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xDMG8CO3OXY3AgdB+CopvQS465Ef8h0KLEfAAF6Os7tsVWBXdxirXAQ8DsLFpPSmrS4x+vcbwA/d4hjfDvkk4Pus8AZ299ePfh48YHUCBnB1LWus4BgvgPw64HuscCK7+481JvAwIdPdvvYvU7+vJhsCu7qXscolwOMhvIeUTtVGgaEKGMBD7Yx13Vcgdp8CXgjhf5LSi4DvNk/kDfjeI/AEYvwU5F8Fbib1sxnxpcCgBQzgQbfH4u4n8DRivB7yUwl8hGn/iqaFDOD19k+6D5N5OYRvkNJhwNebngsPX42AAVxNqyz0boHJyrHkcB6wC8I7SOkdTeq0HsAxng75dGA3Ib+Z6eoVTc6Bh65WwACutnUWTtddRuAYAneR+1eTuK0plVYDOLIfoXs/mb3IfIC+P76pvnvY0QgYwKNpZcMHid1fAPtC+CIp7Tf7a0lNaLQXwJEYb4P8HOB2Uv9bTfTZQ45WwAAebWsbO1jkOYS1r5L7OTJX0fevHr1ASwHcde8n8CoC/0zujybxxdH31wOOXsAAHn2LGztgjKdAPgPoCflMpquXjlaghQCerJxADrNfGdlBOJeU3jXafnqw5gQM4OZa3siBJ93VZF4B4VukdATwldGdfNwB/ExivBbykwl8mGk/++pKXwqMSsAAHlU7Pcz9BH6SGD8N+deBz5L6A0YlNNYAjt3s24leAOGvSem3gf8YVd88jAIbAgawozB+gY4Xs9JdSuYJEC4jpTeM4tBjC+AYL4J8PIHvstqfQM8nR9EnD6HAQwgYwI5GOwIxngP5D4EfEjiVaX9N1YcfSwBPuiPJXAA8BsKfkNJZVffF4hXYpIABvEko3zYigdjdALwUwtdI6WXAP1V5uvoD+OeJ8WOQnw58nNQfUmUfLFqBbQoYwNuE87HqBfbe+I//LwM3kvpZENf1qjmAYzf7Uo2DIfzdxv8E3VkXvtUqsHMBA3jnhq5Qs8Cu7ghWmX205bEQLiSlt1RznBoDOMa3QT4Z+AErnMLu/tpqvC1UgTkLGMBzBnW5SgVivBDya4F/JXMCfX/T4E9SUwB33UEEZp/J/hkI7yWlWQj7UqBpAQO46fZ7+AcIxO7TwAEbH4E5EPj3wSrVEcA/RYy3bHwU7DOkfvaxIl8KKAAYwI6BAg8UeAYxfgjyUwhcx7Q/cpBIQw/gSXcNmcMhfJOUfg/46iAdLUqBQgIGcCF4t61AYLLyWnJ4GxAhnEdK5w+q6qEGcIynQX7z2pdihPwWpqvvHZSbxSgwEAEDeCCNsIwBC3Td+wgctfFFAMeQ+MIgqh1aAEeeS+g+sPGFGFfS968ZhJNFKDBQAQN4oI2xrMEJrLD+tYfPBf6S1O9bvMIhBfB6Lb8JfGHjawJXi/tYgAIDFzCAB94gyxuYQGTfjVve7MvgP0jfH1eswiEEcNddTuBoAneR+9lPB2ZB7EsBBTYhYABvAsm3KPAAgRj/CPKbgN2EfAbT1cuXrlQygCcrx5HDucAuCG8npT9e+vndUIHKBQzgyhto+YUFJt2HyBwG4RukdDjwtaVVVCaAn06M10F+KoHrmfazv93sSwEFtiFgAG8DzUcUuJ/ATxPjzZD3AW4h9S9citCyAzh2NwMHQriDlGZn/LelnNNNFBipgAE80sZ6rAICu7qXssqfAo+HcCkpnbLQKpYVwDG+C/IJwPdY4Q/Y3X98oedycQUaETCAG2m0x1yiQIznbvy+4++zwsns7q9byO6LDuBd3eGsciHwuI3fk33GQs7hogo0KmAAN9p4j70EgdjdCBwE4W9J6SXAv8x118UF8M8S4ycg/wpwE6k/eK51u5gCCqwJGMAOggKLFXgyMf455KcBN5D6Q+e23SICOHYfBQ6B8HVS+h3gW3Or14UUUOA+AgawA6HAMgQm3e+Tmf0qy/8E4QJSOmfH284zgGM8C/KpwP8lcBrT/n/suD4XUECBhxUwgB0QBZYpEOO7IR9H4Dus9sfTc8u2t59HAHccyEp3GZknQriclF6/7Xp8UAEFtiRgAG+JyzcrMCeB2N0KPB/Cl0npBcAPt7zyzgL4McT4WcjPAj5H6vff8v4+oIACOxIwgHfE58MK7EhgH2K8BvKTCFzLtH/VllbbbgBPuqvIHAHh26Q0+6rFO7a0r29WQIG5CBjAc2F0EQV2IDBZOZEczgZWILyVlGYf/Xnk11YDOMaTIZ8JrBLy2UxXL3nkTXyHAgosSsAAXpSs6yqwVYHJ2lf5vRLCnaQ0uw1/+WGX2HwAP4sYr4K8N4GrmfbHbLU036+AAvMXMIDnb+qKCuxE4CeI8fOQnw3cRuqf95CLbSaAY/d5YD8IXyKl2Vr/byfF+awCCsxPwACen6UrKTA/gcj+hO4KMv+VzPvo+9c9YPGHC+Cuew+B1xD4X+T+WBKzv/TlSwEFBiRgAA+oGZaiwANDNp4B+Y3AjwmczrT/73e/58ECeNL9NzLvAB4F4Z2kNPvKQF8KKDBAAQN4gE2xJAUeIDDpridzKIR/IKWXA//AfQP4F4nxI5B/kcBHmfaHqaiAAsMWMICH3R+rU+DeAv+ZGG+C/EzgU8BjN/7lD4AXQfgKKR0E/B/ZFFBg+AIG8PB7ZIUK3FdgV3coq1wM/BcgrwXuCiexu5/9HmdfCihQiYABXEmjLFOBuwXuG8Czf/y/DWDnQ4H6BAzg+npmxe0K+CPodnvvyUcoYACPsKkeaYQC/iWsETbVI7UuYAC3PgGef9gC0Y8hDbtBVqfA9gUM4O3b+aQCixPwF3EsztaVFRiIgAE8kEZYhgIbAv4qSkdBgUYEDOBGGu0xKxDwyxgqaJIlKjA/AQN4fpaupMD2BPw6wu25+ZQClQsYwJU30PKrFtiHGK+B/CQC1zLtZ19BuPnXZr4N6cFWm3RXkTkCwrdJ6Ujgjs1v6jsVUGBeAgbwvCRdR4GtCMRu9u1Ez4fwZVJ6AfDDrTy+9t7tBvD6Ro8hxs9CfhbwOVK//5b39wEFFNiRgAG8Iz4fVmCLAjG+G/JxBL7Dan88PbdscYV73r6zAF5fp+NAVrrLyDwRwuWk9Ppt1+ODCiiwJQEDeEtcvlmBbQpMuleROR94NIQLSOmcba403wDes1qMZ0E+FfgRgdOY9lftuD4XUECBhxUwgB0QBRYr8GRi/HPITwNuIPWHzm27edyA719M7GZf6HAIhK+T0u8A35pbvS6kgAL3ETCAHQgFFiUQuxuBgyD8LSm9BPiXuW61iABeL/BnifETkH8FuInUHzzXul1MAQXWBAxgB0GBeQvEeB7kNwDfZ4WT2d1fN+8t1tZbXACvl7urO5xVLgQeB+EiUnrzQs7hogo0KmAAN9p4j70AgV3dS1nlT4HHQ3gPKc3+THVxr0UH8J7KY7wA8uuA77HCH7C7//jiDuXKCrQjYAC302tPujiBnybGmyHvA9xC6l+4uK3utfKyAvjuIO5uBg6EcAcpzc74b0s5p5soMFIBA3ikjfVYSxKYdB8icxiEb5DS4cDXlrTz4n8E/eAHeToxXgf5qQSuZ9r/3tLO60YKjEzAAB5ZQz3OkgRi/CPIbwJ2E/IZTFcvX9LO92yz7BvwvQ84WTmOHM6d/UkxhLeT0h8v/fxuqEDlAgZw5Q20/CULRPYldB8gsxeZD9L3xy25gmEE8J4quu5yAkcTuIvcH0Pi9mIebqxAZQIGcGUNs9xiAivE7i+A5wJ/Ser3LVbJno1L3oDvf/j1Wn4T+AKp/y1gtbiPBSgwcAEDeOANsrwBCHTd+wgcReCfN255XxhAVaX+DPihjx557sZPB36OzJX0/WsG4WQRCgxUwAAeaGMsawACk5XXksPbZp+4hXAeKc1+leRwXkO6Ad9bJcbTIM8+M5wI+S1MV987HDQrUWA4AgbwcHphJcMReAYxfgjyUwhcx7SffWXf8F5DDeA9UpPuGjKHQ/gmKc3+tvRXh4doRQqUEzCAy9m78xAFYvdp4AAIf01KBwL/PsQy12oaegCvw/0UMd4C+deBz5D63x6sp4UpsGQBA3jJ4G43UIEYL4T8WuBfyZxA39800ErvKauOAF6vt+sOInAp8DMQ3ktKJw/e1wIVWLCAAbxgYJcfuMCu7ghWeRfwWAgXktJbBl5xnQG8p+oY3wZ5Fr4/YIVT2N1fW423hSowZwEDeM6gLleNwN7E+DHIvwzcSOpfVk3ld4fZ2kd/GMRHoraKF7uPAQdD+DtSmtnfudUlfL8CtQsYwLV30Pq3LhC7G4CXQvjaxn/8/2nriwzgiZp+BP3gXD+/8T9BTwc+TuoPGYCqJSiwNAEDeGnUblRcIMZzIP8h8EMCpzLtryle004KqD+A108/6Y4kcwHwGAh/Qkpn7YTFZxWoRcAArqVT1rl9gY4Xs9JdSuYJEC4jpdl39db/GksA7+lEjBdBPp7Ad1ntT6Dnk/U3yRMo8NACBrDTMWaBnyTGT298BOazpP6AUR12bAF8dxB3nwFesPFRsNnHlv5jVH3zMApsCBjAjsI4BSbd1WReAeFbpHQE8JXRHXSsAbzeqGcS47WQn0zgw0z7V46ufx6oeQEDuPkRGBlAjKdAPgPoCflMpquzz56O8zXuAF7v2WTlBHJ46+yTxBDOJaXZR8Z8KTAKAQN4FG30EESeQ+g+SGb2RQBX0fevHr1KCwG8p4ld934Cr9r4QoyjSXxx9P31gKMXMIBH3+IGDrj+NYH7QvgiKe239iUALbxaCuD1fkZivA3yc4DbN772sIVOe8aRChjAI21sE8fqussIHLPxZfCvJnFbE+fec8j2AnhPDO9H6N5PZi8yH6Dvj2+q7x52NAIG8Gha2dBBJivHksN5wC4I7yCldzR0+nuO2moA3/0/IPF0yKcDuwn5zUxXr2hyDjx0tQIGcLWta7LwpxHj9ZCfSuAjTPtXNKnQ+g34/k2fdB8m83II3yClw4CvNz0XHr4aAQO4mlY1XmjsPgW8EMIdpPRi4LuNi9TydYTLatMTiPGTkPcBbib1L1rWxu6jwHYFDODtyvnccgRivADy64DvscKJ7O5nv8Tf10yg9R9BP9gU7OpexiqXAI+H8B5SOtVhUWCoAgbwUDvTel27usNY5SLgcRAuJqU3tU7ygPMbwA89EjG+HfJJwPdZ4Q3s7q93fhQYmoABPLSOWM9exPgJyM8AbiL1B0vyEAIG8COPRuxuBA6C8FVSeglw1yM/5DsUWI6AAbwcZ3fZjMCk+zMyh0D4e1I6FPjHzTzW7HsM4M22/heI8aOQf4nADUz7393sg75PgUUKGMCL1HXtzQnEeCbk04AfEXgj0/7KzT3Y+LsM4K0NwKQ7isw7gUdDOJ+UZr/i0pcCxQQM4GL0bkzkAEJ3BZknkrmCvj9RlS0IGMBbwLrXW7vuEgLHEvgOuT+WxOzbl3wpsHQBA3jp5G64dgOJ8VbIvwF8jtTvr8o2BAzgbaDd65HY3Qo8H8JfkdJsBn+0swV9WoGtCRjAW/Py3TsVmHRXkjkSwrdJafYVc3+z0yWbfd4Ankfrf40Yr4b8JALXMO2PmseirqHAZgQM4M0o+Z6dC0wmJ5FXz1pbKOSzma6+e+eLNr6CATy/AZisvJ4czl6fz5VzmE4vnt/irqTAgwsYwE7G4gVi/CbkvTduGEcvfsNGdjCA59/oydpXWs5+QnMnKT1l/hu4ogL3CBjATsPiBWL8Eik9D/jx4jdraAcDeFHNfhQxfp6Unr2oDVxXgbUftsiggAKVChjAlTbOshVYFzCAnQQFahUwgGvtnHUrYAA7AwpULWAAV90+i1fAG7AzoECtAgZwrZ2zbgW8ATsDClQtYABX3T6LV8AbsDOgQK0CBnCtnbNuBbwBOwMKVC1gAFfdPotXwBuwM6BArQIGcK2ds24FvAE7AwpULWAAV90+i1fAG7AzoECtAgZwrZ2zbgW8ATsDClQtYABX3T6LV8AbsDOgQK0CBnCtnbNuBbwBOwMKVC1gAFfdPotXwBuwM6BArQIGcK2ds24FvAE7AwpULWAAV90+i1fAG7AzoECtAgZwrZ2zbgW8ATsDClQtYABX3T6LV8AbsDOgQK0CBnCtnbNuBbwBOwMKVC1gAFfdPotXwBuwM6BArQIGcK2ds24FvAE7AwpULWAAV90+i1fAG7AzoECtAgZwrZ2zbgW8ATsDClQtYABX3T6LV8AbsDOgQK0CBnCtnbNuBbwBOwMKVC1gAFfdPotXwBuwM6BArQIGcK2ds24FvAE7AwpULWAAV90+i1fAG7AzoECtAgZwrZ2zbgW8ATsDClQtYABX3T6LV8AbsDOgQK0CBnCtnbNuBbwBOwMKVC1gAFfdPotXwBuwM6BArQIGcK2ds24FvAE7AwpULWAAV90+i1fAG7AzoECtAgZwrZ2zbgW8ATsDClQtYABX3T6LV8AbsDOgQK0CBnCtnbNuBbwBOwMKVC1gAFfdPotXwBuwM6BArQIGcK2ds24FvAE7AwpULWAAV90+i1fAG7AzoECtAgZwrZ2zbgW8ATsDClQtYABX3T6LV8AbsDOgQK0CBnCtnbNuBbwBOwMKVC1gAFfdPotXwBuwM6BArQIGcK2ds24FvAE7AwpULWAAV90+i1fAG7AzoECtAgZwrZ2zbgW8ATsDClQtYABX3T6LV8AbsDOgQK0CBnCtnbNuBbwBOwMKVC1gAFfdPotXwBuwM6BArQIxnr9Wekqn1XoE61agZQEDuOXue3YFFFBAgWICBnAxejdWQAEFFGhZwABuufueXQEFFFCgmIABXIzejRVQQAEFWhYwgFvuvmdXQAEFFCgmYAAXo3djBRRQQIGWBQzglrvv2RVQQAEFigkYwMXo3VgBBRRQoGUBA7jl7nt2BRRQQIFiAgZwMXo3VkABBRRoWcAAbrn7nl0BBRRQoJiAAVyM3o0VUEABBVoWMIBb7r5nV0ABBRQoJmAAF6N3YwUUUECBlgUM4Ja779kVUEABBYoJGMDF6N1YAQUUUKBlAQO45e57dgUUUECBYgIGcDF6N1ZAAQUUaFnAAG65+55dAQUUUKCYgAFcjN6NFVBAAQVaFjCAW+6+Z1dAAQUUKCZgABejd2MFFFBAgZYFDOCWu+/ZFVBAAQWKCRjAxejdWAEFFFCgZQEDuOXue3YFFFBAgWICBnAxejdWQAEFFGhZwABuufueXQEFFFCgmIABXIzejRVQQAEFWhYwgFvuvmdXQAEFFCgmYAAXo3djBRRQQIGWBQzglrvv2RVQQAEFigkYwMXo3VgBBRRQoGUBA7jl7nt2BRRQQIFiAgZwMXo3VkABBRRoWcAAbrn7nl0BBRRQoJiAAVyM3o0VUEABBVoWMIBb7r5nV0ABBRQoJmAAF6N3YwUUUECBlgUM4Ja779kVUEABBYoJGMDF6N1YAQUUUKBlAQO45e57dgUUUECBYgIGcDF6N1ZAAQUUaFnAAG65+55dAQUUUKCYgAFcjN6NFVBAAQVaFjCAW+6+Z1dAAQUUKCZgABejd2MFFFBAgZYFDOCWu+/ZFVBAAQWKCRjAxejdWAEFFFCgZQEDuOXue3YFFFBAgWICBnAxejdWQAEFFGhZwABuufueXQEFFFCgmIABXIzejRVQQAEFWhYwgFvuvmdXQAEFFCgmYAAXo3djBRRQQIGWBQzglrvv2RVQQAEFigkYwMXo3VgBBRRQoGUBA7jl7nt2BRRQQIFiAgZwMXo3VkABBRRoWcAAbrn7nl0BBRRQoJiAAVyM3o0VUEABBVoWMIBb7r5nV0ABBRQoJmAAF6N3YwUUUECBlgUM4Ja779kVUEABBYoJGMDF6N1YAQUUUKBlAQO45e57dgUUUECBYgIGcDF6N1ZAAQUUaFnAAG65+55dAQUUUKCYgAFcjN6NFVBAAQVaFjCAW+6+Z1dAAQUUKCZgABejd1a3wk8AAACCSURBVGMFFFBAgZYFDOCWu+/ZFVBAAQWKCRjAxejdWAEFFFCgZQEDuOXue3YFFFBAgWICBnAxejdWQAEFFGhZwABuufueXQEFFFCgmIABXIzejRVQQAEFWhYwgFvuvmdXQAEFFCgmYAAXo3djBRRQQIGWBQzglrvv2RVQQAEFign8fxFgmsNFLPFDAAAAAElFTkSuQmCCScript B.
The second hand on a clock must make 60 small turns to make a full rotation.Project notes
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