printed musical note page

Practice fewer notes

I can’t remember where I picked up this tip, but it has been a game-changer in how I practice technically-challenging passages. (If you know a source, please let me know!)

The idea is this: practice only as many notes as you can keep in your head. So, if I’m practicing an unfamiliar passage, and can only memorize the first 3-5 notes at a glance, that’s the size of chunk I should practice.

If the music has an obvious or familiar pattern, such as a common scale or arpeggio, I might be able to memorize more of it at a glance, so I can practice a larger chunk. Or, as I get increasingly familiar with the piece, I might be able to hold more of it in my memory at once, and can graduate to longer passages.

It’s tempting to practice in larger chunks, but start smaller at first to really develop your muscle memory. Gradually build to larger segments as you are able to store them in your short-term memory.

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    I teach a small woodwind studio at a small university. That means that sometimes especially talented and hardworking students find they don’t have a lot of competition for ensemble placements, awards, and other things. Here’s what I suggest to students in that position, who want to stay motivated and challenged but have bumped up against the ceiling in terms of those typical measures of achievement.

    photo, Brad.K
    • Find inspiration (and some friendly competition) at conferences, festivals, or “clarinet days” (or whatever). Surround yourself by like-minded achievers. Going to a national/international conference can be expensive and disruptive to your semester, but is probably worth it if you can make it work. If not, consider regional events that happen within a few hours’ drive and often over a weekend.
    • Listen to music every day. Spend a few hours scouring a store, library, or online music service for players and repertoire for you instrument that you aren’t familiar with. Cue them up into a playlist so you can listen for five minutes while you get situated in a practice room or walk between classes. Form opinions about them. Next level: add to this some daily listening of music not for your instrument, something completely unfamiliar. Think outside the Western world, too.
    • Record yourself often. Listen back and take notes (the note-taking is important). What do you find embarrassing or unsatisfactory about it? Ask your teacher and see what other resources you can find for ideas on fixing the problem. Keep adding to your list of things to improve, and re-prioritizing as you do improve them.
    • Seek out opportunities that take you outside your comfort zone. Consider entering a competition or taking an audition (even one you know you won’t win), starting a chamber group, tackling repertoire that scares you, joining a rock band, or something else that musicians you admire do, but that seems a little scary and hard.
    • Think about the things you are doing that you feel you have maxed out—maybe you’re first chair in all your ensembles, you’re getting straight As in your lessons, you have won the top scholarship. Now ask yourself: what would it take to really surprise everybody at the next audition, lesson, etc.? What would set a new standard? What would people still be talking about years from now? What would multiply your achievement by two, or ten?

    Have other ideas? Please share in the comments section.

  • How are you going to improve this?

    I’ve blogged previously about getting my students to give more than pat answers about how they think their playing sounds:

    It’s an ongoing battle to get my students to listen more deeply than that. Was the articulation “not good” because it started with air noise instead of tone? Because it was accompanied by an unwanted percussive sound? Was the articulation technique perfect but you failed to follow the composer’s markings? Or was it something else?

    The next step is getting students to make a clear, actionable plan to improve. That conversation often goes like this:

    Me: Okay, what are you going to do to improve that aspect of your—

    Student [rolling eyes]: Practice.

    Me: Well, obviously. But how are you going to prac—

    Student [sighing]: Keep practicing until I get it right.

    Me: No, I mean what specific practice tech—

    Student [through clenched teeth]: Use a metronome.

    In other words, the “plan” is usually to suffer for a few hours in the practice room, and maybe, against all odds, emerge with the problem magically fixed.

    But practicing without a plan rarely produces the desired results. I’m much more optimistic about the student’s success if they can tell me something like: “Well, I need to slow this way down, slow enough that I can get it exactly right, and use the metronome to make sure I’m not rushing. When I can play this passage with the correct articulations 10 times in a row without mistakes, then I’ll inch the metronome up by a couple of clicks and try again.” That’s a clear commitment to a tried-and-true method. It will probably be a much more productive and satisfying practice session, which means the student is more likely to put in some more good hours the next day.

    Less-experienced students might have a smaller repertoire of practice techniques, and I consider it a lesson-time priority to teach them more of those techniques. Trial and error in the practice room will help them refine these techniques, and determine which ones are most effective for them.

    Productive practicing requires identifying an area to improve, selecting a technique (or series of techniques) to apply to it, evaluating progress, adjusting the practice technique as needed, and noting what does and doesn’t work for future practice sessions.

  • Did I play that “right?”

    Sometimes my beginner students will play something for me, then ask, “Was that right?” What they generally seem to mean is something like, “Did I use the correct fingerings in the correct order?” A student who is slightly more advanced might ask the same question, but also wonder whether the rhythms were “correct.” A student farther along than that might take into consideration things like accurate observance of marked articulations and dynamics.

    Setting aside creative concerns and looking only at technical matters, when is a student’s playing “right?”

    I try to impress upon my advancing students that execution of musical passages isn’t really about “right” or “wrong,” but rather about degrees of rightness. To borrow an idea from manufacturing or engineering, we might think in terms of tolerances.

    In other words, for a beginner, a half-note rhythm might be “right” if the half notes are roughly twice the length of quarter notes, and a pitch of “D” might be “right” if it is closer to D than it is to D-flat or D-sharp. For a somewhat more advanced student, it might not be “right” until the rhythms can be played without wandering too far afield of a metronome and the pitches trigger the “in tune” light on a cheap electric tuner. For an even more advanced student, those tolerances wouldn’t be fine enough—we might expect the rhythmic ratios to be accurate to within a few percent, and the pitches to be accurate within so many cents.

    photo, Lewis Meyer
    photo, Lewis Meyer

    At the highest levels of musical technique, we question what tolerances are accurate enough for our audiences, or for someone with even more finely-tuned ears—a conductor, perhaps, or an audition panel, or collaborating musicians, or a record producer. Are my rhythms “right” when they are within a tolerance of a hundredth of a second? A thousandth? A ten-thousandth? Who will hear the difference if my pitches are within a tolerance of ten cents? Five cents? The more I think about it, the more I’m certain I can never really be satisfied, because as my execution gets more accurate, my ears get less tolerant.

    If your ears are currently “tolerating” your level of accuracy when you play, it may be time to listen more closely and critically. Don’t be satisfied with “right”—go for more right.

  • Basic tuplet math

    A young music student with some basic competencies might be comfortable with these kinds of rhythms:
    tuplet-mathBut these are a little trickier to pull off well:

    tuplet-math-1 tuplet-math-2

    Divisions of the pulse into twos and threes is simple enough conceptually, but in most cases we really learn those kinds of rhythms better by ear—we just learn what eighth notes or triplet eighths sound like against a quarter note pulse. A division of the pulse into fourths, like sixteenth notes against a quarter note pulse, is something that could ostensibly be derived: you could start from a duple subdivision, then make the mental shift to hearing the subdivided pulse as the new pulse, then subdivide that. But the quadruple subdivision is common enough that I think most of us ultimately learn to play it by ear, too.

    The quarter- and half-note triplets in the first two bars of the example above are a little harder to place accurately, I think, because the “extra” pulses are hard to ignore. If I can somehow mentally block out the pulses (audible or implied) on beats two and four in the first measure, then I’m playing three notes per pulse again, and that’s really no different than, say, eighth-note triplets in 4/4. Same thing for the second bar: if I can tune out the pulses on beats two, three, and four, then I’m just playing that same triple subdivision.

    One approach to this problem is to simply learn the less-familiar subdivision by ear. Music notation software is the perfect tool for this; with a little skill you can usually enter rhythms as complex as you like, and hear them played back with the utmost precision against a pulse of your choice. But here are a couple of other useful tricks.

    Trick #1: Subdivide long-duration triplets

    To play triplets against a duple or quadruple pulse, you can derive them from triplets played against a single pulse. For example, this rhythm…

    tuplet-math-1

    …can be derived in this way:

    tuplet-math-3

    Trick #2: Approximate complex tuplets with duple/triple subdivisions

    “Tuplets” that are prime numbers greater than three can be difficult to audiate on the fly. But in many cases (not all cases) there is some room for complex tuplets to be somewhat less than perfectly even. For example, a composer might write a scalar “run” that contains a certain collection of pitches that doesn’t divide neatly into the number of beats allotted, and use a tuplet to make them fit into the score in a legible way. In such a case, it might be appropriate for the run to accelerate or decelerate a bit. If so, the tuplet can be reimagined as a series of duple, triple, or quadruple subdivisions.

    This, for instance…

    tuplet-math-2…could be approached like this (with a slight acceleration effect on each tuplet)…

    tuplet-math-4…or like this (with a slight deceleration effect on each triplet:

    tuplet-math-5Rewriting the rhythms into duple/triple/quadruple subdivisions of the pulse makes it easier to practice these rhythms methodically and consistently with a metronome, and allows for some anchoring which ran really solidify longer runs. Even if the intention is eventually to play the tuplet with more exact evenness, practicing them this way can help to shore up technique in the early stages.

  • Why I don’t list my equipment

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    For today’s Stupid Microsoft Office Trick, we will be teaching Excel how to sort musical instruments into score order. This has lots of uses for musicians and music educators:

    • Inventories of instruments, sheet music, CD’s, you name it
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    I’ll show you three easy steps to make this happen. I’m using Excel 2007 and Windows Vista, but I believe this feature exists in earlier versions of Excel as well. You are on your own for the exact details, unless someone cares to share in the comments section. Read More “MS Excel music hack: Sort musical instruments by score order”

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