Foundational Math. Rebuilt From the Ground Up.

Big Ideas, Real Impact.

A federally funded early numeracy platform designed to build strong number sense and mental math mastery in children ages 4–7.

 The Early Math Gap Starts Before Third Grade

 The Early Math Gap Starts Before Third Grade

Students who struggle with foundational number sense in PreK–2 are significantly more likely to experience math anxiety, require remediation, and disengage from higher-level mathematical thinking in later years.

But the deeper issue is this:

Most students never develop true mental math fluency.

  • They learn to follow procedures.

  • They memorize steps.

  • They rely on external aids.

What they do not develop is the ability to internally model numbers, decompose quantities, and compute flexibly in their minds.

Mental math mastery depends on early structural understanding β€” part–whole relationships, place value logic, and internal number visualization.

When abstraction is introduced before conceptual grounding, children memorize symbols instead of building internal mathematical architecture.

Most early math tools focus on repetition.

AbaQuest is designed to build mental math mastery from the foundation up.

A sequenced framework that builds number relationships and flexible computation.

Tactile Number System

Structured Progression

A sequenced framework that builds number relationships and flexible computation.

Story-Based Learning

Story-driven challenges that build persistence and real-world mental math application.

Building mental math mastery

An integrated system that builds internal number visualization and flexible mental computation.

The Junior Counter

About

At the core of AbaQuest is the Junior Counter β€” a patented number modeling system designed to help students visualize and internalize how numbers relate.

Its fixed structural design reinforces part–whole relationships, number decomposition, and early place value understanding. By anchoring learning in consistent visual patterns, students develop the internal number architecture required for confident mental math.