In Bytebeat, there is no inherent concept of "Frequency" in the physics sense. Pitch is an emergent property of how fast the variable t increments or how the bitwise operations loop.
To map MIDI Note numbers to Bytebeat, we must translate the exponential nature of musical pitch into the linear or binary nature of bytebeat math.
The Bitwise Shift Approach: Since Bytebeat thrives on binary operations, MIDI notes can map to
MIDI and bytebeat come from two different eras: one designed for interoperability, the other for minimalism and discovery. Bridging them isn’t about replacing either—it’s about seeing what music becomes when you force precise notation through a wild, arithmetic lens.
So if you’ve ever wanted your elegant MIDI composition to scream through a pocket calculator from 1977, you know what to do. Write the notes. Export the math. Let t do the rest.
The process of converting MIDI to bytebeat involves translating structured musical data (MIDI) into a raw, algorithmic mathematical expression (bytebeat) that generates audio in real-time. Core Concepts
MIDI Data: These files contain a chronological list of musical "events," such as Note On (which pitch is played), Note Off, and Velocity (how hard it is hit). MIDI does not contain actual sound but rather instructions for an instrument.
Bytebeat Synthesis: A method of sound generation where a single mathematical formula, usually involving a single variable
(representing time), is evaluated repeatedly (typically 8,000 to 44,100 times per second) to produce an 8-bit output value between 0 and 255. How the Conversion Works
Converting MIDI to bytebeat is essentially a process of algorithmic translation:
Converting MIDI to bytebeat involves bridging the gap between structured musical performance data (MIDI) and raw algorithmic synthesis (bytebeat). While no "one-click" universal converter exists, there are several methods and specialized tools to achieve this translation. Core Conversion Concepts The Translation Mechanism
: In bytebeat, audio is generated by evaluating a single math expression at a fixed frequency (often 8kHz). To integrate MIDI, a script must map MIDI note numbers to their corresponding frequencies within that expression. Time and Tempo Synchronization : A counter (often
in bytebeat) is typically used for samples. To match MIDI timing, composers often use a secondary counter (e.g.,
) that increments at a rate relative to the desired BPM to trigger rhythms consistently across different notes. Hackaday.io Available Tools and Software Several tools can help automate or simplify the process: Evaluator (VST)
: A sophisticated tool that can read MIDI notes and CC messages directly into a bytebeat environment within your DAW. : An online environment where the bytebeat function
is automatically incremented relative to the note played on a keyboard, allowing MIDI-like performance to drive bytebeat math.
: This tool converts MIDI files into a simplified bytestream (often for C-language arrays), which can then be indexed or manipulated by bytebeat expressions. Custom Python Scripts : For PCM-style bytebeat, some users have developed Python scripts
that convert audio files (which could be exported from MIDI) directly into a massive bytebeat string. Manual and Creative Techniques If you prefer a hands-on approach: the weird world of bytebeat synthesis
In the realm of computer music, two paradigms exist at opposite ends of the spectrum. On one side, we have MIDI (Musical Instrument Digital Interface): the industry standard, a structured, symbolic language of events, note numbers, velocities, and timestamps. It is the language of logic and control. On the other side, we have Bytebeat: a raw, chaotic expression of digital audio synthesis where sound is generated by a single mathematical formula, evaluated at audio rate, often with no regard for traditional musical theory.
Bridging these two worlds—MIDI to Bytebeat—is not merely a technical exercise in data conversion. It is a philosophical collision between the discrete world of musical intention and the continuous world of signal processing. To make this work is to harness the infinite chaos of math with the finite precision of a keyboard.
Encode MIDI data as lookup tables inside the formula. For example, store note values in an array indexed by t >> shift (time division). The bytebeat function then reads from that table as time advances, effectively playing a sequenced melody.
You may ask: Why do MIDI to Bytebeat work when I can just use a synthesizer?
The answer lies in emergent complexity. Bytebeat introduces non-linearities that MIDI alone cannot produce. When you force a structured MIDI melody through the sausage grinder of bit-shifting mathematics, you get:
Demoscene musicians use this technique for 4k intros (executables under 4,096 bytes). A MIDI sequence provides the skeleton; Bytebeat provides the flesh, blood, and cybernetic implants.
This is the most academic method. A script reads a Standard MIDI File (SMF) and compiles it into a single Bytebeat formula.
How it works:
Example pseudocode output:
// Generated from MIDI file "melody.mid"
char *bytebeat = "t/1000%4==0? (t%256) : (t*sin(440*t/44100))";
Result: You get a hybrid: the exact rhythmic timing of the MIDI file with the raw digital texture of Bytebeat.
Using a tool like the Python script midi2bytebeat.py:
python midi2bytebeat.py my_melody.mid --bpm 120 --sample-rate 8000 --expression-style xor
Let’s walk through a concrete example of midi to bytebeat work for a simple melody.
Original MIDI data:
Step 1: Convert BPM to samples. At 44.1kHz, 500ms = 22,050 samples. Step 2: Calculate Bytebeat frequency values for each note.
Step 3: Write a function with time windows.
char *twinkle =
"((t>>1)%6)+((t>>2)%8)" // Complex, but for demo:
"(t%44100<22050? (t*6%256) : "
"(t%88200<22050? (t*6%256) : "
"(t%132300<22050? (t*9%256) : (t*8%256))))";
Result: A chiptune, glitched-out version of "Twinkle Twinkle" that sounds like an Atari 2600 being struck by lightning.