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TheoryTab / Nintendo / Star City - Diddy Kong Racing
Star City - Diddy Kong Racing
Song Analysis

Star City - Diddy Kong Racing Chords and Melody

Star City - Diddy Kong Racing
Star City - Diddy Kong Racing – Verse and Pre-Chorus
Star City - Diddy Kong Racing – Chorus
Star City - Diddy Kong Racing – Outro

Related Music Concepts

Borrowed Chords
Using chords from parallel modes for contrast and emotion
Extended Chords
Stacking thirds beyond the 7th to create more complex sounds
Chord-Melody Tension
How much the melody clashes with the underlying chords
Song Stats Verse and Pre-Chorus
Key C Major
Tempo 138 BPM
Meter 4/4
Genre Video Game
Melody Range D5 – E6
Mood Tense, Bright
Most Used Chord i
Chord Complexity 38
Chord Complexity: Tracks when a song goes beyond simple three-note chords—either by adding extra tones (like 7ths or add9s) or by borrowing notes from outside the key—creating richer, more sophisticated harmonies.
Melodic Complexity 77
Melodic Complexity: Reflects two factors: the use of notes outside the key and rhythmic syncopation, together capturing how intricate or surprising a melody feels.
Chord-Melody Tension 49
Chord-Melody Tension: Quantifies how often melody notes fall outside the current chord, producing dissonance that creates a sense of instability.
Chord Prog. Novelty 37
Chord Prog. Novelty: Measures how uncommon a song's chord changes are compared to others in the Hooktheory database, highlighting progressions that deviate from typical patterns.
Concepts
Song Stats Chorus
Key C Major
Tempo 138 BPM
Meter 4/4
Genre Video Game
Melody Range D4 – D6
Mood Tense, Complex, Unexpected, Bright
Most Used Chord I
Chord Complexity 84
Chord Complexity: Tracks when a song goes beyond simple three-note chords—either by adding extra tones (like 7ths or add9s) or by borrowing notes from outside the key—creating richer, more sophisticated harmonies.
Melodic Complexity 83
Melodic Complexity: Reflects two factors: the use of notes outside the key and rhythmic syncopation, together capturing how intricate or surprising a melody feels.
Chord-Melody Tension 83
Chord-Melody Tension: Quantifies how often melody notes fall outside the current chord, producing dissonance that creates a sense of instability.
Chord Prog. Novelty 67
Chord Prog. Novelty: Measures how uncommon a song's chord changes are compared to others in the Hooktheory database, highlighting progressions that deviate from typical patterns.
Song Stats Outro
Key C Major
Tempo 138 BPM
Meter 4/4
Genre Video Game
Melody Range G3 – A#4
Mood Tense, Bright
Most Used Chord bVI
Chord Complexity 69
Chord Complexity: Tracks when a song goes beyond simple three-note chords—either by adding extra tones (like 7ths or add9s) or by borrowing notes from outside the key—creating richer, more sophisticated harmonies.
Melodic Complexity 100
Melodic Complexity: Reflects two factors: the use of notes outside the key and rhythmic syncopation, together capturing how intricate or surprising a melody feels.
Chord-Melody Tension 99
Chord-Melody Tension: Quantifies how often melody notes fall outside the current chord, producing dissonance that creates a sense of instability.
Chord Prog. Novelty 47
Chord Prog. Novelty: Measures how uncommon a song's chord changes are compared to others in the Hooktheory database, highlighting progressions that deviate from typical patterns.
Song Stats All Sections
Key C Major
Tempo 138 BPM
Meter 4/4
Genre Video Game
Melody Range G3 – E6
Mood Tense, Bright
Most Used Chord bVII
Chord Complexity 67
Chord Complexity: Tracks when a song goes beyond simple three-note chords—either by adding extra tones (like 7ths or add9s) or by borrowing notes from outside the key—creating richer, more sophisticated harmonies.
Melodic Complexity 97
Melodic Complexity: Reflects two factors: the use of notes outside the key and rhythmic syncopation, together capturing how intricate or surprising a melody feels.
Chord-Melody Tension 95
Chord-Melody Tension: Quantifies how often melody notes fall outside the current chord, producing dissonance that creates a sense of instability.
Chord Prog. Novelty 51
Chord Prog. Novelty: Measures how uncommon a song's chord changes are compared to others in the Hooktheory database, highlighting progressions that deviate from typical patterns.

About Star City - Diddy Kong Racing

About the Key

𝄞
C Major
It is the most common key in all of popular music. Major keys, along with minor keys, are a common choice for popular songs.
I  IV  V
Most Important Chords
The three most important chords, built off the 1st, 4th and 5th scale degrees are all major chords (C Major, F Major, and G Major).
C Major Cheat Sheet
Popular chords, progressions, downloadable MIDI files and more

About the Chord Progressions

Section Progression Songs with this progression
Verse and Pre-Chorus
i VI iv v
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The Taboo Membrane Wall by ZUN
Heartbeat by Annie
Super Robot Wars Z - BLACK STRANGER by Takuya Hanaoka
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Chorus
I ♭vii° IV
In The Afternoon by The Cardigans
Bam Bam by Camila Cabello ft Ed Sheeran
Genjitsu to Iu Na no Kaibutsu to Tatakau MonoTachi by Takahashi Yu
CCF (I'm Gonna Stay With You) by Car Seat Headrest
Hong Kong Reflection by Utollo Teshikai
Next Semester by Twenty One Pilots
Blush by Wolf Alice
72 songs →
Outro
I ♭vi ♭vii°
Shimmer and Glow by Douglas Firs
Love Live - MOMENT RING by Mu's
Remix 10 by Rhythm Heaven Fever
Love Live - Love U my friends by Nijigasaki High School Idol Club
Harmony Korine by Steven Wilson
Damsel In Distress by Rufus Wainwright
Time Square by Wave Master
87 songs →

About the Melody

Melody data is compiled from all analyzed melody sections, so depending on how a user analyzed a song, "melody" might include instrumental notes.

𝄞
G3 – E6
Melody range across 33 semitones
1.14 beats/note
Across 112.0 beats of melody
Stepwise Motion
Jumpiness
Repeaty
90% Diatonic
Percentage of notes within the song's key.
70% Chord Tones
Percentage of notes that fall on a chord tone of the underlying harmony.
Mixed Consonance
How smoothly the melody blends with the harmony (0 = dissonant, 1 = consonant).
Loose Syncopation
How often the melody emphasizes off-beats. Higher = more syncopated.

About the Metrics

Chord Complexity
Chord Complexity tracks when a song goes beyond simple three-note chords—either by adding extra tones (like 7ths or add9s) or by borrowing notes from outside the key—creating richer, more sophisticated harmonies.
Melodic Complexity
Melodic Complexity reflects two factors: the use of notes outside the key and rhythmic syncopation, together capturing how intricate or surprising a melody feels.
Chord-Melody Tension
Chord-Melody Tension quantifies how often melody notes fall outside the current chord, producing dissonance that creates a sense of instability.
Chord Progression Novelty
Chord Progression Novelty measures how uncommon a song's chord changes are compared to others in the Hooktheory database, highlighting progressions that deviate from typical patterns.
Chord-Bass Melody
Chord–Bass Melody evaluates how smoothly the bass moves between chords, scoring higher when it travels step-wise, ascending or descending, instead of jumping directly between root position chords.

Hooktheory's metrics are calculated against the entire database of analyzed songs, where 50 is the "average song." Learn more about each of these metrics here.

Chord Complexity
67
Measures how diverse and sophisticated the chord vocabulary is in this song.
Percentile: 67/100 — above average
Melodic Complexity
97
Measures the range, intervallic variety, and rhythmic complexity of the melody.
Percentile: 97/100 — above average
Chord-Melody Tension
95
Measures how much the melody notes clash or harmonize with the underlying chords.
Percentile: 95/100 — above average
Chord Prog. Novelty
51
Measures how unusual or unexpected the chord progressions are compared to common patterns.
Percentile: 51/100 — above average
Chord-Bass Melody
56
Measures the melodic movement of the bass notes across chord changes.
Percentile: 56/100 — above average

Metrics Radar Chart

Star City - Diddy Kong RacingAverage Song

BPM Comparison

Melody Distribution

1
2
3
4
5
6
7

Melodic Intervals

Distribution of note-to-note jumps in semitones (negative = downward, positive = upward)

Note Durations

How long each note is held (in beats)

Syncopation

How many notes fall on each level of metric strength (0 = on-beat, higher = increasingly off-beat)

Level 0
Notes that fall on the downbeat — the strongest metric position in the measure.
Level 1
Notes on a secondary strong beat (e.g. beat 3 in 4/4) — still firmly on the grid.
Level 2
Notes on the remaining primary beats (2 and 4 in 4/4) — moderate metric weight.
Level 3
Notes on eighth-note offbeats — between the primary beats. Audibly syncopated.

Created and Maintained by You

TheoryTab is the world's largest collection of songs analyzed by their underlying chord progressions and melodies. Every tab is crowd-sourced and community-maintained — contributed by musicians like you who want to help others understand how music works.

Unlike traditional tabs or sheet music, TheoryTabs reveal the function of each chord and note, making it easy to see patterns, compare songs, and discover what makes your favorite music tick.

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Hookpad is an intelligent music sketchpad that helps you write amazing chord progressions and melodies. It uses the tools of music theory to help you find the sounds you're looking for.

Frequently Asked
Questions

Everything you need to know about TheoryTab.

TheoryTab is the world's largest database of songs analyzed by their chord progressions and melodies. Each entry breaks a song into its harmonic and melodic components using relative notation, making it easy to see the music theory behind any song.
TheoryTabs are crowd-sourced and community-maintained. Musicians use Hookpad — our intelligent music sketchpad — to transcribe songs by ear, identifying the chords and melodies and entering them in a standardized format that anyone can read and learn from.
Roman numerals represent chords by their position in a key rather than by letter name. For example, in the key of C major, I = C, IV = F, V = G, and vi = Am. This relative notation makes it easy to compare chord progressions across songs in different keys. Click here to learn more about relative notation.
Yes! Anyone can contribute. Visit our Contributor Guide to learn how to use Hookpad to transcribe songs. Your contributions help musicians worldwide learn and understand music theory through real songs.

All of our TheoryTabs are contributed to our site by users like you! Every TheoryTab can be revised at any time by any registered user. Each TheoryTab has a full version history similar to Wikipedia.

To edit a TheoryTab, follow this guide.

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Relative notation describes chords and notes by their function within a key, rather than by their absolute pitch. This means a I–V–vi–IV progression is the same pattern whether the song is in C major, G major, or any other key — making it much easier to recognize common patterns across songs.