Mndiaye

Spotting five odd numbers hiding among all these 852s sounds simple until the clock starts ticking.

Seven sneaky fakes blend into this word grid, so how many can you actually catch before time is up?

Three numbers do not belong in this sea of 62s, and most people give up after finding just one.

Four wrong numbers are blending in with the thirteens, so how fast can you catch every one of them?

Five numbers broke the pattern, and spotting the last two is where almost everyone gets stuck.

Almost nobody clears this grid on the first attempt, but five wrong numbers are waiting in there.

Your eyes will glide past seven of these without blinking, so how many can you actually catch?

Six of these numbers are lying to you, and most people only catch four before time runs out.

Can you clear this grid before the six impostors wear your eyes out completely?

Five rebels are sitting in this wall of 929 and most people quit after finding only three.