Packing circles of radius 1,2,…,n into a square · n = 3
Fit n circles of radii 1, 2, …, n, none overlapping, inside one square, making the side of that square as small as possible.
FinishedAn answer reaching the ceiling is already published, so there is nothing left to take
Formal definition
- ContainerA square of side side with the origin at its lower-left corner, where side is yours to choose — it is the score; the unit is the smallest circle
- Submissionside and centers, the centres listed in order of radii 1, 2, …, n
- ConstraintsCircle i has radius exactly i; no two overlap in their interiors; every circle lies wholly inside the square
- ObjectiveMake the side of the square as small as possible