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INGÉNIERIE INVERSE
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TECHNOLOGIE
TECHNOLOGIE PORTABLE
Computationnel
18 blueprints disponibles
Blueprints (18)
Hollerith Tabulator
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Computationnel
19
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Zero and Place-Value — Build an Abacus and Count Like the World Does
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Moyen Âge
25
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The Sand Reckoner — Count the Grains and Tame Huge Numbers
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Ancien
21
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Magic Squares — Arrange Numbers So Every Line Adds the Same
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Ancien
15
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The Mercator Map — Peel an Orange and See Why Flat Maps Lie
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Renaissance (1400–1600)
17
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Trigonometry — Build a Clinometer and Measure a Tree's Height
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Ancien
21
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The Number e — Grow Money and Meet the Constant of Change
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Scientific Revolution (1600–1760)
19
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The Birth of Probability — Roll the Dice and Find the Odds
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Scientific Revolution (1600–1760)
22
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Descartes' Coordinates — Plot a Treasure Map and Draw with Numbers
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Scientific Revolution (1600–1760)
18
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Napier's Logarithms — Build a Paper Slide Rule and Multiply by Sliding
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Scientific Revolution (1600–1760)
23
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Newton's Method — Chase a Root Down Tangent Lines You Draw
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Scientific Revolution (1600–1760)
26
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Pascal's Triangle — Build a Pyramid of Numbers by Adding
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Scientific Revolution (1600–1760)
16
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Al-Khwarizmi's Algebra — Complete the Square with Paper Tiles
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Moyen Âge
17
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Fibonacci Numbers — Count the Spirals on a Pinecone
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Moyen Âge
17
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Perfect Numbers — Find the Numbers That Equal Their Own Parts
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Ancien
18
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Heron's Square Roots — Fold a Rectangle Toward a Square
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Ancien
21
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Euclid's Algorithm — Find the Biggest Shared Measure with Paper Strips
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Ancien
17
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Sieve of Eratosthenes — Hunt Prime Numbers on a Grid
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Ancien
17
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