Beethoven vs Touch Tonnetz

Historic Recording with Flowing Sheet Music SyncScore provides a new way of enjoying classic compositions. You can listen to the music with the score flows in a synchronized timing. Carefully hand-picked, high quality classic recordings. Album Information Beethoven Complete Violin Sonatas - 33 Tracks Performer : Jascha Heifetz(Vi.), Emanuel Bay (Pf.), Brooks Smith (Pf.) Length : 3 hours 23 minutes Track Information 1. Sonata No. 1 in D, Op. 12, No. 1: Alegro con brio Tema con variazioni 2. Sonata No. 1 in D, Op. 12, No. 1: Terma: Andante con moto with variation 3. Sonata No. 1 in D, Op. 12, No. 1: Rondo: Allegro 4. Sonata No. 2 in A, Op. 12, No. 2: Allegro vivace 5. Sonata No. 2 in A, Op. 12, No. 2: Andante piu tosto allegretto 6. Sonata No. 2 in A, Op. 12, No. 2: Allegro peacevole 7. Sonata No. 3 in E-Flat, Op. 12, No. 3: Allegro con spirito 8. Sonata No. 3 in E-Flat, Op. 12, No. 3: Adagio con molta espessione 9. Sonata No. 3 in E-Flat, Op. 12, No. 3: Rondo: Allegro molto 10. Sonata No. 4 In A Minor, Op. 23: Presto 11. Sonata No. 4 In A Minor, Op. 23: Andante scherzoso, piu allegretto 12. Sonata No. 4 In A Minor, Op. 23: Allegro molto 13. Sonata No. 5 in F, Op. 24 Spring: Allegro 14. Sonata No. 5 in F, Op. 24 Spring: Adagio molto espressivo 15. Sonata No. 5 in F, Op. 24 Spring: Scherzo: Allegro molto & Trio 16. Sonata No. 5 in F, Op. 24 Spring: Rondo: Allegro ma non troppo 17. Sonata No. 6 in A, Op. 30, No. 1: Allegro 18. Sonata No. 6 in A, Op. 30, No. 1: Adagio molto espressivo 19. Sonata No. 6 in A, Op. 30, No. 1: Allegretto con variazioni 20. Sonata No. 7 in C Minior, Op. 30, No. 2: Allegro con brio 21. Sonata No. 7 in C Minior, Op. 30, No. 2: Adagio cantabile 22. Sonata No. 7 in C Minior, Op. 30, No. 2: Scherzo: Allegro & Trio 23. Sonata No. 7 in C Minior, Op. 30, No. 2: Finale: Allegro; Presto 24. Sonata No. 8 in G, Op. 30, No.3: Allegro Assai 25. Sonata No. 8 in G, Op. 30, No.3: Temop di minuetto, ma molto moderato e grazioso 26. Sonata No. 8 in G, Op. 30, No.3: Allegro vivace 27. Sonata No. 9 in A, Op. 47, 'Kreutzer': Adagio sostenuto: Presto 28. Sonata No. 9 in A, Op. 47, 'Kreutzer': Andante con variazioni 29. Sonata No. 9 in A, Op. 47, 'Kreutzer': Presto 30. Sonata No. 10 in G, Op. 96: Allegro moderato 31. Sonata No. 10 in G, Op. 96: Adagio espressivo 32. Sonata No. 10 in G, Op. 96: Scherzo: Allegro 33. Sonata No. 10 in G, Op. 96: Poco allegretto

Touch Tonnetz visualizes Neo-Riemannian music theory through the Tonnetz (tonal network) lattice. Tap any chord or note to hear it, see its Neo-Riemannian transformations, and explore harmonic relationships that go beyond traditional tonal progressions. Key Features: Interactive Tonnetz Visualization — Tap any chord or note to hear it and see its Neo-Riemannian transformations highlighted on the lattice Harmonic Analysis — Roman numeral overlays for any tonic, updated in real time Progression Builder — Create, save, and play back melodic progressions Custom Chords — Build and save your own chords for experimentation Three Instrument Sets — Piano, Brass, and Woodwinds, all high-quality samples Six Color Schemes — Three dark, three light Pinch to Zoom — Explore the lattice in detail at up to 4× magnification 7-Day Free Trial — Full access, no restrictions, no nags Perfect For: Composers looking for harmonic paths outside conventional progressions Music theorists studying Neo-Riemannian transformations Musicians experimenting with chord voice-leading Students exploring music theory hands-on What is Neo-Riemannian Theory? Neo-Riemannian theory is a branch of music theory that studies relationships between major and minor triads using transformational geometry. Rather than treating chords as functions within a key (tonic, dominant, etc.), it focuses on the small voice-leading moves — Parallel, Leading-tone exchange, and Relative — that connect one triad to the next. The result is a rich map of chromatic harmony that complements traditional tonal analysis. Why Touch Tonnetz? The Tonnetz lattice makes these relationships spatial: related chords are neighbors, and transformations are visible paths. Touch Tonnetz lets you see the lattice, hear it, and build with it — turning an abstract theoretical framework into something you can explore by ear and by hand.