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Lagrange's Four-Square Theorem Seen Using Polygons and LinesEccentric ChuckThree Equal Segments from the Altitudes of a TriangleRatios Involving Six RadiiCircumcircles of Two Midpoints and an Altitude
Lagrange's Four-Square Theorem Seen Using Polygons and Lines
Eccentric Chuck
Three Equal Segments from the Altitudes of a Triangle
Ratios Involving Six Radii
Circumcircles of Two Midpoints and an Altitude
Random Domino TilingsElectronic Structure of 1D and 2D Quasiperiodic SystemsParking a CarThe Path of the Rear Wheels of a BusBisecting the Area and Perimeter of a Triangle
Random Domino Tilings
Electronic Structure of 1D and 2D Quasiperiodic Systems
Parking a Car
The Path of the Rear Wheels of a Bus
Bisecting the Area and Perimeter of a Triangle
Bisecting a TriangleThree Circles with Two Common TangentsReflections of a Line through the Orthocenter in the Sides of an Acute TriangleSquares on a Line SegmentAda Deitz Polynomials for Handwoven Textiles
Bisecting a Triangle
Three Circles with Two Common Tangents
Reflections of a Line through the Orthocenter in the Sides of an Acute Triangle
Squares on a Line Segment
Ada Deitz Polynomials for Handwoven Textiles
Vega's Calculation of PiReticular Planes in a Cubic Lattice of Parallel WiresFilling a Square with Random DisksThe Kappa Curve as a LocusThe Trisectrix as the Locus of Points of Intersection
Vega's Calculation of Pi
Reticular Planes in a Cubic Lattice of Parallel Wires
Filling a Square with Random Disks
The Kappa Curve as a Locus
The Trisectrix as the Locus of Points of Intersection

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