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Numpad keys are distinct from the top row.\n\nNotes (polyphonic)\n\nTop row: q 2 w 3 e r 5 t 6 y 7 u i 9 o 0 p ´ ¿\n\nLower rows: < a z s x c f v g b h n m k , l . - {\nHold multiple keys to stack notes.\n\nGlobal Transpose (± semitones)\n\n/ → down 1 semitone\n\n* → up 1 semitone\n(±24 semitone range; active notes re-tune live.)\n\nPitch-Bend (hold to glide; release returns smoothly)\n\nNumpad 7 cycles four bend behaviors:\n\nContinuous (classic wheel; not scale-locked)\n\nNumpad − = −1 whole tone\n\nNumpad + = +1 whole tone\n\nNumpad 0 = −½ tone\n\nNumpad . = +½ tone\n\nDegree Targets (inside current scale)\n\nNumpad 0 / . = − / + 2 degrees\n\nNumpad − / + = − / + 4 degrees\n\nChord Color (inside current scale)\n\nNumpad 0 / . = − / + 1 degree\n\nNumpad − / + = − / + 3 degrees\n\nQuantized Glide (inside current scale)\n\nNumpad 0 / . = step −/+ 1 in the scale-offset ladder\n\nNumpad − / + = step −/+ 2 in the scale-offset ladder\n(Glides move smoothly but land exactly on scale tones.)\n\nBend Speed: Numpad 4 slower, Numpad 5 faster.\nNote Attack: Numpad 1 shorter (snappier), Numpad 2 longer (blended).\n\nScale Selection\n\nNumpad 8 → cycle the active scale.\nAll scale-aware bends (modes 2–4) and note-fit logic adapt instantly.\n\nNote Fit Modes (out-of-scale behavior)\n\nNumpad 9 cycles:\n\nNormal — everything plays\n\nBlock — out-of-scale notes are muted\n\nSnap — out-of-scale notes are remapped to the nearest in-scale pitch\n\nWaveform\n\nClick the canvas → cycle sine → square → triangle → sawtooth.\n\nConsole Feedback\n\nWhen you press 7 / 8 / 9 / 4 / 5 / 1 / 2, Posey logs the current bend mode, scale, note-fit mode, bend speed, or attack in the browser console (pitch-bend keys themselves stay quiet).\n\nScale Library (cycled by Numpad 8)\n\nMajor & Modes: Ionian (Major), Lydian, Mixolydian, Dorian, Phrygian, Aeolian (Natural Minor), Locrian\nMinor Families: Harmonic Minor, Melodic Minor (Asc/Desc)\nPentatonic & Blues: Pentatonic Major/Minor, Blues Pent. 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