{
    "query": "Drone",
    "count": 4,
    "count_indexed": 84,
    "total": 5,
    "lookups": [],
    "groups": [
        {
            "kind": "term",
            "label": "Glossary",
            "items": [
                {
                    "kind": "term",
                    "title": "Drone",
                    "url": "https://musics.name/glossary/drone/",
                    "description": "A sustained or continually sounding pitch, often the tonic and fifth, held through a passage in folk, Indian…",
                    "score": 56
                }
            ]
        },
        {
            "kind": "article",
            "label": "Articles",
            "items": [
                {
                    "kind": "article",
                    "title": "Just Intonation, Beating and Why Intervals Sound in Tune",
                    "url": "https://musics.name/articles/just-intonation/",
                    "description": "“In tune” sounds like a matter of taste and is mostly a physical event. When two tones sound together and their frequencies stand in a simple whole-number ratio, their overtones land on top of one…",
                    "score": 27
                },
                {
                    "kind": "article",
                    "title": "Pythagorean Tuning: How Stacked Pure Fifths Build a Scale",
                    "url": "https://musics.name/articles/pythagorean-tuning/",
                    "description": "Pythagorean tuning builds a scale from one interval: the pure perfect fifth, with the frequency ratio 3:2. Stack fifths, fold each note back into a single octave, and every pitch becomes a ratio made…",
                    "score": 26
                },
                {
                    "kind": "article",
                    "title": "What Are Cents? The Unit That Measures Small Pitch Differences",
                    "url": "https://musics.name/articles/what-are-cents/",
                    "description": "A cent is one hundredth of an equal-tempered semitone, so an octave contains 1200 cents and a semitone contains 100. The unit is logarithmic: the number of cents between two pitches depends only on…",
                    "score": 26
                },
                {
                    "kind": "article",
                    "title": "The ii V I Progression in Major, Minor and Jazz Styles",
                    "url": "https://musics.name/articles/ii-v-i-progression/",
                    "description": "One progression underlies more music than any other. The ii V I carries the full logic of tonal motion, predominant to dominant to tonic, in three chords, and it appears in Baroque arias, Mozart…",
                    "score": 26
                }
            ]
        }
    ],
    "results": [
        {
            "slug": "just-intonation",
            "title": "Just Intonation, Beating and Why Intervals Sound in Tune",
            "dek": "Pure intervals come from small whole-number ratios, and beating is what stops them sounding pure. What just intonation gives, and what it cannot fix.",
            "topic": "tuning",
            "topic_name": "Tuning & Temperament",
            "tags": [
                "just intonation",
                "intervals",
                "acoustics"
            ],
            "level": "advanced",
            "date": "2026-09-25",
            "updated": "2026-10-11",
            "words": 1669,
            "reading_time_minutes": 8,
            "url": "https://musics.name/articles/just-intonation/",
            "markdown_url": "https://musics.name/articles/just-intonation.md",
            "json_url": "https://musics.name/api/article.json?slug=just-intonation",
            "excerpt": "“In tune” sounds like a matter of taste and is mostly a physical event. When two tones sound together and their frequencies stand in a simple whole-number ratio, their overtones land on top of one another and the combined sound holds still. When the ratio is…",
            "score": 27,
            "partial": false,
            "snippet": "“In tune” sounds like a matter of taste and is mostly a physical event. When two tones sound together and their frequencies stand in a simple whole-number ratio, their overtones land on top of one…"
        },
        {
            "slug": "pythagorean-tuning",
            "title": "Pythagorean Tuning: How Stacked Pure Fifths Build a Scale",
            "dek": "Pythagorean tuning builds every interval from pure 3:2 fifths. Here is the seven-note scale it produces, its whole tones and semitones in cents, and the wolf fifth it leaves behind.",
            "topic": "tuning",
            "topic_name": "Tuning & Temperament",
            "tags": [
                "pythagorean tuning",
                "just fifths",
                "temperament"
            ],
            "level": "intermediate",
            "date": "2026-10-11",
            "updated": "2026-10-11",
            "words": 1484,
            "reading_time_minutes": 7,
            "url": "https://musics.name/articles/pythagorean-tuning/",
            "markdown_url": "https://musics.name/articles/pythagorean-tuning.md",
            "json_url": "https://musics.name/api/article.json?slug=pythagorean-tuning",
            "excerpt": "Pythagorean tuning builds a scale from one interval: the pure perfect fifth, with the frequency ratio 3:2. Stack fifths, fold each note back into a single octave, and every pitch becomes a ratio made only from the numbers 2 and 3. The whole tone is 9:8, or…",
            "score": 26,
            "partial": false,
            "snippet": "Pythagorean tuning builds a scale from one interval: the pure perfect fifth, with the frequency ratio 3:2. Stack fifths, fold each note back into a single octave, and every pitch becomes a ratio made…"
        },
        {
            "slug": "what-are-cents",
            "title": "What Are Cents? The Unit That Measures Small Pitch Differences",
            "dek": "A cent is one hundredth of an equal-tempered semitone. Here is the formula, what the common intervals measure in cents, and what a tuner is showing you.",
            "topic": "tuning",
            "topic_name": "Tuning & Temperament",
            "tags": [
                "cents",
                "tuning",
                "pitch measurement"
            ],
            "level": "intro",
            "date": "2026-10-11",
            "updated": "2026-10-11",
            "words": 1373,
            "reading_time_minutes": 7,
            "url": "https://musics.name/articles/what-are-cents/",
            "markdown_url": "https://musics.name/articles/what-are-cents.md",
            "json_url": "https://musics.name/api/article.json?slug=what-are-cents",
            "excerpt": "A cent is one hundredth of an equal-tempered semitone, so an octave contains 1200 cents and a semitone contains 100. The unit is logarithmic: the number of cents between two pitches depends only on their frequency ratio, not on how many hertz separate them…",
            "score": 26,
            "partial": false,
            "snippet": "A cent is one hundredth of an equal-tempered semitone, so an octave contains 1200 cents and a semitone contains 100. The unit is logarithmic: the number of cents between two pitches depends only on…"
        },
        {
            "slug": "ii-v-i-progression",
            "title": "The ii V I Progression in Major, Minor and Jazz Styles",
            "dek": "Why ii V I is the backbone of tonal music: voice leading, turnarounds, minor-key forms, and the jazz reharm toolkit.",
            "topic": "harmony",
            "topic_name": "Harmony",
            "tags": [
                "ii-V-I",
                "chord progression",
                "jazz harmony"
            ],
            "level": "intermediate",
            "date": "2026-10-04",
            "updated": null,
            "words": 1155,
            "reading_time_minutes": 6,
            "url": "https://musics.name/articles/ii-v-i-progression/",
            "markdown_url": "https://musics.name/articles/ii-v-i-progression.md",
            "json_url": "https://musics.name/api/article.json?slug=ii-v-i-progression",
            "excerpt": "One progression underlies more music than any other. The ii V I carries the full logic of tonal motion, predominant to dominant to tonic, in three chords, and it appears in Baroque arias, Mozart sonatas, wedding gigs, and bebop heads with equal comfort. #The…",
            "score": 26,
            "partial": false,
            "snippet": "One progression underlies more music than any other. The ii V I carries the full logic of tonal motion, predominant to dominant to tonic, in three chords, and it appears in Baroque arias, Mozart…"
        }
    ],
    "ranking": "Direct answers first (chord symbols, scale and key names are parsed). Then tools, keys, scales, chords, intervals, glossary and topics by title match; articles rank by title (12) > tags (6) > dek (5) > topic (3) > body frequency (max 6), +25 when every query token matches.",
    "html": "https://musics.name/search/?q=Drone",
    "generated_at": "2026-10-13T23:59:14+00:00"
}