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  • nosirrah Songs 1 (A - K)
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    • Kepler's Laws
  • nosirrah Songs 2 (L - Z)
    • Ladies in Girdles
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  • nosirrah Songs (Spiritual Unity et al)
    • 8th Spiritual Unity Gathering
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  • nosirrah Songs (the IH years)
    • Brown
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    • Dear Kindly Samuel Dimmick
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    • Eternal Triangle
    • Introduction
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    • Victoria
  • Mnemonics Greek Myths
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  • nosirrah Songs (Incest)
    • Buggery Blues
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  • nosirrah Songs (Kids)
    • Fairy O'Mairey
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  • About
  • Mnemonics Natural World
    • Beaufort Scale
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    • Ten Highest Mountains
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  • nosirrah Cryptic Solver's Manual
    • Introduction
    • Starting Off
    • A Curate's Egg
    • What a Clanger!
    • What is a Cryptic Clue?
    • Rules for Cryptic Clues
    • Types of Cryptic Clues
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    • Foreign Languages
    • A Bad Cryptic Clue
    • Revision
    • An Example Solve
    • Vagaries of English
    • More Clues
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  • Ladies in Girdles 2
Kepler's Laws (Tune - Generic Gilbert and Sullivan)
At the start of our story In an observatory Through a telescope once Kepler looked You could tell by his sigh And the gleam in his eye That astronomy had him quite hooked From then he would rumble And rave on and mumble Whenever you stopped for a chat How watching the sun an' its Various planets Had finally convinced him that By measuring angles With slight computation (Using such wangles As multiplication) He could pinpoint the spot they'd be at We laughed at him, we laughed at him We said that he was rather dim And yet he didn't make a fuss Just quoted from Copernicus He kept on observing The planets go swerving The jibes that we threw he ignored All books that existed (Though some were unlisted) Through everything written he pored On graphs he was sotted And points that he plotted Once his work had begun Multiplied and divided Until he decided To publish his rule number one 'I now know the reasons Why we have eclipses And also the seasons Is paths are ellipses With one focus being the sun' 'Hooray for me, hooray for me My second law comes easily The areas swept out you'll find Are equal for an equal time' Oh how were stunned By this German rotund Whose mathematical genius shone For he said to the prince Who received him at Linz 'There is still much more work to be done' He studied for hours The various powers Until one day travelling through France He said 'I now see Such ideal symmetry That it could not arise just by chance If you look at the square Of the time periodic Its proportional pair (Oh, that sounds so melodic) Is the cube of the sun’s mean distance' These laws by observation proved How Earth and all its neighbours moved But still the reason did nonplus Till Newton invented the Calculus D over DX

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