Four 4's

[PkmnQ]

(!4 + 4) * sqrt(sqrt(4) * sqrt(4))

[Byron_Inc_TBG]

4! + 4 - 4 / 4

[PkmnQ]

Let's get more subfactorial action here

(!4 - sqrt(4)) * sqrt(4) * sqrt(4)

By the way should I remove tetration

[Byron_Inc_TBG]

It would be useful once we get into big numbers

4! + 4 + 4 / 4

[PkmnQ]

3 ^^ 3 is already more than 7 trillion, i don't think it'll be that useful

4! + sqrt(4) + sqrt(4) + sqrt(4)

[Byron_Inc_TBG]

Ohh

4! + !4 - 4 + sqrt(4)

[PkmnQ]

yay subfactorials

(4 + 4) * (sqrt(4) + sqrt(4))

[Byron_Inc_TBG]

(4! + !4) * 4 / 4

[solitaire]

((4 * 4) * sqrt(4)) + sqrt(4)

[realicraft]

4*4*((4+4)/4)+((4+4+4)/4)

[Zan]

4*4*sqrt(4)+4
[Ngv]

4*4*((4+4)/4)+((4+4+4)/4)

You can only use 4 fours[/ngv]

[solitaire]

(!4) * 4 + 4/4 =
9*4 + 4/4 =
37

[Byron_Inc_TBG]

4! + 4 * 4 - sqrt(4) = 38

[solitaire]

4! + 4 + sqrt(4) + !4 = 39

[realicraft]

4 * (4 + 4 + sqrt(4)) = 40

[solitaire]

(4 + 4) * 4 + !4 = 41

[Zan]

Ok I forgot

4! * sqrt(4) - (4 + sqrt(4))

I did it right this time
I think

[solitaire]

4!+4! - !4 + 4 = 43

[realicraft]

44 + 4 - 4 = 44

that one's simple

or at least it would have been, if solitaire had gotten the number right

[Zan]

(4! * sqrt(4)) - (4/4)
Edit: wrong.

44+4/4

[solitaire]

4! + 4! - 4 + sqrt(4)

[Zan]

4! + 4! - (4/4)

Well, that was easy

[solitaire]

4! + 4! - 4 + 4

[realicraft]

4! + 4! + (4/4) = 49

[Zan]

44 + 4 + sqrt(4)