If there are obstacles, the shortest line between two points may be the crooked line.


Galileo (1939)


If there are obstacles, the shortest line between two points may be the crooked line.

If there are obstacles, the shortest line between two points may be the crooked line.

If there are obstacles, the shortest line between two points may be the crooked line.

If there are obstacles, the shortest line between two points may be the crooked line.