/r d2!
bot-and-josh-apparently
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Sunday, November 15, 2020
@Lute:
d2! = (1) = 1nice!
you didn't even do the chain
/r d20!
@heir:
d20! = (12) = 12/r d12!
@heir:
d12! = (12+6) = 18/r d18!
@heir:
d18! = (1) = 1rolling 1 is good
no with your 20! roll
yeah but I always do d2!
/r d20!
@heir:
d20! = (2) = 2/r d2!
@heir:
d2! = (2+1) = 3/r d20!
@Lute:
d20! = (14) = 14/r d3!
@heir:
d3! = (3+3+2) = 8/r d8!
@heir:
d8! = (4) = 4/r d4!
@heir:
d4! = (1) = 1/roll 1d14
@Lute:
1d14 = (7) = 7/roll 1d7
@Lute:
1d7 = (1) = 1/roll 1d1
@Lute:
1d1 = (1) = 1/roll 1d100
@Lute:
1d100 = (68) = 68/roll 1d68
@Lute:
1d68 = (14) = 14/roll 1d14
@Lute:
1d14 = (1) = 1voptit
I'll roll a d100
and you roll whatever number I roll
whoever gets 1 first loses
/roll 1d100
@Lute:
1d100 = (92) = 92/r d92
@heir:
d92 = (36) = 36/roll 1d36
@Lute:
1d36 = (26) = 26/r d26
@heir:
d26 = (4) = 4/roll 1d4
@Lute:
1d4 = (4) = 4/r d4
@heir:
d4 = (4) = 4/roll 1d4
@Lute:
1d4 = (2) = 2/r d2
@heir:
d2 = (1) = 1you start now
/r d100
@heir:
d100 = (43) = 43/roll 143
@Lute:
143 = 143 = 143/roll 1d43
@Lute:
1d43 = (31) = 31/r d31
@heir:
d31 = (13) = 13/roll 1d13
@Lute:
1d13 = (5) = 5/r d5
@heir:
d5 = (3) = 3/roll 1d3
@Lute:
1d3 = (2) = 2/r d2
@heir:
d2 = (1) = 1/roll 1d100
