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DragonBox
Award-winning educational games that make learning math and reading fun for children

What is DragonBox?

DragonBox develops a suite of educational applications designed to make learning fundamental concepts in mathematics and reading an engaging experience for children. The platform employs game-based learning methodologies that transform traditionally challenging subjects into interactive adventures, allowing young learners to explore and discover concepts at their own pace.

The DragonBox Method utilizes a structured approach that begins by activating children's motivation to learn, followed by exploration through discovery, reflection to build deep understanding, and application through progressive challenges. This methodology is applied across various apps targeting different age groups and skill levels, from basic number recognition to advanced algebra and geometry concepts.

Features

  • Game-Based Learning: Transforms educational concepts into interactive game experiences that maintain children's engagement
  • Age-Specific Content: Offers different apps tailored for children aged 4-8 and 8+ with appropriate learning objectives
  • Structured Methodology: Implements the DragonBox Method with engagement, exploration, reflection, and application phases
  • Multiple Subject Coverage: Includes apps for reading, numbers, arithmetic, algebra, geometry, multiplication, and chess
  • Award-Winning Design: Recognized with awards including Games for Change Best Learning Game and International Mobile Game Awards

Use Cases

  • Teaching young children basic reading skills through interactive exploration
  • Helping children understand fundamental number concepts and operations
  • Making algebra learning accessible to children as young as 5 years old
  • Transforming multiplication table memorization into engaging mini-games
  • Introducing geometry concepts through puzzle-based adventure games
  • Teaching chess fundamentals through an epic learning adventure narrative
  • Providing progressive math education from basic numbers to advanced algebra

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