Dice Roller and Tag Testing Thread - Five (5) Post Limit!

[Cadia]

Dice Testing Roll:

4d6+2

(6, 1, 5, 1)+2

Total = 15

Dice Roll:

1d20+20

(7)+20

Total = 27

Dice Roll:

1d100

98

Dice Roll:

1d100

79

Dice Roll:

1d100

39

[Connor]

Dice Roll:

1d10

8

[ratchett]

Dice Roll:

d20+9

(9)+9

Total = 18

[ratchett]

Dice Roll:

5d6

1, 1, 3, 5, 6

Total = 16

Dice Roll:

5d6

3, 6, 4, 4, 4

Total = 21

Dice * Roll:

10d10cx,10

3, 8, 10, 10, 4, 1, 6, 8, 3, 2

Total = 55

Dice Roll:

10d10cx,10

5, 5, 9, 7, 5, 6, 7, 10, 9, 8

Total = 71

Warning: rolls have been deleted from this post.

[ratchett]

Dice Roll:

d100

57

Dice Roll:

5d10kh3

6, 6, 8, 8, 2 (keeping 6,8,8)

Total = 22

Dice Roll:

10d10ci,10

error: no previous roll for crit inheritance (please see the FAQ for help)

Dice Roll:

d10cx,10	5
d6ci2	4

Dice Roll:

5d10cx,10	8, 4, 7, 10, 1			Total = 30
d6ci2	4

Dice Roll:

d10cx,10	3
d10cx,10	2
d10cx,10	4
d10cx,10	9
d10cx,10	3

Warning: rolls have been deleted from this post.

[Tolamaker]

Dice Roll:

4df+3

(0, -1, 1, 0)+3

Total = 3

[kanly]

Dice Roll:

2d6+6	(2, 5)+6			Total = 13
2d6+6	(1, 2)+6			Total = 9
2d6+6	(3, 6)+6			Total = 15
2d6+6	(5, 1)+6			Total = 12
2d6+6	(6, 1)+6			Total = 13
2d6+6	(5, 5)+6			Total = 16
2d6+6	(5, 5)+6			Total = 16

Dropping the 9

[Connor]

Dice Roll:

2d6+6	(5, 3)+6			Total = 14
2d6+6	(1, 5)+6			Total = 12
2d6+6	(1, 6)+6			Total = 13
2d6+6	(4, 3)+6			Total = 13
2d6+6	(1, 6)+6			Total = 13
2d6+6	(5, 2)+6			Total = 13
2d6+6	(5, 6)+6			Total = 17

Dropping the 12.

[leftyyy88]

Dice Roll:

2d6+6	(6, 2)+6			Total = 14
2d6+6	(6, 1)+6			Total = 13
2d6+6	(5, 5)+6			Total = 16
2d6+6	(3, 5)+6			Total = 14
2d6+6	(1, 5)+6			Total = 12
2d6+6	(6, 1)+6			Total = 13
2d6+6	(2, 1)+6			Total = 9

[Gulgalogos]

Dice Roll:

6d6

4, 3, 6, 5, 3, 6

Total = 27

[Gulgalogos]

Dice Roll:

6d6smch5

2 ✘, 1 ✘, 5 ✔, 4 ✘, 4 ✘, 1 ✘

(1/6) 0⇑ 2⇓

Total = 17

[Goblin Man]

Dice test:

1d20+4sch10	(16)+4		✔	Total = 20
1d6	3

Dice test:

1d20+4sch10	(5)+4		✘	Total = 9
1d6	4

Dice test:

1d20+4sch10	(2)+4		✘	Total = 6
1d6	1

[wren]

Dice Roll:

2d20

13, 12

Total = 25

[wren]

trying this out

[wren]

Dice Roll:

2d12+6

(2, 7)+6

Total = 15