bot-and-josh-apparently
Tuesday, November 17, 2020
@Phijkchu_Pikachu:
0d20 = () = 0
@Phijkchu_Pikachu: Are you sure?
thats valid fuck you
@Phijkchu_Pikachu: Deprimo!
does not let me do factorial math
/r d69420
@Dolfin:
d69420 = (63386) = 63386
imagine
@Phijkchu_Pikachu:
35%3 = 35%3 = 2
/r d100%2
@Phijkchu_Pikachu:
d100%2 = (25)%2 = 1
rolling a 351
/r d777
@heir:
d777 = (286) = 286
@Phijkchu_Pikachu:
d777 = (181) = 181
/r d777
@Dolfin:
d777 = (705) = 705
rolling a higher number then fire's next 777 role
@Phijkchu_Pikachu:
d777 = (258) = 258
/r d777
@heir:
d777 = (505) = 505
close
rolling higher than both of you
/r d777
@Dolfin:
d777 = (233) = 233
rolling highest
/r d777
@heir:
d777 = (534) = 534
imagine
/r d777
@Dolfin:
d777 = (400) = 400
rolling to see what my next roll should be
@Phijkchu_Pikachu:
d777 = (64) = 64
@Phijkchu_Pikachu:
d64 = (16) = 16
@Phijkchu_Pikachu:
d16 = (16) = 16
@Phijkchu_Pikachu:
d16 = (5) = 5
@Phijkchu_Pikachu:
d5 = (1) = 1
/r d777
@Dolfin:
d777 = (42) = 42
/r d42
/r d20!
@Dolfin:
d42 = (42) = 42
@heir:
d20! = (12) = 12
/r d12!
@heir:
d12! = (1) = 1
42 from a 42
/r d42
@Dolfin:
d42 = (25) = 25
/r d25
@Dolfin:
d25 = (6) = 6
/r d100!
@Phijkchu_Pikachu:
d100! = (21) = 21
@Dolfin:
d6 = (4) = 4
@Phijkchu_Pikachu:
d21! = (7) = 7
@Dolfin:
d4 = (3) = 3
@Phijkchu_Pikachu:
d7! = (7+2) = 9