Midi To Bytebeat [better] Online
frequency than the one used during conversion. Always sync your
Bytebeat's secret sauce is XOR – it doesn't add waves; it interleaves bits. If you want a melody alternating between note A and note B, you can write: (((t>>8) & 1) * ((t>>9)&127)) | (((t>>9)&1) * ((t>>7)&127)) This is the Bytebeat equivalent of a piano roll. The term ((t>>shift) & 1) acts as a gate switching between two pitch registers.
| Aspect | MIDI | Bytebeat | |--------|------|----------| | Notes | Separate events | Must be encoded in t | | Pitch | Absolute note number | Frequency mapped to sample rate | | Rhythm | Exact timing in ms/ticks | Derived from integer division/mod | | Dynamics | Velocity (volume) | Amplitude scaling | | Polyphony | Up to 16 channels | Single formula (hard to do true polyphony) |
: Bytebeat works on a fast time scale (e.g., 44,100 samples/second). MIDI works on a slow time scale (e.g., 120 beats/minute = 2 seconds/bar). The conversion must map musical time to sample index t . midi to bytebeat
Converting MIDI to Bytebeat is not a simple file conversion. It is an act of .
💡 An entire MIDI composition can be reduced to a few hundred characters of code.
Download a simple MIDI file (e.g., "Twinkle Twinkle Little Star"), open a Python shell, and write a loop that beeps square waves at t>>8 intervals. Then slowly replace your logic with & , | , and ^ . Soon, you'll hear a ghost of your MIDI melody, fractured and pure, emerging from the arithmetic abyss. frequency than the one used during conversion
(t < 8000) ? ((t*262)>>2 & 127) : ((t*294)>>2 & 127)
In the sprawling, chaotic underbelly of digital art, two seemingly unrelated paradigms exist. On one side, you have (Musical Instrument Digital Interface)—the polished, corporate, universally accepted language of DAWs, synthesizers, and film scores. On the other, you have Bytebeat —the raw, minimalist, esoteric art of generating music using nothing but short mathematical formulas in a programming language like C or JavaScript.
Bytebeat can't easily do variable frequency sine waves, but it can do square waves from bit shifts. The formula ((t >> PITCH_SHIFT) & 1) * 127 produces a square wave. For a MIDI note number n , the pitch shift exponent is roughly n = 8 + round(12 * log2(44100 / (2^(shift+1)))) – it's messy, but you can brute force a lookup table: shift_table[60] = 8 gives C4. The term ((t>>shift) & 1) acts as a
: Bytebeat is not a replacement for MIDI; it is a parallel universe where every sound comes from a single, self-contained equation. MIDI provides a map; Bytebeat builds the terrain from scratch.
– The most authentic approach: listen to your MIDI, understand its rhythmic patterns in binary, and hand-write a Bytebeat formula that mimics it. Artists like REMI (creator of "ByteBeat")) do this by ear.
: A free plugin by Dami Quartz that lets you use Bytebeat formulas inside a DAW. It supports MIDI input
), more complex MIDI-to-Bytebeat conversions use bit-shifting to create polyphony or rhythmic sequences.