[Mechanics] Fate's Fickle Folly (Dice Rolls)

[Aerandor]

I'll make use of that

Dice Initiative:

d20+6	(15)+6			Total = 21
d20+6	(16)+6			Total = 22

Dice Swim:

d20+3

(1)+3

Total = 4

Dice Attack including -2 for underwater and +1 for bless:

d20-1

(14)-1

Total = 13

Dice Damage, take half of the result:

d4-1

(1)-1

Total = 0

Dice Critical Failure roll:

d20+3

(19)+3

Total = 22

[PopCultureBard]

Dice Morgan Fort:

1d20

16

Dice Initiative:

1d20+5

(11)+5

Total = 16

Dice Grab Damage Thomas:

1d4

2

Dice Attack Kev:

1d20+2	(10)+2			Total = 12
1d4	2

Dice Morgan Escape:

1d20+2

(2)+2

Total = 4

Dice Morgan Swim:

1d20+2

(5)+2

Total = 7

[Aerandor]

Dice Attack:

d20-1

(6)-1

Total = 5

Dice Damage:

d4-1

(4)-1

Total = 3

Dice Swim:

d20+3

(14)+3

Total = 17

[iwood2465]

Attack w/ Possible crit roll and damage if necessary.

Dice Attack/Crit/Damage:

1d20+3	(16)+3			Total = 19
1d20+3	(4)+3			Total = 7
1d6+2	(6)+2			Total = 8

[PopCultureBard]

Dice Morgan Swim:

1d20+2

(9)+2

Total = 11

Dice Reefclaw 1 FA:

1d20+2	(9)+2			Total = 11
1d20+2	(3)+2			Total = 5
1d4	1
1d4	3

Dice Reefclaw 2 FA:

1d20+2	(4)+2			Total = 6
1d20+2	(3)+2			Total = 5
1d4	3
1d4	1

[Aerandor]

Dice Swim:

d20+3

(17)+3

Total = 20

I think that's enough to make it back to the reef, right? I'll edit my IC post if not, otherwise Kev will keep himself between the reefclaws and Morgan so she can get a spell off, and Kev will fight defensively (AC should be 17 now). In case one of them comes at him, here is the attack roll (with a -5 to hit since I'm still treading water, jeez).

Dice Attack:

d20-5

(17)-5

Total = 12

Dice Damage:

d4-1

(2)-1

Total = 1

[iwood2465]

Dice Attack/Crit/Damage:

1d20+3	(11)+3			Total = 14
1d20+3	(6)+3			Total = 9
1d6+2	(4)+2			Total = 6

[PopCultureBard]

Dice Reefclaw 1 FA:

1d20+2	(10)+2			Total = 12
1d20+2	(13)+2			Total = 15
1d4	3
1d4	2

Dice Reefclaw 2 FA:

1d20+2	(7)+2			Total = 9
1d20+2	(7)+2			Total = 9
1d4	4
1d4	2

[iwood2465]

Dice Attack/Crit/Damage:

1d20+3	(5)+3			Total = 8
1d20+3	(20)+3			Total = 23
1d6+2	(2)+2			Total = 4

[Aerandor]

Kev is going to move into flanking position, hence the change in attack modifier and the addition of sneak attack damage:

Dice Attack:

d20+1

(16)+1

Total = 17

Dice Damage:

d4-1	(1)-1			Total = 0
d6	6

Dice Swim:

d20+3

(1)+3

Total = 4

[Khodexus]

Alright here's a profession sailor check for Morgan.

Dice Profession Sailor +1 Ranks +3 Class Skill::

d20+4

(7)+4

Total = 11

[PopCultureBard]

Dice Reefclaw 1 FA:

1d20+2	(1)+2			Total = 3
1d20+2	(10)+2			Total = 12
1d4	3
1d4	1

Dice Reefclaw 2 FA:

1d20+2	(12)+2			Total = 14
1d20+2	(9)+2			Total = 11
1d4	2
1d4	4

[iwood2465]

Dice Attack/Crit/Damage:

1d20+3	(14)+3			Total = 17
1d20+3	(16)+3			Total = 19
1d6+2	(2)+2			Total = 4

I'm assuming I'll have to start rolling swim checks soon. Just let me know when and I'll roll.

And the other rolls I forgot. First, Perception and then Heal.

Dice Perception:

1d20+4

(14)+4

Total = 18

Dice Heal check (Does this apply to the one he's fighting, or both?:

1d20+5

(17)+5

Total = 22

[Aerandor]

Dice Attack:

d20+1

(10)+1

Total = 11

Dice Damage:

d4-1	(3)-1			Total = 2
d6	5

Dice Swim:

d20+3

(18)+3

Total = 21

Dice Perception:

d20+6

(20)+6

Total = 26