ghetto math
Problem:
So you go to the shady massage parlor and you head to the back for the special.
You order 3 girls for the "Pussy licking train" which charges $70 per position (girl 1 --> girl 2 --> girl 3, girl 2 --> girl 1 --> girl 3, etc). per hour .
If you have $5000 what is the maximum amount of time you can get the "Pussy licking train" for if each position lasts 15 minutes?
How long if you are able to add yourself to the mix via the "Pussy train Special" for $120 per position (girl 1 --> girl 2 --> girl 3 --> you, girl 2 --> you --> girl 1 --> girl 3, etc.) per hour ?
Answer:
So you go to the shady massage parlor and you head to the back for the special.
You order 3 girls for the "Pussy licking train" which charges $70 per position (girl 1 --> girl 2 --> girl 3, girl 2 --> girl 1 --> girl 3, etc). per hour .
If you have $5000 what is the maximum amount of time you can get the "Pussy licking train" for if each position lasts 15 minutes?
How long if you are able to add yourself to the mix via the "Pussy train Special" for $120 per position (girl 1 --> girl 2 --> girl 3 --> you, girl 2 --> you --> girl 1 --> girl 3, etc.) per hour ?
Answer: