABJRU5ErkJggg==Script 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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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