Europe
Written partial products
Split the multiplier into tens and ones.
14 = 10 + 4A widely used place-value algorithm; not exclusive to Europe.
Try this tool yourself →MATH AROUND THE WORLD
Move beads. Build numbers. Try a new way to think.
SEE THE SAME CALCULATION TRAVEL
A worked example, not a test. Follow the numbers along each road.
Europe
Split the multiplier into tens and ones.
14 = 10 + 4A widely used place-value algorithm; not exclusive to Europe.
Try this tool yourself →Ancient Egypt
Start with one copy.
1 → 23Historical doubling, displayed with modern numerals.
Try this tool yourself →Regional stops provide historical context, not exclusive ownership of a method. The paths have different numbers of steps; a finished path stays visible while the other continues.
Algorithms, geometry & calculation
Shared ideas, travelling tools. Decimal arithmetic reached Europe through the Arabic-speaking world; these algorithms belong to no single culture.
Numbers, place value & mental calculation
Explore place value and zero, then separate their long history from modern collections of mental shortcuts.
Counting rods, equations & problem solving
Decimal rods and problem-solving procedures from a rich written tradition, including the Nine Chapters and its commentaries.
Abacus, mental arithmetic & geometry
From a hands-on soroban to mentally visualized beads and geometry inspired by sangaku tablets.
Algebra, algorithms & mathematical discovery
A connected, multilingual world of scholars across many regions—not one homogeneous culture. Explore al-Khwarizmi’s work in Abbasid Baghdad.
Calculation before calculators
Distinct Egyptian, Mesopotamian and Roman practices, shown with clearly labelled modern teaching notation.
Practise in three traditions
Keep exploringFinish the first soroban challenge
Keep exploringSolve five mental-calculation problems
Keep exploringEarn three stars in Egyptian multiplication
Keep exploringSolve a sangaku-inspired puzzle
Keep exploringFinish the zero challenge
Keep exploringSolve one problem with three techniques
Keep exploringMathematics is shared. These stops explore historical traditions, tools and modern teaching approaches—not how every person in a country learns. Progress stays on this browser, separate from your existing Math game. No account needed.