Piano Power deals with fundamental problems encountered by pianists—problems that can persist for the duration of one's life if not corrected—and provides unique and logical methods for solving them. Piano Power's clear and common sense approach will enable you to:• Identify the specific fingers on either hand that are not up to par.• Get beyond the technical plateau that you have reached.• Improve your technique while decreasing your practice time.• Improve your technique away from the keyboard.• Understand that technique is primarily a function of the extensor muscles.• Understand the relationship between technique and synchronization.• Avoid injury while practicing.• Save money and time by eliminating the guesswork usually associated with learning the piano.• Enjoy the piano more and more with each day that passes.
• Identify the specific fingers on either hand that are not up to par.
A detailed analysis of the movements of the hand has enabled me to arrive at these important conclusions:• A powerful relationship exists' between the strength of the extensor muscles and the ease with which we are able to play at the keyboard.• The method of placing a muscle under tension for manageable periods of time— utilized by physical therapists and occupational therapists to enhance a patient's ability to perform a specific physical task with a minimum of stress—may be safely employed by pianists to improve their technical ability at the keyboard.
The manner in which information is presented in Piano Power was inspired by the writings of the ancient Greek geometer, Euclid. An initial theorem is presented and then validated with a proof. New theorems are then formulated based on the knowledge gained from prior theorems. Therefore, in order to gain a complete understanding of Piano Power, I urge you to read the chapters in the order in which they are presented.I regret that the information contained within Piano Power was not available to me twenty years ago. My hope is that Piano Power will shed important
Chapter 1THEOREMSIn mathematics, a theorem is a statement that can be proved either "true" or "false" by a chain of reasoning. Two types of proofs employed by mathematicians are the Direct Proof and the Indirect Proof:• A Direct Proof assumes that a theorem is true and then sets out to directly prove the truth of that theorem.• An Indirect Proof, on the other hand, assumes that a theorem is true. However, in the midst of the proof a contradiction to the theorem is found, thus nullifying the validity of he original theorem.It is important to note that only ONE contradiction is needed to disprove any theorem, thus nulifying its validity. Additionally, a theorem that is considered to be true must hold for ALL cases.Here is an example of a Direct Proof:THEOREM: TWO apples grouped together with another TWO apples results in a group of FOUR apples.PROOF: Take two apples and place them on a table. Do the same with two other apples. There are four apples when you count them all.Here is an example of an Indirect Proof:THEOREM: TWO apples grouped together with THREE apples results in a group of FOUR apples.PROOF: Take two apples and group them with three other apples. Now count them. (Notice, we are in the midst of the proof.) In counting them we find that the sum is 5...a contradiction!By contradicting the theorem, our conclusion is not necessarily that (2 + 3) apples equals 5 apples, but that (2 + 3) apples is not equal to 4 apples. Remember, we are concerned with proving or disproving the original theorem.
Following are a few of the important ideas and concepts that I am now able to relate to my students based on the valuable information presented in this book:• Identify for the student the specific fingers on either hand that are not up to par.• Explain how to improve the ability of these particular fingers and how long it might take to bring the fingers to their full development.• Explain methods of practicing that optimize the student's time.• Explain the logic behind these practice methods.
THEOREMS CONTRADICTEDWithin the nonscientific world of the musician, theories are often confidently asserted without a shred of evidence to support them. Following are some of the theories that have gained acceptance in musical circles over the years. Perhaps we can find some contradictions.
THEOREM: If you feel the music the technique will just follow.PROOF: There are many people who, for whatever reason, operate on a purely intellectual plane and do have trouble feeling things. However, a powerful emotional response to sound is no guarantee that a person's fingers will be capable of expressing those emotions. The inference here, is that the person proposing the theorem has reached a sublime level reserved for a select few, and that others have along way to go in developing their sensitivity to music. My favorite response to those who espouse this theorem is as follows: "If you feel the music so deeply, then turn your hands upside down with your palms facing upward and play the piece with the same facility as if you played normally. After all, you just have to feel the music. Let it just flow..." Another contradictory response: "Why can I sing or whistle this passage comfortably at the same time that I have difficulty executing it at the piano?" Not having or being in touch with feeling would prevent me from singing the passage well. (Contradiction)
THEOREM: Sit higher.PROOF: Glen Gould and Vladimir Horowitz sat relatively low. I think most people would acknowledge that they were great keyboard technicians. (Contradiction)THEOREM: Sit Lower.PROOF: There are many great pianists who sit high...Arthur Rubinstein and Erroll Gamer to name a couple. (Contradiction)
THEOREM: Practice scales, arpeggios etc...PROOF: These methods are not the most efficient technique builders by any means, consider how many times the fourth finger is played in a two-octave scale. I count FOUR times. Consider how many times the fifth finger is played in a C major arpeggio. I count ONE time. In the arpeggios and scales of the flat keys, // never plays. (Contradiction by my own experience and the experience of many other students who have diligently practiced their scales and arpeggios without noticeable improvement.)
THEOREM: Your fingers do not lift while playing a passage.PROOF: If this is true, then each of your finger tips should remain in contact with the surface of its respective key while playing the example below. However, it is impossible to precisely articulate the individual notes of the passage playing in this manner. The only remaining alternative is to lift each finger before it descends. (Contradiction)
THEOREM: The articulation of the notes in a passage is produced by the transference of arm weight from note to note aided by the rotational motion of the wrist and the "larger muscles" of your arms and shoulders.PROOF: Try using what are referred to as the larger muscles of your arms and shoulders to assist you in the realization of the above example. Do whatever you like...make circular motions with your wrist, pronate your wrist (as if you are turning a key to lock or unlock a door), swing your elbows in and out, lean forward with your upper torso. ..but do not move your fingers up or down. The notes of the above passage are not being cleanly articulated as I do this. My thumb and fifth finger are playing very sloppily, while my second, third and fourth fingers remain fixed at the bottom of their respective keys. (Contradiction)Another contradiction; I am effortlessly playing the above passage solely with my fingers. The individual notes are cleanly articulated. Additionally, 1 am grasping my right wrist with my left hand to prevent any interference from the "larger muscles" mentioned above. I am also leaning against the back of my chair as I do this.CONCLUSIONRotational motion of the wrist and the use of the “larger muscles” of thearm and shoulder have a negligible effect on the precise articulation ofthe individual notes of a passage.NOTEThe above conclusion is not intended to discourage the use of wrist, arms, shoulders and “larger muscles” while playing. Its purpose is to merely demonstrate the limitations of their use.
THEOREM: Music and technique cannot be separated.PROOF: Suppose that a composer has completed an extended piece for a huge xylophone which she has invented. Instead of using light mallets, the new instrument requires the use of ten-pound mallets to produce an optimum sound. She is familiar with two percussionists who are virtuosos on the traditional xylophone and must select one of them on short notice to premiere her piece. One man is a competitive weightlifter while the other man rarely exercises and is considerably weaker. Although weightlifting has nothing to do with music, it is logical to conclude that the stronger man—through his ability to manage the ten-pound mallets with relative ease—will produce a more controlled and technically polished performance than the weaker man. (Contradiction)
THEOREM: Play with curved fingers.PROOF: Horowitz played with relatively flat fingers much of the time. (Contradiction)THEOREM: Play with flat fingers.PROOF: When I saw Charles Rosen perform many years ago he played with extremely curved fingers. Bach is known to have played with curved fingers. (Contradiction)
THEOREM: When you practice scales you should be able to put a coin on the top of your hand and play in such a way that the coin remains there for the duration of the scale. PROOF: If you have not yet developed finger independence it is likely that holding your hand in this manner will feel extremely awkward, leading to a stiffening of the entire forearm at the elbow. Due to a lack of finger independence, many beginners (out of necessity) will tend to forcibly drop their wrist on each note that they play—a perfectly normal reaction that would certainly send a coin flying. Unfortunately, this theorem puts the cart before the horse. It is only after one has developed finger independence that a certain stillness of the hand is likely to appear as one plays scales. As we will see, muscular development leads to finger independence. Stillness of one's hand does not. (Contradiction)
THEOREM: Short people are better pianists than tall people because short people are more coordinated than tall people,PROOF: To my knowledge, the claim that "short people are more coordinated than tall people" has never been scientifically proven. Extremely coordinated individuals exist within "short" populations as well as "tall" populations. Many great soccer and baseball players are short while some of the most coordinated people on earth are members of the United States' N.B.A. where the average basketball player is 6*6" tall. If large random samples of short and tall people were taken, they would most likely result in two normal distributions reflecting the fact that the majority of both populations were of average coordination with a small percentage of both populations above average and a small percentage of both populations below average. (Contradiction)
THEOREM: Playing legato builds technique.PROOF: I played legato over a five year period with no noticeable improvement in my technical ability. (Contradiction)
THEOREM: Piano technique has nothing to do with the development or strengthening of muscles. Rather, the ability to play a piece or passage with physical ease is due to the proper coordination of opposing muscles.PROOF: The ability to perform any task is based on the coordination of muscles. However, kinesiologists—medical professionals who are experts in the science of human motion—maintain that coordination is dependent upon, and is enhanced by the proper development of muscles. Here are some examples demonstrating this fact:• An American League pitcher, capable of throwing a 95-mile-per-hour fastball, attempts the new task of throwing a heavier ball at the same speed. Although he understands how to coordinate the task of throwing a 95-mile-per-hour fastball, his muscles are not strong enough to coordinate the new task with the heavier ball.• A woman capable of performing the task of walking bends incorrectly while lifting a heavy object and severely pulls a muscle in her back. The woman can no longer walk and must rest until the muscle can once again support the coordinated movements of that particular task.• A stone mason capable of breaking 20 pieces of stone per hour with a sledge hammer attempts the new task of breaking 40 pieces per hour. He understands how to coordinate the new task through his experience of working at the faster rate for short periods of time. However, over a period of an hour he is incapable of coordinating the new task because of the incapacitating muscular fatigue that develops.• A pianist capable of playing a physically demanding piece at half speed attempts the new task of playing the piece up to speed. She understands how to coordinate the new task through her experience of playing sections of the piece which are shorter in duration—up to speed. However, she is incapable of coordinating the new task for the duration of the entire piece because of the incapacitating muscular fatigue that develops.
This is a comedy of errors.
"I could go on and on. However, I think I have made my point. People simply are not in agree¬ment as to how to teach technique and most theorems can easily be contradicted. So where does this leave us? I hope you will read on.'
Bernhard, for once i think you're too fast here:
We shall see...
The most important lesson I have learnt about the piano and piano playing is this:"You don't press the keys with your fingers, but with your mind. You do not play the music with your hands, you play it with your heart." How much does a key weigh? You don't really need to lift weights and work out to build up your muscles. How fast do you want to play? Flutter your fingers as fast as you can and thats as fast as you could possibly ever need to play. Technique is a matter of coordination and mental dexterity, and clear knowledge of what you set out to do. Thats all it is.
How much does a key weigh?
How fast do you want to play? Flutter your fingers as fast as you can and thats as fast as you could possibly ever need to play.
That just reads the same to me, even though you aren't necessarily wrong with what you mean. Perhaps when he isn't wrong [which he isn't in every case and I doubt many would Until I meet someone who can say "No, like this" I may as well play the piano with my mind - but how so? Obviously my mind is moving my fingers to type this message, but I'm conscious of my fingers pressing the keys to make letters, not of "typing with my mind" - that's ultimately true and perhaps poetic, but nevertheless, unless I'm missing some aspect you can explain that will teach me how to type with my mind controlling each muscle consciously also completely irrelevant.
Actually there you give me the perfect analogy. The fact is, you never type while thinking of the movement of typing, but of what you want to say. You are thinking of the subject of which you are typing and the actual act of typing is completely subordinated to this, so you are in fact "typing with your mind". Once you know where the keys are (really and completely know), you never EVER thing again about the actual movement and physical effort of typing (unless you have to use some seldom used character).
Try it. Switch to a dvorak layout and think about what you want to say and, unless you've used dvorak I suspect you'll realise what you learnt at 17 was "how to type on a qwerty layout" not "how to type" per se and you won't be able to ignore that keyboard until the new layout is learnt. You might even find learning it more difficult than it was originally because you need to learn it which is something you probably accepted when you didn't think you could type but is harder if you think you can.
Another example, people read a maths book and understand it, and then when they try the exercises they realise they now have to actually understand it and then if they want to explain it to someone else [teaching for example] then they have to really understand it. That's 3 times they had to learn the same thing that they understood when they first read it
Whereas, concentrating on what they want to write isn't an issue. I can think what I want to say a lot quicker than I can type it, indeed a lot quicker than I can say it or write it too.
I have met people of a different background that clearly could type faster than they could think.
Likewise in piano playing, one needs to know the locations of the notes on the keys, the keyboard geography, and the basic way to move at the piano. But this should take very little time (like two or three days working 30 minutes per day). After that, one should dive into music, and learn on an “as-needed” basis.If it is taking longer than that, then you must change approaches.