Minimum Saxophone Technical Proficiency
A saxophonist may be said to have good technique when he plays with a beautiful sound regardless of the circumstance. This is the qualitative measure. All other considerations such as rhythmic accuracy and evenness, pitch and intonation accuracy, velocity, range, dynamics, variety of articulation, etc., are quantitative measures. A saxophonist may play with an agreeable tone and still sound bad. This is because a good tone, while a beginning, isnt enough. In addition to timbre, the performer must meet some minimal quantitative standards before a qualitative judgment can be rendered. Which quantitative goals are essential? Given a good tone, the following:
1. Rhythmic accuracy and evenness
2. Pitch accuracy and intonation
If you can consistently generate a good tone, on one pitch, when you want, stable and in tune, then you have good technique. Expanding your technique then becomes a matter of transferring this skill to every other note, in any order, in any range, with any articulation, at any velocity or dynamic with or without vibrato. This takes time, discipline and patience. The Course of Study and the Saxophone Technical Proficiency chart in this handbook are the first drops in a lifetime of work spent building and replenishing a reservoir of good technique. They are outlines and therefore represent the bare minimum. By meeting the standards represented in the Saxophone Technical Proficiency chart you are achieving the averagea grade of C. Many of your peers in this region and around the nation, with whom you will compete for jobs, will have more technique; some will have less. You were admitted to the Saxophone Program at the University of Alabama with the belief that you would perform better than average. Its your life, your career, and your choice.
All of the tempo indications in the Saxophone Technical Proficiency chart below represent the quarter-note pulse while executing the chosen scale, scale-study or arpeggio in sixteenth-notes. Arpeggios will be executed in triplet subdivisions in addition to sixteenth-note subdivisions of the count. It is assumed that in a natural progression toward achieving these goals the student will practice all scales and scale studies at the level of the eighth-note and eighth-note triplet and, therefore be able to execute equally well on demand these subdivisions.
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Level/ Semester |
Major Scales |
Minor Scales |
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Level 1 |
100 |
80 |
3rds on Major Scales |
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Level 2 |
120 |
92 |
60 |
3rds on Harmonic minor Scales |
4ths on Major and Harmonic minor Scales |
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Level 3 |
126 |
112 |
80 |
72 |
60 |
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Level 4 |
132 |
120 |
92 |
80 |
72 |
5ths on Major and Harmonic minor Scales |
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Level 5 |
138 |
132 |
108 |
108 |
92 |
60 |
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Level 6 |
144 |
138 |
116 |
116 |
108 |
72 |
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Level 7 |
152 |
152 |
132 |
132 |
120 |
92 |
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Level 8 |
160 |
160 |
138 |
138 |
126 |
100 |
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Level 9 |
168 |
168 |
144 |
144 |
132 |
104 |
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Level 10 |
176 |
176 |
152 |
152 |
138 |
108 |
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Level 11 |
184 |
184 |
160 |
160 |
144 |
112 |
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Level 12 |
192 |
192 |
168 |
168 |
152 |
116 |
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etceteras |
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Arpeggios in triplets and sixteenths for each level in major and minor |
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Overtone Studies
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Altissimo scales |
Pitch Studies: |
Unisons and octaves to a sounding source Perfect 4ths and 5ths to a sounding source Arpeggios to a sounding source |
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