Published October 14, 2026 | Version v1

Tutte le note possibili (All Possible Notes)

Authors/Creators

Description

"Tutte le note possibili" (All Possible Notes) is a conceptual and algorithmic musical composition based on an exhaustive, deterministic finite model. The work explores the complete Cartesian product between the 88 standard piano pitches (MIDI 21–108 / A0–C8) and 56 canonical binary duration patterns (ranging from 1/1024th of a quarter note to 8 quarter notes, including plain, dotted, double-dotted, and triple-dotted values).

The composition comprises exactly 4,928 unique pitch-duration pairs (88 × 56), with every pair occurring precisely once across a continuous, monophonic line without rest.

Organized into 8 movements and 56 cycles, the melodic progression is governed by an underlying pitch-class generative cell (derived from C–D–G–F transformations), modulating across registers, dynamics, and directional inversions.

This Item includes the complete audio-visual documentation:
1. Audio (Classical Piano Version): Full 89-minute audio rendering (96 BPM, General MIDI Piano, FluidR3 SoundFont).
2. Audio (Speedcore Version): Complete 29-minute maximalist electronic arrangement (300 BPM, Sawtooth lead, synth bass, and industrial drums).
3. "spartito_tradizionale.pdf": The complete, unabridged 47-page traditional sheet music rendered at high vector resolution via LilyPond 2.24.3, featuring dual-staff notation, measure subdivisions, and exact structural markers.
4. "partitura_grafica_completa.pdf": The complete graphic score indexing the entire algorithmic flow, performance cycles, and pitch-duration mappings.

License: Creative Commons Attribution-NonCommercial 4.0 International (CC BY-NC 4.0).

Files

2026-10-13_19-44-06_252521_1153.txt

Files (5.2 MB)

Name Size
md5:5882cf43e79d8ea69d91194e90681542
12.7 kB Preview Download
md5:fecec5602bae5ee29d47070ce1a43fdd
721.6 kB Preview Download
md5:79ff27f5fdf040d10b5ecf0144ebffab
721.6 kB Preview Download
md5:38c9da168a022024658605250a3498c0
20.9 kB Download
md5:ebbe06c5ad5a1b2474e7ebcb102f5286
6.2 kB Download
md5:b8e013fc9d8eb0c3946a6e0a338991c5
142 Bytes Download
md5:3c20faed2f0a0c74c2e6d2bdda042405
591.3 kB Preview Download
md5:48e517fb9b1c4eaee82cca6c2e0c0ead
862.0 kB Preview Download
md5:146a3f8ca2b5a2222cd69f50171bdbe6
59.9 kB Download
md5:4d6e20394dd153181f26c3ba75bbc483
1.3 kB Download
md5:c18e625ab27809bd47b61eec246ff59f
9.4 kB Download
md5:5b0a8c80b8a643522b29ab41b139b006
1.4 kB Download
md5:cc1f4575af5cc8b7b2d49ad0ed7a4d34
11.7 kB Preview Download
md5:f7d2b067832348fe0e25d802575c9c78
753.8 kB Preview Download
md5:6840b47839775bdddfea59b9ff1b5c6d
208 Bytes Download
md5:59bfd778fb5f9fefffcb7d82c716ed66
2.6 kB Preview Download
md5:8ffa9645f90d0e20bc54ef40926233d3
857 Bytes Preview Download
md5:c621f9ccb32680d0e9ae3efa7cda74b6
102.4 kB Download
md5:6f73cc23f1bd0a2f64c138510b90b5a0
45.7 kB Download
md5:199cbea7ba1f6c173ce0d5c44520dded
650.4 kB Preview Download
md5:70273ddd57cd87dcd4b346ebce7532c2
602.0 kB Download