---
title: "Which is the highest individual score in world cup cricket ?"  
description: "Which is the highest individual score in world cup cricket ?"  
author: "Ward ryan"  
published: 2018-08-14  
canonical: https://answers.mindstick.com/qa/48333/which-is-the-highest-individual-score-in-world-cup-cricket  
category: "sports"  
tags: ["cricket"]  
reading_time: 1 minute  

---

# Which is the highest individual score in world cup cricket ?

Which is the [highest individual](https://answers.mindstick.com/qa/48246/which-is-the-highest-individual-score-in-one-day-crickets) [score](https://www.mindstick.com/articles/126373/world-cup-2019-live-score) in world [cup cricket](https://answers.mindstick.com/qa/100826/who-s-the-current-women-s-world-cup-cricket-champion) ?

## Answers

### Answer by UTKARSHA SINGHROUL

**Chris Gayle scored the highest [individual score](https://answers.mindstick.com/qa/33024/which-cricketer-scored-the-highest-individual-score-in-odi-cricket) in the [Cricket World Cup](https://answers.mindstick.com/qa/48343/who-was-man-of-the-match-of-coca-cola-cup-triangular-one-day-crickets-sharjah-1999)**. His full name is **Christopher Henry Gayle**. He is one of the [best batsmen](https://answers.mindstick.com/qa/48339/who-has-the-first-batsman-to-score-a-century-before-lunch-in-a-test) of the **West Indies cricket team**. He also led as the [captain](https://answers.mindstick.com/qa/48340/who-captained-india-to-victory-in-the-world-cup-in-1983) of the West Indies' Test side from 2007 to 2010. He is widely acknowledged as one of the most destructive [batsmen](https://answers.mindstick.com/qa/39723/which-indian-cricketer-became-the-first-ever-batsman-to-score-3-double-centuries-in-odis) in the history of the game and was very successful in the T20 format as well.

![Which is the highest individual score in world cup cricket 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)\
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**Chris Gayle hit the double century against Zimbabwe on 24 February 2015 as his highest individual score in all the world cups so far**. This is the first double century scored by any [batsman](https://answers.mindstick.com/qa/32063/who-is-the-first-indian-batsman-to-score-century-at-the-position-9) in World Cups. He achieved the milestone of the double century **off 138 balls**, the fastest ever double century in ODIs. Gayle finished on 215 from 147 balls. He decorated his innings with **10 fours and 16 massive sixes**. \


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Original Source: https://answers.mindstick.com/qa/48333/which-is-the-highest-individual-score-in-world-cup-cricket

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