evental

The Magic Numbers

The Magic Numbers
Photo: Spotify

About

The Magic Numbers are a London-based indie pop band formed in 2002, built around two pairs of siblings - Romeo and Michele Stodart alongside Sean and Angela Gannon. Born in Trinidad and raised in New York before settling in west London, the Stodarts bring a transatlantic warmth to the band's sound, which draws on 1960s folk-rock and soul filtered through rich four-part vocal harmonies. Their self-titled 2005 debut reached number 7 on the UK Albums Chart, sold over a million copies worldwide, and earned a Mercury Prize nomination.

#7
UK Albums Chart peak, debut album (2005)
1M+
Worldwide copies sold, debut album
156K
Monthly Spotify listeners (2025 data)
80
Metacritic score, debut album

What's new

  • 2026-07

    The Magic Numbers announced a European and UK tour for autumn-winter 2026, with dates in Oslo, Stockholm, Utrecht, Nieuwpoort, Paris, Poole, Norwich, Reading, Leeds and London.

  • 2025-10

    The band completed a three-city Mexico tour in October 2025 celebrating the 20th anniversary of their debut album, playing Guadalajara, Monterrey and Mexico City.

  • 2024-11

    The Magic Numbers performed at the Corona Capital festival in Mexico City in November 2024.

  • 2025

    Angela Gannon contributed to the debut album 'Pilot' by the side project Miniseries, released in November 2025.

  • 2025

    The band played 22 concerts in 2025, their busiest touring year since 2021.

Tour

OsloStockholmUtrechtNieuwpoortParisLondonPooleNorwichReadingLeedsDerbyshireChelmsfordDoncaster

Tracks

Forever Lostlead single from the 2005 debut, one of the band's most-played tracks
Love Me Like Youbest-known single from the debut album, became a mid-2000s indie anthem
Love's a Gamefan favourite from the debut, regularly featured in live setlists
The Magic Numbersdebut album (2005) - UK #7, Mercury Prize nominee, 1M+ copies sold worldwide
Those the Brokessecond album (2006) - UK #11, recorded at Allaire Studios, New York

Upcoming · 2

Where they play · 2

← Back to home