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Steven Pinker -- How the Mind Works - Hampshire High Italian ...

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The Meaning of Life 533separating <strong>the</strong> music into bars. Each bar contains four beats, allocatedamong <strong>the</strong> different notes, with <strong>the</strong> first beat getting <strong>the</strong> strongestemphasis, <strong>the</strong> third beat an intermediate emphasis, and <strong>the</strong> second andfourth beats remaining weak. The metrical structure in this example isillustrated by <strong>the</strong> columns of dots under <strong>the</strong> notes. Each column correspondsto one tick of a metronome. The more dots in a column, <strong>the</strong>stronger <strong>the</strong> accent on that note.The third representation is a reductional structure. It dissects <strong>the</strong>melody into essential parts and ornaments. The ornaments are strippedoff and <strong>the</strong> essential parts fur<strong>the</strong>r dissected into even more essentialparts and ornaments on <strong>the</strong>m. The reduction continues until <strong>the</strong> melodyis reduced to a bare skeleton of a few prominent notes. Here is "ThisLand" boiled down first to half tones, <strong>the</strong>n to four whole tones, <strong>the</strong>n toonly two whole tones.i^^JJ r ifrTrrJ J irrTrjJriJU JW J J irf ii|* r irrTf J iffT r f NU J J iff i° n• nThe whole passage is basically a fancy way of getting from C to B. Wehear <strong>the</strong> reductional structure of a melody in <strong>the</strong> chords of <strong>the</strong> rhythmguitar line. We also hear it when <strong>the</strong> band accompanying a tap dancerplays one of <strong>the</strong> stanzas in stop time, striking a single note in place of anentire line of music so that <strong>the</strong> tapping is easier to hear. And we sense itwhen we recognize variations of a piece in classical music or jazz. Theskeleton of <strong>the</strong> melody is conserved while <strong>the</strong> ornaments differ from variationto variation.Jackendoff and Lerdahl propose that <strong>the</strong>re are in fact two ways thatmelodies may be dissected into simpler and simpler skeletons. I haveshown you <strong>the</strong> first way, <strong>the</strong> time-span reduction, which lines up with<strong>the</strong> grouping and metrical structures and designates some of <strong>the</strong> groupsand beats as ornaments on o<strong>the</strong>rs. Jackendoff and Lerdahl call <strong>the</strong> secondone a prolongation reduction. It captures <strong>the</strong> sense of musical flowacross phrases, <strong>the</strong> buildup and release of tension within longer andlonger passages over <strong>the</strong> course of <strong>the</strong> piece, culminating in a feeling of

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