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🌾 Wheat on a Chessboard

It only doubles each time,
and the Earth still can't cover it

A king once asked the servant who invented chess what he wanted as a reward. The servant said, "One grain of wheat on the first square, two on the next, four on the one after that — please fill all 64 squares that way." The king laughed and said, "What kind of wish is that?" Press the squares one at a time and find out.

The number of grains on each square is 2ⁿ⁻¹ (for the nth square). Each new square doesn't add to the number, it multiplies it — so it looks like nothing at first, then grows at a speed that is genuinely hard to picture.
Current square: 1 grain
Square 0/64 Running total 0 grains