Tap a light: it and its neighbours (up, down, left, right) switch on/off. Turn every light off! Keyboard: arrows to move, space/enter to press.
level 1/30moves: 0 · highest level: 0
Why can it always be solved?
Every level is made by pressing some random lights starting from a board that is all off. So there is always a way back: press the same lights again.
Pressing the same light twice is the same as not pressing it, and the order of presses does not matter. So each light needs to be pressed only 0 or 1 times.
Mathematicians write this puzzle as a system of equations with only 0s and 1s (algebra modulo 2). The "light chasing" trick: clear the top row by pressing the light right below every lit one, and keep going down to the bottom row.