01
Counting tones and semitones on an irregular keyboard adds cognitive load before the student can even feel the pattern.
A visual way to learn modal scales
Piano CC starts from what students can already see and feel on piano: white keys, black keys, intersections, and small counting patterns that can be repeated from any root.
Same-color count
Move through keys of the same color and skip the opposite color. This keeps the motion visible and easy to repeat.
Intersection rule
When you cross E-F or B-C, the keyboard itself signals that a color decision is happening.
Formula and cancellation
Modes become compact formulas such as 33, 231, or 222. When a formula CC meets an intersection CC, both cancel and the color stays the same.
Why this method exists
Traditional formulas are valid, but on piano they often force beginners to translate theory into an instrument that does not look uniform.
01
Counting tones and semitones on an irregular keyboard adds cognitive load before the student can even feel the pattern.
02
The E-F and B-C crossings become special cases that many beginners memorize mechanically instead of understanding physically.
03
A visual and tactile entry point can reduce frustration without replacing traditional theory.
What the method sees on the keyboard
Before students think about interval math, they can first see white keys, black keys, and the visible crossings that shape movement on piano.
How the method works
The first version of the method can be understood through three ideas that stay close to the instrument.
MethodMove through keys of the same color and skip the opposite color. This keeps the motion visible and easy to repeat.
When you cross E-F or B-C, the keyboard itself signals that a color decision is happening.
Modes become compact formulas such as 33, 231, or 222. When a formula CC meets an intersection CC, both cancel and the color stays the same.
The learning path in one glance
Start from visible keyboard colors.
Count keys of the same color.
Watch for E-F and B-C intersections.
Apply the formula and CC cancellation.
One short example
C Ionian shows why the method feels simpler on piano than interval counting.
Mode formulas
Once the rule system is clear, the seven modes become compact patterns that are easier to compare and memorize.
Ionian · 33
Dorian · 231
Phrygian · 132
Lydian · 42
Mixolydian · 321
Aeolian · 222
Locrian · 123
Playground roadmap
The interactive playground is still coming, but the teaching logic is being clarified first so the future experience feels precise instead of decorative.
PlaygroundInteractive keyboard rendered on canvas
Guided playback with play, pause, and step controls
Root-note and mode selection
Step-by-step explanation of each color decision