06-02-2017, 07:38 AM
Voted:
The sum of 1/(2^n) for all integer n where n ≥ 0
1/1 + 1/2 + 1/4 + 1/8 + 1/16 + ... = 2
The sum of 1/(2^n) for all integer n where n ≥ 0
1/1 + 1/2 + 1/4 + 1/8 + 1/16 + ... = 2
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Vote for Us! (June)
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06-02-2017, 07:38 AM
Voted:
The sum of 1/(2^n) for all integer n where n ≥ 0 1/1 + 1/2 + 1/4 + 1/8 + 1/16 + ... = 2
06-02-2017, 08:41 AM
Voted: 2 (20/20/1693/292)
06-02-2017, 09:01 AM
2
06-02-2017, 10:36 AM
V2
06-02-2017, 11:13 AM
Vote 1
25/26/1698/297 Daniel Wrote:gonna milk the shit out of those milkies Gildarts Wrote:Sorry if you got diabetes from this, and sorry again if you were offended by that comment because you do have diabetes. Alex Wrote:clowns don't have marriage rights
06-02-2017, 04:14 PM
Vote 2
06-02-2017, 07:26 PM
Vote 2
![]() Quote:
06-03-2017, 10:13 AM
3
06-03-2017, 12:26 PM
Vote 2 (32/32/1703/302)
undoge: Credit & Hugs to Ruby for the sign, and to Guu for the smileys! undoge:Hide your chicken nuggers, hide your heads, the Sundoge is coming and she'll hat everyone! Quote:This signature is so overloaded...
06-03-2017, 12:32 PM
#2
34, 34, 1703, 303
Curious about me and the characters I play? See the 'Staff' page! See also the rosters for my characters Samus Aran or Enel if you'd like to see examples of well-formatted rosters. Hope you enjoy the Omniverse!
06-03-2017, 12:39 PM
V3
06-03-2017, 02:04 PM
Voted: 3 (39/39/1708/308) |
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