I've managed to get a solution using 10 4s, as opposed to 11, might be fun to see the equation which uses the fewest number of 4s. Here's mine: 44^(sqrt(4))+(4*4!)-(4*4)-4-(4/4) Which gives 44^2+(4*24)-16-4-1 = 1936+96-16-4-1 =2011

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## Fewer 4s

I've managed to get a solution using 10 4s, as opposed to 11, might be fun to see the equation which uses the fewest number of 4s.

Here's mine:

44^(sqrt(4))+(4*4!)-(4*4)-4-(4/4)

Which gives

44^2+(4*24)-16-4-1

=

1936+96-16-4-1 =2011