Level Up: Game Over!

[Cerberus v666]

Attack Alpha

[Cerberus v666]

Attack Alpha

Original Roll String: 1d8

1 8-Sided Dice: (4) = 4

[Ircher]

Attack Beta

Original Roll String: 1d8 (STATIC)

1 8-Sided Dice: (3) = 3

Also attacking Beta

Original Roll String: 1d8 (STATIC)

1 8-Sided Dice: (3) = 3

Attack Beta

Original Roll String: 1d8-1 (STATIC)

1 8-Sided Dice: (2)-1 = 1

Quoting for my benefit.

[McMenno]

attack beta

Original Roll String: 1d8

1 8-Sided Dice: (5) = 5

[Ircher]

Irrelephant11 sends an uppercut slash towards Beta. (3 so far.) Felissan attacks next with a slash from behind that nearly misses. (6 so far.) Then Charles510 tries to attack as well, but due to the commotion caused by the other attackers, Charles is only able to do minimal damage. (7 so far.) McMenno finishes it all up by striking from the side with an almost perfectly executed blow. (8-2=6; 13 so far.) In no time, the Acolyte known as Beta has died, hacked into a million tiny pieces.

Cerberus launches an attack on Alpha for five. Alpha lifts his sword to parry the blow.

Original Roll String: 1d4

1 4-Sided Dice: (4) = 4

Alpha then pours a liquid on his weapon.

Charlie fires an arrow at Cerberus.

Original Roll String: 1d6

1 6-Sided Dice: (4) = 4

(Cerb's defense roll:)

Original Roll String: 1d3

1 3-Sided Dice: (1) = 1

Delta slashes quickly at McMenno.

Original Roll String: 1d6-2

1 6-Sided Dice: (4)-2 = 2

(McMenno's defense roll:)

Original Roll String: 1d3

1 3-Sided Dice: (2) = 2

[Ircher]

Unfortunately for Alpha, they are slow to lift their blade and suffer 4 damage.

Charlie manages to fire an arrow at an exposed portion of Cerberus's body. Despite doing his best to block it, Cerb still ends up taking 3 damage.

Delta misses McMenno completely with her attack.

[Charles510]

Let's attack Alpha at :00

[Skygazer]

Should I attack Alpha or someone else?

[Charles510]

sky, attack alpha please

[Charles510]

attack alpha

Original Roll String: 1d8

1 8-Sided Dice: (8) = 8

[Skygazer]

Attack alpha

Original Roll String: 1d8

1 8-Sided Dice: (1) = 1

[Skygazer]

lmao these rolls

[Irrelephant11]

attack alpha

Original Roll String: 1d8

1 8-Sided Dice: (2) = 2

[Charles510]

Skygazer, can you use site chat? We have a room to chat about this game and to try to co-ordinate our attacks

[Ircher]

6)

From now on, when a third or subsequent player teams up against the same monster, they have -X modifier to their roll where X is the number of players attacking that monster minus two. For instance, if the worst is the fourth person to attack a monster named Alpha, they will have a modifier of -2 on their attack.

(A reminder of this change; it would be useful if you include the modifier yourself, especially if the roll doesn't already have a modifier.)

[McMenno]

Charlie

Original Roll String: 1d8

1 8-Sided Dice: (4) = 4

[Skygazer]

I'm on mobile but can join on site chat when I migrate to my laptop tonight

[Cerberus v666]

Enraged by the audacity of Charlie, I charge him and crush him!

Double slashing ness!

Original Roll String: 1d8

1 8-Sided Dice: (5) = 5

Original Roll String: 1d8-2

1 8-Sided Dice: (7)-2 = 5

[Inferno390]

Delta!

Original Roll String: 1d6

1 6-Sided Dice: (1) = 1

[Ircher]

Charles510 and Skygazer both try to stab Alpha from behind. Charles executes it perfectly while Skygazer nearly misses. (8 so far.) Irrelephant11 then joins in on the fun and conducts the killing blow. (14 so far.) Alpha falls to the ground dead.

Meanwhile, McMenno slashes at Charlie from the side while Cerberus v666 pursues a frontal assault and slashes twice at Charlie. (12 so far.) It is more than enough to kill Charlie.

Inferno390 makes a pitiful stab towards Delta.

Delta slashes at Skygazer.

Original Roll String: 1d6

1 6-Sided Dice: (3) = 3

[Charles510]

Who’s ready to finish Delta at :00?

[Charles510]

Anyone?

[Charles510]

Who's on now to attack Delta?

[Charles510]

Cast Fire on Delta

Original Roll String: 1d3 (STATIC)

1 3-Sided Dice: (2) = 2

[Charles510]

Cast Fire on Delta

Original Roll String: 1d3

1 3-Sided Dice: (1) = 1