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AJ7m3KgaAQSGFCCAh9Rl7UqAAOYoIIAAArwFzRnwIEAAe0BnSwQQCFyAV8CBDyiO8gjgOOZIFwgg0KcAAdynJmvtIEAAczQQQAAB3oLmDHgQIIA9oLMlAggELsAr4MAHFEd5BHAcc6QLBBDoU4AA7lOTtXgLmjOAAAII1BQggGtCcVkXAV4Bd9Hj3noCWfYJleVJkr5b74YEr5pl35HR9xLsPMSWjZy5jaSPSboqxAKTrCkvToytbwI4tomG2I+1ByTN5dz/qizvGGKJ3mua2YWM+5qkwnstKRdQ6jjJzLX6L6O7SDLfTJkjqN4J4KDGQTFTErD2XBn3CK3+y2bOVZ4/akrlD17rzF6qvDhB0r7B92KD6wrMZm+T3K9KTnLmHTJ6pPLiFEnnwIXAUAK8Ah5KlnUPLZBlF8uYO0g6oKJ4uqTXQyWJAPZ1DH5T1r5a0q4feYdmZh0B7Gsk6exLAKcz65A6PUbWXiKjG0juO8rLG4dUnJdaCODx2WfZtyVztJyuVFEcL+mya4oggMefR4I7EsAJDj2YlnfrhcrtXjln5fQpleXdg6lt7EII4PHEs+yTMrqbjCk0K/Zqv158nc0J4PHmkfBOBHDCww+mdWs/IONOlEwpk71Bi8VvBVPbWIUQwMNLz+d/K1c+WXKZnDlfRbH8zfxD/xDAw8+DHTZ/148fBIIQmGVfkcwt5bRfRfFISecFUdcYRRDAQyo/VNa+XUa7JfdV5eWt1m5GAK8l4oLuAgRwd0NW6Ffg3rL2gzK6vuS+pry8Rb/LB7oaATzMYGbZPsncXE4/UFE8qPrb3vV7EcDrjbiiswAB3JmQBQYRmM/PlCufUb1d+BEVxf0H2SeURQngfidh7Ydl3P2qjzVepcXimY02IIAbcXFxOwECuJ0bd40lYO1/yrgTJFMoK16hA3ruWFuPug8B3A/3Lr1cpX22tPzFPvNRFcV9Wi1MALdi46ZmAgRwMy+u9iUwy74hmZvK6fvVf1Qv8lXKIPsSwF1Z76zV/6zpSMl9U3l5s04LEsCd+Li5ngABXM+Jq8IQeLSsPVtGR8i4L2lR3jaMsnqoggBujzjPvrj67manq1UUp0p6a/vFqjsJ4M6ELLBegABeb8QVoQnM538vVz6h+trA96ooHhpaiY3rIYAbk8na82TcQ1Zfb2qyc7RY/HrzRXa4gwDujZKFdhYggDkd0xXIss/ImDvLKNe8eIF+qDMm2wwBXH9019NztLAvkdNMzl2ksrxL/ZtrXkkA14Tisi4CBHAXPe4NQ2D5KD+Zo+TK76lwx0raH0ZhDaoggOtg7ZY1X5fJbii5y5WXR9e5qdU1BHArNm5qJkAAN/Pi6nAFnilr/6x67OH/qCx/KtxSD1EZAXz4cWXZZ2XMnSQtVBR/IOnMQedLAA/Ky+KbAgQwJyEuAWvfJeNOrj4XfIsWi8dNokEC+NBjms//Ua58TPV5/7tVFL88yjwJ4FGYU9+EAE79BMTa/zz7vJw5Xm712MOnSDo76FYJ4O3jOVXWvk5Gu2TcJVqUtx91fgTwqNypbkYApzr5NPq+taz9jIx+THKXKS9vEmzbBPDB0cyyb0nmGDldpaJY/oLVl0efGwE8OnmKGxLAKU49tZ5360+V2+dXjz28UGV5r+AICGApyz4ho3tWjwk8Xfv1J97mRAB7o09pYwI4pWmn3uvqIQ/ugdX3A79Wi8XTgiFJOYDn89fIlb9dfe/3BdVDE/yOhgD265/I7gRwIoOmzWsJzLKvSuY4Of1QRfFLks737pNmAJ8oa/9FRteT3KXKy1t6n8NWAQRwMKOIuRACOObp0tvhBB4oa99T/cd/n/LyOK9cqQXwLLtUMreo/ifoYZIu8Oq/fXMCOKhxxFoMARzrZOmrnsB8/mq58qnV25//pqJ4YL0be74qlQC29gIZ94DqY4CztFg8vWfJfpYjgPtxZJXDChDAHBAElgJZ9nFlulf12MOX64BeMCpM7AG8Sy9RaZ+7ekxgqU+oLH96VN+mmxHATcW4voUAAdwCjVsiFphl35TMTao/gbm7pEtG6TbeAD5e1n6y+lOwbykvbzqKZ9dNCOCugtxfQ4AAroHEJckJPEHW/l31JRBf0KI8fnCBGAN4nl0iZ25XfRnKb0g6Z3DHvjYggPuSZJ3DCBDAHA8EdhKYz98sVz62+hrE96goTh4MK6YAtvbdMu5h1deB/pMWi8cP5jbUwgTwULKsey0BApjjgMA6gR99EMBzJP3lulsa//s4AvhZsnb5SMi5nJveAzGuPTQCuPER5obmAgRwczPuSFNgJmsuqx6F913l5VG9Mkw9gGfZ5ZK5UfVIyGMk5b36jL0YATy2eJL7EcBJjp2mOwg8W9a+TFo9DP6zKss7d1jr4K1TDeAsu0jGLB/9mKso/kjSK3rx8L0IAex7AknsTwAnMWaa7F3A2n+VcQ+tPud8sxaLUzrtMbUAns//Qa58fPX5+Hkqil/s1H9oNxPAoU0kynoI4CjHSlOjCcyzL8iZ28rpahXFqZLe2mrv6QTwo2Xt2TI6QsZ9UYvydq36Df0mAjj0CUVRHwEcxRhpwrPAHWXt8kk+R0qu3d+6TiGAD/6N9PdVFMsnSl3s2X247Qng4WxZ+RoBApjDgEBfArt0ukr7nNW3PTnzMRXFCbWXDjmArf2ojLt39S1hZ+iAnl+7r6leSABPdXKTqpsAntS4KHYSAtZ+SMbdv/q+41dpsXjm2rpDDOD5/Ey58hnV92R/WEXxs2v7iOUCAjiWSQbdBwEc9HgobtICs2yfZG4upx+oKE6S9B879hNWAP+MrP2AjK4vua8pL28x6Tm0KZ4AbqPGPQ0FCOCGYFyOQEOBB8vad8po92GfeRtKAB98VvJ+FcXDJb2vYb9xXE4AxzHHwLsggAMfEOVFIjCfnyVXPqV6O/f86hXxweZ8B/DqFa87sXrb/HVaLJ4aiXy7Ngjgdm7c1UiAAG7ExcUIdBTIsuWTge4mYwrNitO0X6etVvQVwLv1IuX2RXLLXxzTp1SWyydA8UMAcwZGECCAR0BmCwSuIzDLLpPMjeV0pYrijprZjytf/db0vpG0jpW1F8voBpL7tvJy+fWR/GwJEMCchREECOARkNkCgR0EniRrz1o99nD5VY55cZtRAnie/Z+cuX31mMDlW81vZELbBAhgjsQIAgTwCMhsgcBhBWazt0nu1yTn5Mw/qygeOYiYtW+Xcb+y+vpMmXOV548aZJ8YFiWAY5hi8D0QwMGPiAKTEFh+Bly6/TLmeEkLFcXyb4f/pqfef0fWnlk9JvBileVP9rRuvMsQwPHONqDOCOCAhkEpCQsc/CWsK2TNpTLZj0vucuXl0Z1UZtl3JHOUXHmFCnecpKs6rZfKzQRwKpP22icB7JWfzRGoBLb/FvRuPV+5PU1u9djD/1ZZ3q2RVZZ9SsbcVUa5ZsWLtF+nN7o/9YsJ4NRPwCj9E8CjMLMJAmsEdvozJGvfJ+NOkoyTyc7WYvGkw640n79RrjxVckbOfEBF8WDsWwgQwC3QuKWpAAHcVIzrERhCYN3fAc+zL8mZW1ePPXyMpHduK+PhsvYt1WMCv6xFufyNan7aChDAbeW4r4EAAdwAi0sRGExgXQBvbnwPWfvh6juav6G8PHb1T2fZ1yVzs+o7p+8v6b8GqzOVhQngVCbttU8C2Cs/myNQCdQL4M2L53qFnP291WMPVz+mkCleqYWejWdPAgRwT5AsczgBApjzgUAIAk0CeKveWVYs01cyb5cpNrTQJ0NoJYoaCOAoxhh6EwRw6BOivjQE2gXw5RXOiyWzRzJnKc83JF2ZBtqAXRLAA+Ky9JYAAcxZQCAEgS4BnJdHSbqprN0jo0fLuA0tyleF0NZkayCAJzu6KRVOAE9pWtQar0D3AN60mc/vK1fukXQjyWwoz98TL9qAnRHAA+KyNK+AOQMIhCTQVwBv9WTtKTJmj4z7mLJiQ1fr4pDaDb4WAjj4EcVQIK+AY5giPUxfoO8A3hKZZS+UzF7Jna683Ctp+Ytb/KwTIIDXCfHvexAggHtAZAkEOgsMFcCbhd1m9fmwdJKkDRXFGzrXG/sCBHDsEw6iPwI4iDFQRPICwwbwJu9sdqLklkFcVp8PfzB5950ACGCOxggCBPAIyGyBwFqBMQJ4q4i5fYqc9srpPBXF8s+WvrK2vtQuIIBTm7iXfglgL+xsisA2gTEDeHPrXZrN9kjuDyW3obx8CTO5lgABzHEYQYAAHgGZLRBYKzB+AG/F8J3k7B45dw85s/x8+M1ra03hAgI4hSl775EA9j4CCkBg+fmsvVR5cYKkfbU9ZtnmN2FtfhFHtx9rT5bR8rekvyWT7dVi8dFuC078bgJ44gOcRvkE8DTmRJWxC/gO4C3fefa7cmb5+fA5KoplIH87dvpD9kcAJzn2sZsmgMcWZz8EDiUQSgBv1nZDzWbLvx1+cvW1ln+e3NAI4ORG7qNhAtiHOnsisF0grADerG4+v6fc8ss73K2qz4ffkczgCOBkRu2zUQLYpz57I7AlEGIAb9Vm7aNk3F7JfE5ZsVcH9OnoB0cARz/iEBokgEOYAjUgEHIAX/M/Cdlzq8ce/rXyfPn58A+iHRwBHO1oQ2qMAA5pGtSSrsAUAnhzOsfK2r0yekT1+fBrohwaARzlWENrigAObSLUk6bAdAJ4cz6z2f2k5dvSOnL1sIc8f29UgyOAoxpnqM0QwKFOhrrSEphaAB/8fPiJkpbfL/3v1Z8tfT6KwRHAUYwx9CYI4NAnRH1pCEw1gA9+Prxn8/Nhd5rycvn90m7SgyOAJz2+qRRPAE9lUtQZt8DUA3hzOrdbfT4sPUDSXhXFmyY7NAJ4sqObUuEE8JSmRa3xCsQRwFufDz+4euzh1dXnwx+a3OAI4MmNbIoFE8BTnBo1xycQUwBvTWeePVXO7JHTu6rHHtb/nmvfEyaAfU8gif0J4CTGTJPBC8QYwJvo16see/is1W9N5+XLgp/FskACeBJjmnqRBPDUJ0j9cQjEG8Cb89mlu1SPPbzL6mEPRfGWoAdHAAc9nliKI4BjmSR9TFsg9gDemo61D5dxy9+Y3ieTbWix+HiQgyOAgxxLbEURwLFNlH6mKZBKAG9NZ549a/X5sMyblOfLP1vafLZxKD8EcCiTiLoOAjjq8dLcZARSC+DNwRxdfT78xNXDHhblK4OZFwEczChiLoQAjnm69DYdgTQDeHM+8/m95crlt2kdK6cNFcW7vA+OAPY+ghQKIIBTmDI9hi+QcgBvTcfax64+Hzbm0zLFhg7oIm+DI4C90ae0MQGc0rTpNVwBAvjgbGbZ86rHHv5F9fnw/tEHRwCPTp7ihgRwilOn5/AECODtMzlO1u6R0cky2tCieO2oQyOAR+VOdTMCONXJ03dYAgTwoecxmz2g+lrLXZLZUJ6/f5TBEcCjMKe+CQGc+gmg/zAECODDz8HaJ60e8CB9sPpayy8MOjgCeFBeFt8UIIA5CQiEIEAA15lCplm2/NvhF0puQ3l5Wp2bWl1DALdi46ZmAgRwMy+uRmAYAQK4vusR+gmVdo9K3Vda/dnS2fVvrnklAVwTisu6CBDAXfS4F4G+BAjg5pKz2S9Unw9fVX0+/JHmi+xwBwHcGyUL7SxAAHM6EAhBgABuP4V59rTVAx6czq0+H/56+8WqOwngzoQssF6AAF5vxBUIDC9AAHc1PrL6WstnVJ8Pn9FpQQK4Ex831xMggOs5cRUCwwoQwP347tJdVdq9kruDnFl+Pvy2VgsTwK3YuKmZAAHczIurERhGgADu19XaR6we8CDzpeqxhxc22oAAbsTFxe0ECOB2btyFQL8CBHC/nlurzbPfX30+LPM65fny74ivqLURAVyLiYu6CRDA3fy4G4F+BAjgfhwPvcoxsnavjB4n4za0KP9q7WYE8FoiLuguQAB3N2QFBLoLEMDdDdetMJ/fR65cvgq+cfXYw3fveAsBvE6Tf9+DAAHcAyJLINBZgADuTFh7AWsfv/p82JgLlRV7dbU+d517CeDanFzYXoAAbm/HnQj0J0AA92dZd6VZ9sfVYw/PqD4fXlxzKwFcV5HrOggQwB3wuBWB3gQI4N4oGy50q9Xnw9JDVg97KIrXr+4ngBsycnkbAQK4jRr3INC3AAHct2iz9WazB0nLP1taPqBm+VvT7nzlxSmSzmm2EFcjUF+AAK5vxZUIDCcws1dI7ixJVzbY5HnVtS9tcA+XHk7AmXtK+jkZ3ZAA5qgMLUAADy3M+gjUEZjZ90vugjqXXusaArghWM3LM0nPU14eUfN6LkOglQAB3IqNmxAIQGCWXb6qIi+PCqAaSkAAgYYCBHBDMC5HIBgBAjiYUVAIAm0ECOA2atyDQAgCBHAIU6AGBFoLEMCt6bgRAc8CBLDnAbA9At0ECOBuftyNgD8BAtifPTsj0IMAAdwDIksg4EWAAPbCzqYI9CVAAPclyToIjC1AAI8tzn4I9CpAAPfKyWIIjChAAI+IzVYI9C9AAPdvyooIjCNAAI/jzC4IDCRAAA8Ey7IIDC5AAA9OzAYIDClAAA+py9oIDClAAA+py9oIDC5AAA9OzAYIDCRAAA8Ey7IIjCNAAI/jzC4I9C9AAPdvyooIjChAAI+IzVYI9CpAAPfKyWIIjC1AAI8tzn4I9CVAAPclyToIeBEggL2wsykCPQgQwD0gsgQC/gQIYH/27IxANwECuJsfdyPgWYAA9jwAtkegtQAB3JqOGxEIQYAADmEK1IBAGwECuI0a9yAQjAABHMwoKASBhgIEcEMwLkcgLAECOKx5UA0C9QUI4PpWXIlAgAIEcIBDoSQEagkQwLWYuAiBUAUI4FAnQ10IrBMggNcJ8e8RCFqAAA56PBSHwGEECGCOBwKTFiCAJz0+ik9agABOevw0P30BAnj6M6SDVAUI4FQnT9+RCBDAkQySNhIUIIATHDotxyRAAMc0TXpJS4AATmvedBudAAEc3UhpKBkBAjiZUdNonAIEcJxzpasUBAjgFKZMjxELEMARD5fWIhcggCMfMO3FLkAAxz5h+otXgACOd7Z0loQAAZzEmGkySgECOMqx0lQ6AgRwOrOm09gECODYJko/iQkQwIkNnHYjEiCAIxomraQoQACnOHV6jkOAAI5jjnSRrAABnOzoaXzyAgTw5EdIA2kLEMBpz5/upyxAAE95etSOgAhgDgECUxUggKc6OepGYCVAAHMQEJiqAAE81clRNwIEMGcAgUkLEMCTHh/FI8ArYM4AAlMVIICnOjnqRoBXwJwBBCYtQABPenwUjwCvgDkDCExVgACe6uSoGwFeAXMGEJi0AAE86fFRPAK8AuYMIDBVAQJ4qpOjbgR4BcwZQGDSAgTwpMdH8QjwCpgzgMBUBQjgqU6OuhHgFTBnAIFJCxDAkx4fxSPAK2DOAAJTFbD2/FXpRXHiVFugbgRSFiCAU54+vSOAAAIIeBMggL3RszECCCCAQMoCBHDK06d3BBBAAAFvAgSwN3o2RgABBBBIWYAATnn69I4AAggg4E2AAPZGz8YIIIAAAikLEMApT5/eEUAAAQS8CRDA3ujZGAEEEEAgZQECOOXp0zsCCCCAgDcBAtgbPRsjgAACCKQsQACnPH16RwABBBDwJkAAe6NnYwQQQACBlAUI4JSnT+8IIIAAAt4ECGBv9GyMAAIIIJCyAAGc8vTpHQEEEEDAmwAB7I2ejRFAAAEEUhYggFOePr0jgAACCHgTIIC90bMxAggggEDKAgRwytOndwQQQAABbwIEsDd6NkYAAQQQSFmAAE55+vSOAAIIIOBNgAD2Rs/GCCCAAAIpCxDAKU+f3hFAAAEEvAkQwN7o2RgBBBBAIGUBAjjl6dM7AggggIA3AQLYGz0bI4AAAgikLEAApzx9ekcAAQQQ8CZAAHujZ2MEEEAAgZQFCOCUp0/vCCCAAALeBAhgb/RsjAACCCCQsgABnPL06R0BBBBAwJsAAeyNno0RQAABBFIWIIBTnj69I4AAAgh4EyCAvdGzMQIIIIBAygIEcMrTp3cEEEAAAW8CBLA3ejZGAAEEEEhZgABOefr0jgACCCDgTYAA9kbPxggggAACKQsQwClPn94RQAABBLwJEMDe6NkYAQQQQCBlAQI45enTOwIIIICANwEC2Bs9GyOAAAIIpCxAAKc8fXpHAAEEEPAmQAB7o2djBBBAAIGUBQjglKdP7wgggC8d3G8AAAG+SURBVAAC3gQIYG/0bIwAAgggkLIAAZzy9OkdAQQQQMCbAAHsjZ6NEUAAAQRSFiCAU54+vSOAAAIIeBMggL3RszECCCCAQMoCBHDK06d3BBBAAAFvAgSwN3o2RgABBBBIWYAATnn69I4AAggg4E2AAPZGz8YIIIAAAikLEMApT5/eEUAAAQS8CRDA3ujZGAEEEEAgZQECOOXp0zsCCCCAgDcBAtgbPRsjgAACCKQsQACnPH16RwABBBDwJkAAe6NnYwQQQACBlAUI4JSnT+8IIIAAAt4ECGBv9GyMAAIIIJCyAAGc8vTpHQEEEEDAmwAB7I2ejRFAAAEEUhYggFOePr0jgAACCHgTIIC90bMxAggggEDKAgRwytOndwQQQAABbwIEsDd6NkYAAQQQSFmAAE55+vSOAAIIIOBNgAD2Rs/GCCCAAAIpCxDAKU+f3hFAAAEEvAkQwN7o2RgBBBBAIGUBAjjl6dM7AggggIA3AQLYGz0bI4AAAgikLEAApzx9ekcAAQQQ8CZAAHujZ2MEEEAAgZQFCOCUp0/vCCCAAALeBAhgb/RsjAACCCCQsgABnPL06R0BBBBAwJvA/wNBkkrwi9tYugAAAABJRU5ErkJggg==Script B.
The second hand on a clock must make 60 small turns to make a full rotation.Project notes
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