Figma Context MCP
Give your coding agent access to your Figma data. Implement designs in any framework in one-shot.
Description from the maker (original English)
Chords, scales, progressions, transposition, and MIDI tools for music theory AI agents.
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Open Claude Desktop → Settings → Developer → Edit Config, and paste this into claude_desktop_config.json
{
"mcpServers": {
"theory": {
"command": "npx",
"args": [
"-y",
"@playbykey/theory-mcp"
]
}
}
}Run this in your terminal
claude mcp add theory -- npx -y @playbykey/theory-mcpPaste into .cursor/mcp.json in your project, or ~/.cursor/mcp.json
{
"mcpServers": {
"theory": {
"command": "npx",
"args": [
"-y",
"@playbykey/theory-mcp"
]
}
}
}Your browser asks to open the app, then the app shows the settings and asks you to confirm. Key values are left empty for you to fill in.
Paste into .vscode/mcp.json in your project
{
"servers": {
"theory": {
"type": "stdio",
"command": "npx",
"args": [
"-y",
"@playbykey/theory-mcp"
]
}
}
}Your browser asks to open the app, then the app shows the settings and asks you to confirm. Key values are left empty for you to fill in.
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Runs on your computer; the tool list appears in your AI app after you install it.
We check information anyone can see; we have not read the code. Checks that do not apply are left out of the count. · Checked Nov 8, 2026
The registry name was verified against the domain playbykey.com (the registry checks domain ownership)
We have not read this repo from GitHub yet
We have not read this repo from GitHub yet
This one runs on your computer; there is no internet endpoint
Runs on your computer and uses local settings instead
Runs on your computer; we can only read tool lists from internet endpoints
Compared with every active server in this category in the registry. Stars count only when the publisher owns the repo.
It passed 1 of 1 applicable basic checks. We have not read the code. Before adding a key or token, see what access the server asks for and use a key with only the permissions you need.
The registry does not list a required key, though some servers ask you to sign in on first use.
It runs on your computer. Your AI app starts it when needed, and data does not pass through the maker’s servers (unless it calls an online service itself).
The GitHub repo last changed –, and the latest version (1.6.0) reached the registry 3 months ago.
Apps that support MCP, such as Claude Desktop, Claude Code, Cursor and VS Code. You also need Node.js on your computer.
In the same category: Figma Context MCP, Claude Real Video, Figma MCP Server
Servers in the same category from other makers, sorted by stars.
Reading a card:↓ Downloads per weeki★ GitHub starsiThree pillars: reviews · checks · usageiUpdated = latest version published to the registryi
Give your coding agent access to your Figma data. Implement designs in any framework in one-shot.
Let any LLM watch a video locally — and search everything it has ever watched.
Figma’s official server gives AI your design data so it can turn designs into code or describe them accurately. Connects to Figma’s cloud.
Copied from the maker’s repo as written. PopNx MCP has not reviewed or endorsed it. HTML, images and scripts are removed. Links lead off this site.
An MCP server that exposes @playbykey/theory as AI-callable music theory tools.
MCP lets an AI assistant call the theory engine directly as tools instead of reasoning about scales, modes, and key relationships from training data. Music theory relationships, resolved deterministically through fixed interval and scale-degree relationships.
See the @playbykey/mcp page for the same setup instructions and full tool reference.
No global install needed - npx fetches and runs the package on demand. Requires Node.js (for npx).
Edit the MCP config file (claude_desktop_config.json) via Claude Desktop's settings.
{
"mcpServers": { "theory": { "command": "npx", "args": ["-y", "@playbykey/theory-mcp"] } } }
Restart Claude Desktop after saving, then check its settings to confirm theory shows as connected.
Config file location:
~/.cursor/mcp.json.cursor/mcp.json in your project root{
"mcpServers": { "theory": { "command": "npx", "args": ["-y", "@playbykey/theory-mcp"] } } }
Restart Cursor after saving, then check its MCP settings to confirm theory shows as connected.
Project scope (recommended) - commit an .mcp.json at your repo root so the server is available to every contributor after git clone:
{
"mcpServers": { "theory": { "command": "npx", "args": ["-y", "@playbykey/theory-mcp"] } } }
Local scope - register the server for yourself in this project only, without committing anything:
claude mcp add theory npx -y @playbykey/theory-mcp
Global scope - register the server for yourself across every project on this machine:
claude mcp add theory npx -y @playbykey/theory-mcp --scope user
Run claude mcp list to confirm theory shows as connected.
`get_mode_notes` - Returns the 7 notes of a diatonic mode. Input: root (note), mode (mode name) Example: get_mode_notes("D", "dorian") → D, E, F, G, A, B, C
`get_parent_scale_modes` - Returns all 7 modal rotations of the parent key. Input: root (note), mode (mode name) Example: get_parent_scale_modes("D", "dorian") → C ionian, D dorian, E phrygian, F lydian, G mixolydian, A aeolian, B locrian
`get_modal_root` - Returns the root note of a mode within a parent (major) key. Input: parent_key (note), mode (mode name) Example: get_modal_root("C", "dorian") → D
`get_relative_minor` - Returns the relative minor root for a major key. Input: major_key (note) Example: get_relative_minor("C") → A
`get_relative_major` - Returns the relative major root for a minor key. Input: minor_key (note) Example: get_relative_major("A") → C
`get_mode_info` - Returns display metadata for a mode: name, scale degree, and characteristic description. Input: mode (mode name) Example: get_mode_info("dorian") → Dorian, degree 2, "Minor with a raised 6th"
`get_circle_of_fifths` - Returns all 12 chromatic notes in ascending-fifths order starting from C. Input: none Example → C, G, D, A, E, B, F#, C#, G#, D#, A#, F
`get_key_signature` - Returns the sharp or flat count for a given key, treated as a major-key tonic (minor-key signatures are not exposed by this tool). Resolves to whichever enharmonic spelling is conventionally written - get_key_signature("A#") returns Bb major's 2 flats, not A#'s own. For the count of a root exactly as spelled, use get_spelled_accidental_count with get_root_letter. Input: key (note) Example: get_key_signature("D") → 2 sharps
`get_scale_notes` - Returns the notes of a scale by type. Input: root (note), scale_type (one of: major, blues, pentatonic-major, pentatonic-minor, harmonic-minor, melodic-minor, chromatic) Example: get_scale_notes("A", "blues") → A, C, D, D#, E, G
`build_note_map` - Returns structured per-note data: note name, scale degree (1-based), and semitone offset from root. Input: root (note), scale_type Example: build_note_map("C", "major") → [{note:"C", scaleDegree:1, semitoneOffset:0}, {note:"D", scaleDegree:2, semitoneOffset:2}, ...]
`get_scale_degree` - Returns the 1-based scale degree of a note within a scale, or null if the note is not in the scale. Input: root (note), scale_type, note (note) Example: get_scale_degree("C", "major", "E") → 3
`is_note_in_scale` - Returns whether a note belongs to a given scale. Input: root (note), scale_type, note (note) Example: is_note_in_scale("C", "major", "F#") → false
`get_melodic_minor_notes` - Returns the seven notes of the ascending melodic minor scale. Input: root (note) Example: get_melodic_minor_notes("C") → C, D, D#, F, G, A, B
`get_melodic_minor_mode_notes` - Returns the seven notes of a melodic minor mode. Input: root (note), mode (one of: melodic-minor, dorian-b2, lydian-augmented, lydian-dominant, mixolydian-b6, locrian-nat2, altered) Example: get_melodic_minor_mode_notes("C", "altered") → C, C#, D#, E, F#, G#, A#
`get_harmonic_minor_mode_notes` - Returns the seven notes of a harmonic minor mode. Input: root (note), mode (one of: harmonic-minor, phrygian-dominant) Example: get_harmonic_minor_mode_notes("C", "phrygian-dominant") → C, C#, E, F, G, G#, A#
`get_bebop_scale_notes` - Returns the eight notes of a bebop scale variant - a diatonic scale plus one chromatic passing tone. Input: root (note), type (one of: bebop-dominant, bebop-major, bebop-dorian) Example: get_bebop_scale_notes("C", "bebop-dominant") → C, D, E, F, G, A, A#, B
`resolve_interval` - Returns the from-note and to-note for a named interval within a root context. Input: root (note), interval (interval ID, e.g. major_3rd, perfect_5th) Example: resolve_interval("C", "major_3rd") → C to E (4 semitones)
`get_semitone_distance` - Returns the ascending semitone distance between two notes (0-11). Input: from (note), to (note) Example: get_semitone_distance("C", "E") → 4
`get_sharps` - Respells a list of notes to canonical sharp spelling. Most tools accept flat-spelled input directly, but get_flats and get_enharmonic_labels require sharp-spelled input - use this to normalize flat-spelled notes before calling those two. Input: notes (sharp or flat) Example: get_sharps(["Db", "C#", "D"]) → C#, C#, D
`get_flats` - Respells a list of sharp-spelled notes as flats. Natural notes are unaffected. Input: notes (must be sharp-spelled) Example: get_flats(["C#", "D"]) → Db, D
`get_enharmonic_labels` - Returns combined sharp/flat display labels for a list of sharp-spelled notes. Natural notes are unaffected. Input: notes (must be sharp-spelled) Example: get_enharmonic_labels(["C#", "D"]) → Db/C#, D
`get_root_letter` - Resolves which letter (A-G) a root should be spelled as under a sharp or flat preference. Feeds spell_diatonic_scale. Input: root (note), preference (sharp or flat) Example: get_root_letter("F#", "flat") → G
`spell_diatonic_scale` - Re-spells a 7-note diatonic scale so each of the 7 letters A-G is used exactly once, covering spellings a plain note can't represent alone (B#, E#, Cb, Fb, double-sharps, double-flats). Input: notes (7 notes in scale order), root_letter (from get_root_letter) Example: spell_diatonic_scale(["F#","G#","A#","B","C#","D#","F"], "F") → F#, G#, A#, B, C#, D#, E#
`get_spelled_accidental_count` - Returns the sharp or flat count for a 7-note diatonic scale's correct spelling, including how many are double accidentals. Works on a major or natural minor scale interchangeably - a key and its relative minor share the same count. Input: notes (7 notes in scale order), root_letter (from get_root_letter) Example: get_spelled_accidental_count(["A#","C","D","D#","F","G","A"], "A") → 7 sharps (3 double sharps)
`get_chord_notes` - Returns the notes of a chord given a root and chord type. Input: root (note), chord_type (one of the 22 chord types, e.g. major-triad, dominant-7th, major-13th) Example: get_chord_notes("C", "major-triad") → C, E, G
`get_diatonic_chords` - Returns the 7 diatonic triads for a key/mode, one per scale degree, in degree order. Input: root (note), mode (mode name, optional - defaults to ionian) Example: get_diatonic_chords("C", "ionian") → C major-triad, D minor-triad, E minor-triad, F major-triad, G major-triad, A minor-triad, B diminished-triad
`get_chord_by_degree` - Returns the diatonic chord at a specific scale degree (1-7) for a key/mode. Input: degree (integer 1-7), root (note), mode (mode name, optional - defaults to ionian) Example: get_chord_by_degree(5, "C", "ionian") → G major-triad
`get_available_inversions` - Returns the valid inversion numbers for a chord type, based on its note count. Input: chord_type Example: get_available_inversions("major-9th") → 0, 1, 2, 3, 4
`get_chord_inversion` - Reorders a chord's notes so the given inversion's chord tone is lowest. Input: root (note), chord_type, inversion (integer, valid range depends on chord type) Example: get_chord_inversion("C", "major-triad", 1) → E, G, C
`detect_chords` - Identifies every chord (root, type) match for a set of notes, keyed by root. Input: notes (array of notes, any order) Example: detect_chords(["E", "C", "G"]) → { C: [major-triad] }
`get_progression_in_key` - Renders a named catalog progression as chords in a given key, in order. Input: progression_id (one of I-V-vi-IV, ii-V-I, I-IV-V, vi-IV-I-V, 12-bar-blues, I-vi-IV-V, I-vi-ii-V), root (note) Example: get_progression_in_key("I-V-vi-IV", "C") → C major-triad, G major-triad, A minor-triad, F major-triad
`get_roman_numeral` - Returns the roman numeral for a scale degree in a mode - case and suffix reflect diatonic triad quality. Input: degree (integer 1-7), mode (mode name, optional - defaults to ionian) Example: get_roman_numeral(7, "ionian") → vii°
`transpose` - Transposes a set of notes from one key to another by the semitone distance between the two roots. Input: notes (array of notes), from_root (note), to_root (note) Example: transpose(["C", "E", "G"], "C", "D") → D, F#, A
`note_to_midi` - Returns the MIDI note number for a note at a given octave, using scientific pitch notation (C4 = middle C = MIDI 60). Input: note (note), octave (integer) Example: note_to_midi("C", 4) → 60
`midi_to_note` - Returns the note and octave for a given MIDI note number - the inverse of note_to_midi. Input: midi_number (integer 0-127) Example: midi_to_note(69) → A4
`note_to_frequency` - Returns the frequency in Hz for a note at a given octave, equal temperament, A4 = 440Hz. Input: note (note), octave (integer) Example: note_to_frequency("A", 4) → 440 Hz
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