New posts in Packing Problem

Unique question about packing problem

Find minimum number of figures needed , so that no additional figure can be added?

Can the Fibonacci lattice be extended to dimensions higher than 3?

Packing of parallelograms with sides $1$ and $\sqrt{2}$ and angle $45^{\circ}$ in a rectangular container

Side length of the smallest square that can be dissected into $n$ squares with integer sides

Optimal set of rectangle sizes to pack arbitrary rectangle?

Packing Squares 1-24, times two

Can all circles of radius $1/n$ be packed in a unit disk, excluding the circle of radius $1/1$?

Shaking a box of rocks (Optimal Packing)

Finding the area of the 4th triangle, given the areas of the other 3, and all the 4 form a rectangle