[Legal counting forum game] Counting with four fours

(4! + gamma (4)!) * (4 + gamma (sqrt (4))) = 135
(24 + 3) * (4 +1) = 135
27 * 5 = 135
This does rely on making a gamma function a double factorial, which is a bit sketchy...

It gets easier from here for a short while guys:

• 124 = (4!!)!!!!!!*4!!
• 124 = (4*2)!!!!!! * 4 * 2
• 124 = 8!!!!!! * 8
• 124 = 8 * 2 * 8
• 124 = 16 * 8

*slow claps*

Yeah... that's what I meant... really...
I even wrote 128 down in my word document I don't understand how I managed that. I'm so talented sometimes.

128 = (4!!)!!!!!!*4!!
136 = (4!!)!!!!!!*4!!+4+4

(4!!)!!!!!!*4!!+4!!+gamma(sqrt(4)) = 137

All these exclamation marks.

138 = (4!!)!!!!!!*4!!+4/.4
EDIT: this is my 1500th post

Ok, there's been a massive gap here, so I presume it's been given up(?). However, I compiled a list of the numbers beyond this, which I'll just post because they took a (little) while-

• 139 = (4!!)!!!!!!*4!!+4!!+gamma (4)!
• 140 = (4!!)!!!!!!*4!!+4*gamma (4)!
• 141 = (4 + gamma (sqrt (4)))! + 4! – gamma (4)!
• 142 = (4 + gamma (sqrt (4)))! + 4! – sqrt (4)
• 143 = (4 + gamma (sqrt (4)))! + 4! – gamma (sqrt (4))
• 144 = (4!!)!!!!!!*4!! + 4 * 4
• 145 = (4 + gamma (sqrt (4)))! + 4! + gamma (sqrt (4))
• 146 = (4 + gamma (sqrt (4)))! + 4! + sqrt (4)
• 147 = (4 + gamma (sqrt (4)))! + 4! + gamma (4)!
• 148 = (4! / .4) * (gamma (4)!) - sqrt (4)
• 149 = (4! / .4) * (gamma (4)!) - gamma (sqrt (4))
• 150 = (gamma (4) / .4) * (4 / .4)
• 151 = (4! / .4) * (gamma (4)!) + gamma (sqrt (4))
• 152 = (4! / .4) * (gamma (4)!) + sqrt (4)
• 153 = (4! / .4) * (gamma (4)!) + (gamma (4)!)
• 154 = (4! / .4) * (gamma (4)!) + 4
• 155 = (4! / .4 + sqrt (4)) / .4
• 156 = (4! / .4) * (gamma (4)!) + gamma (4)

Feel free to continue or check or whatever.