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  #1  
Old Jun 7th, 2011, 06:59 PM
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Dice Rolls

In case you ever want to make rolls, do them here. This includes stat rolls (to answer ps3 question)

Last edited by SkylerJB; Jun 7th, 2011 at 07:57 PM.
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  #2  
Old Jun 7th, 2011, 07:52 PM
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Hope we are meant to roll ability scores here?

Dice Set1/2:
3d6+6kh2 (2, 3, 3 (keeping 3,3) )+6 Total = 12
3d6+6kh2 (1, 3, 3 (keeping 3,3) )+6 Total = 12
3d6+6kh2 (4, 5, 4 (keeping 4,5) )+6 Total = 15
3d6+6kh2 (2, 4, 3 (keeping 3,4) )+6 Total = 13
3d6+6kh2 (1, 4, 3 (keeping 3,4) )+6 Total = 13
3d6+6kh2 (5, 1, 3 (keeping 3,5) )+6 Total = 14


Dice Set2/2:
3d6+6kh2 (5, 6, 2 (keeping 5,6) )+6 Total = 17
3d6+6kh2 (2, 1, 2 (keeping 2,2) )+6 Total = 10
3d6+6kh2 (2, 1, 1 (keeping 1,2) )+6 Total = 9
3d6+6kh2 (3, 3, 4 (keeping 3,4) )+6 Total = 13
3d6+6kh2 (6, 2, 2 (keeping 2,6) )+6 Total = 14
3d6+6kh2 (6, 4, 5 (keeping 5,6) )+6 Total = 17
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  #3  
Old Jun 7th, 2011, 09:38 PM
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Well, that's what I'm doin here too! Here goes nothin.
 


Using set 1
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Last edited by DeepFriedWyzard; Jun 7th, 2011 at 09:40 PM.
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Old Jun 7th, 2011, 10:22 PM
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Come on baby....give me 6s!

Dice Set1:
3d6+6kh2 (6, 2, 2 (keeping 2,6) )+6 Total = 14
3d6+6kh2 (6, 6, 6 (keeping 6,6) )+6 Total = 18
3d6+6kh2 (5, 1, 4 (keeping 4,5) )+6 Total = 15
3d6+6kh2 (3, 2, 6 (keeping 3,6) )+6 Total = 15
3d6+6kh2 (6, 2, 5 (keeping 5,6) )+6 Total = 17
3d6+6kh2 (6, 1, 4 (keeping 4,6) )+6 Total = 16


Dice Set2:
3d6+6kh2 (3, 5, 4 (keeping 4,5) )+6 Total = 15
3d6+6kh2 (2, 2, 5 (keeping 2,5) )+6 Total = 13
3d6+6kh2 (3, 5, 5 (keeping 5,5) )+6 Total = 16
3d6+6kh2 (3, 6, 4 (keeping 4,6) )+6 Total = 16
3d6+6kh2 (5, 6, 2 (keeping 5,6) )+6 Total = 17
3d6+6kh2 (3, 2, 5 (keeping 3,5) )+6 Total = 14
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  #5  
Old Jun 8th, 2011, 02:08 AM
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Set 1 it is. Praise be unto the dice gods for they are holy.

Last edited by ShadowcatX; Jun 8th, 2011 at 02:12 AM.
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  #6  
Old Jun 10th, 2011, 11:02 AM
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Old Jun 10th, 2011, 01:37 PM
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Old Jun 10th, 2011, 03:18 PM
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  #9  
Old Jun 10th, 2011, 03:20 PM
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  #10  
Old Jun 10th, 2011, 03:58 PM
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Dice Set1/2:
3d6+6kh2 (6, 1, 4 (keeping 4,6) )+6 Total = 16
3d6+6kh2 (6, 5, 4 (keeping 5,6) )+6 Total = 17
3d6+6kh2 (5, 1, 6 (keeping 5,6) )+6 Total = 17
3d6+6kh2 (6, 2, 5 (keeping 5,6) )+6 Total = 17
3d6+6kh2 (3, 5, 6 (keeping 5,6) )+6 Total = 17
3d6+6kh2 (5, 4, 4 (keeping 4,5) )+6 Total = 15
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Old Jun 10th, 2011, 03:59 PM
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Dice Set1/2:
3d6+6kh2 (3, 4, 4 (keeping 4,4) )+6 Total = 14
3d6+6kh2 (6, 5, 4 (keeping 5,6) )+6 Total = 17
3d6+6kh2 (3, 1, 5 (keeping 3,5) )+6 Total = 14
3d6+6kh2 (5, 5, 5 (keeping 5,5) )+6 Total = 16
3d6+6kh2 (3, 4, 5 (keeping 4,5) )+6 Total = 15
3d6+6kh2 (4, 1, 6 (keeping 4,6) )+6 Total = 16
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  #12  
Old Jun 10th, 2011, 04:04 PM
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Dice set 1
Dice Set1/2:
3d6+6kh2 (6, 6, 1 (keeping 6,6) )+6 Total = 18
3d6+6kh2 (1, 4, 4 (keeping 4,4) )+6 Total = 14
3d6+6kh2 (2, 6, 5 (keeping 5,6) )+6 Total = 17
3d6+6kh2 (5, 3, 1 (keeping 3,5) )+6 Total = 14
3d6+6kh2 (2, 6, 4 (keeping 4,6) )+6 Total = 16
3d6+6kh2 (3, 2, 6 (keeping 3,6) )+6 Total = 15



Dice set 2
Dice Set1/2:
3d6+6kh2 (5, 1, 1 (keeping 1,5) )+6 Total = 12
3d6+6kh2 (4, 5, 5 (keeping 5,5) )+6 Total = 16
3d6+6kh2 (5, 4, 2 (keeping 4,5) )+6 Total = 15
3d6+6kh2 (2, 3, 2 (keeping 2,3) )+6 Total = 11
3d6+6kh2 (2, 5, 2 (keeping 2,5) )+6 Total = 13
3d6+6kh2 (5, 6, 1 (keeping 5,6) )+6 Total = 17
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  #13  
Old Jun 10th, 2011, 05:13 PM
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Necromancer: Oh, no ya wont.
Natural 1's: 5 Natural 20's: 3
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Old Jun 10th, 2011, 05:15 PM
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  #15  
Old Jun 10th, 2011, 08:50 PM
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Dice Set1/2:
3d6+6kh2 (3, 1, 5 (keeping 3,5) )+6 Total = 14
3d6+6kh2 (2, 1, 5 (keeping 2,5) )+6 Total = 13
3d6+6kh2 (6, 3, 2 (keeping 3,6) )+6 Total = 15
3d6+6kh2 (6, 2, 6 (keeping 6,6) )+6 Total = 18
3d6+6kh2 (2, 4, 4 (keeping 4,4) )+6 Total = 14
3d6+6kh2 (3, 2, 5 (keeping 3,5) )+6 Total = 14
Dice Set2/2:
3d6+6kh2 (1, 5, 2 (keeping 2,5) )+6 Total = 13
3d6+6kh2 (6, 4, 6 (keeping 6,6) )+6 Total = 18
3d6+6kh2 (1, 1, 2 (keeping 1,2) )+6 Total = 9
3d6+6kh2 (2, 5, 6 (keeping 5,6) )+6 Total = 17
3d6+6kh2 (5, 6, 4 (keeping 5,6) )+6 Total = 17
3d6+6kh2 (4, 1, 1 (keeping 1,4) )+6 Total = 11
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