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        <h1>Lewis Carroll</h1>
        pseudonyme Charles L. Dodgson, was born in Daresbury in 1832.
        <br /><br />
        A celebrated intellectual, he is especially known for Alice in Wonderland 
        and Through the Looking Glass. He left many poems including the masterpiece 
        The Hunting of the Snark.  

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        <h1>Lewis Carroll</h1>
        pseudonyme de Charles L. Dodgson, est né à Daresbury en 1832.
        <br /><br />
        Célèbre éducateur, il est surtout connu pour <em>Alice au Pays des Merveilles</em> et 
        <em>De l'autre côté du miroir</em>. Il a laissé de nombreux poèmes dont le magistral 
        <em>La Chasse au Serquin</em>.  

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        <h1>Lewis Carroll</h1>
        <br />
        Es el seudónimo de Ludwig Dobson, quien ha sido profesor de 
        algebra et logica y el mayor representante de la poesía <em>nonsense</em>. A pesar 
        de cuentos filosóficos como <em>Alice in Wonderland</em>, <em>Through the Looking-glass</em> 
        y Sylvie y Bruno, este Socrates para ninas a escrito muchos poemas fantasticos. 
        Elsie Dee se atreve de extraer del quinto canto de <em>The Hunting of the Snark</em>, 
        una canción con un tema matemático.
    
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        <h2>The Butcher's Equation</h2>

        "The thing can be done," said the Butcher, "I think.<br />
        The thing must be done, I am sure.<br />
        The thing shall be done! Bring me paper and ink,<br />
        The best there is time to procure."<br />
        <br />
        The Beaver brought paper, porfolio, pens<br />
	      &nbsp;&nbsp;&nbsp;And ink in unfailing supplies:<br />
        While strange creepy creatures came out of their dens,<br />
	      &nbsp;&nbsp;&nbsp;And watched them with wondering eyes.<br />
        <br />
        So engrossed was the Butcher, he heeded them not,<br />
	      &nbsp;&nbsp;&nbsp;As he wrote with a pen in each hand,<br />
        And explained all the while in a popular style<br />
	      &nbsp;&nbsp;&nbsp;Which the Beaver could well understand.<br />
        <br />
        "Taking Three as the subject to reason about –<br />
	      &nbsp;&nbsp;&nbsp;A convenient number to state –<br />
        We add Seven, and Ten, and then multiply out<br />
	      &nbsp;&nbsp;&nbsp;By One Thousand diminished by Eight.<br />
        <br />
        The result we proceed to divide, as you see,<br />
	      &nbsp;&nbsp;&nbsp;By Nine Hundred and Ninety and Two:<br />
        Then substract Seventeen, and the answer must be<br />
	      &nbsp;&nbsp;&nbsp;Exactly and perfectly true.<br />
        <br />
        The method employed I would gladly explain,<br />
	      &nbsp;&nbsp;&nbsp;While I have it so clear in my head,<br />
        If I had but the time and you had but the brain –<br />
	      &nbsp;&nbsp;&nbsp;But much yet remains to be said.<br />
        <br />
        In one moment I've seen what has hitherto been<br />
	      &nbsp;&nbsp;&nbsp;Enveloped in absolute mystery,<br />
        And without extra charge I will give you at large<br />
	      &nbsp;&nbsp;&nbsp;A Lesson in Natural History."<br />
        <br />

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