[Mechanics] The Gambling Den

[Aeternis]

Failed. For one, I forgot to increment the numbers of the shots, for another, the third attack is a misfire. Wain's pistol is now Broken, which means it is at -2 to hit and its misfire range has gone from "1" to "1-5".

The first two still resolve against touch AC against 22 and 28, though.

What poor rolls.

[Alesch]

Dice Ambrosia's Attack of Opportunity:

1d20+17

(11)+17

Total = 28

Dice Ambrosia's AoO Damage:

2d6+11

(5, 3)+11

Total = 19

[Gath]

The only thing that freaks me out about the way you roll is the thought that you will roll just as well for the bad guys. It is my hope that this is not the case, but we shall see.

[Alesch]

Dice Ambrosia's Trip (To Hit):

1d20+17

(14)+17

Total = 31

Dice Ambrosia's Trip (Opposed):

1d20+11

(16)+11

Total = 27

Dice Ambrosia's Follow Up Attack (To Hit):

1d20+17

(17)+17

Total = 34

Dice Ambrosia's Follow Up Attack (Damage):

2d6+11

(5, 5)+11

Total = 21

[Aeternis]

 

Dice Vs. DC 20:

1d20+15

(15)+15

Total = 30

[Aeternis]

Success. Broken condition removed from gun as a full round action. While he's in there, he's gonna free-action reload.

[Ange]

Dice Diplomacy check:

d20+26

(9)+26

Total = 35

[GeoAvanti]

Breath. Someone got a Tic-Tac?

Dice Fire!:

7d8

1, 2, 2, 6, 6, 1, 7

Total = 25

And for the next use.

Dice Roll:

1d4

4

[GeoAvanti]

... I think I kind of actually want to fail this. Because a Draco-Kitty high on fumes seems like way too much damn fun to write. Unless he tries to stab someone nearby. That... probably wouldn't end well, huh? Oh well. Let us continue to reap ill fortune with the dice!

Will, DC 17

Dice Roll:

1d20+13

(5)+13

Total = 18

[Aeternis]

Dice Craft: Gunsmithing vs. DC 25:

1d20+15

(2)+15

Total = 17

[Aeternis]

Can I get a new D20 over here please?

[Alesch]

Out of curiosity, what would Wain have gotten if I'd rolled the check instead?

Dice Theoretical Craft: Gunsmithing:

1d20+15

(20)+15

Total = 35

[Aeternis]

Argh.

That is just rubbing it in. really, nat-20ed?

[Alesch]

...

[Gath]

That's pretty much evil on the awesome axis. I approve.

Dice Bluff Check:

1d20+16

(10)+16

Total = 26