Yahtzee (MonkeyMan576 vs. yabbaguy)

[yabbaguy]

I'm safe, anyway. 9 on Threes.

[MonkeyMan576]

Original Roll String: 5d6

5 6-Sided Dice: (2, 3, 1, 5, 3) = 14

[MonkeyMan576]

Keep 2

Original Roll String: 4d6

4 6-Sided Dice: (2, 6, 6, 2) = 16

[MonkeyMan576]

Full House

[yabbaguy]

Nothing to it, I really need to start hitting these Yahtzees.

Original Roll String: 5d6

5 6-Sided Dice: (4, 3, 1, 3, 1) = 12

[yabbaguy]

That's a screaming Full House try most days, but this is not most days.

Keep 1-1.

Original Roll String: 3d6

3 6-Sided Dice: (4, 6, 4) = 14

[yabbaguy]

Fiiiiiiiiiine.

Keep 1-1-4-4

Original Roll String: 1d6

1 6-Sided Dice: (5) = 5

[yabbaguy]

Missed, but my card isn't ruined; it's just progressing at a... slower pace.

2 on Ones.

[MonkeyMan576]

Original Roll String: 5d6

5 6-Sided Dice: (1, 1, 2, 5, 2) = 11

[MonkeyMan576]

Keep 1,1

Original Roll String: 3d6

3 6-Sided Dice: (4, 4, 3) = 11

[MonkeyMan576]

keep 1,1

Original Roll String: 3d6

3 6-Sided Dice: (6, 1, 3) = 10

[MonkeyMan576]

3 on 1s.

[yabbaguy]

Here we go...

Original Roll String: 5d6

5 6-Sided Dice: (5, 5, 3, 4, 4) = 21

[yabbaguy]

We need Yahtzees, the strategy analysis really can't be too much cuter than that.

Keep 5-5.

Original Roll String: 3d6

3 6-Sided Dice: (4, 4, 1) = 9

[yabbaguy]

And again, seeing a 1/216 shot, we'll switch to a Full House.

Keep 4-4-5-5

Original Roll String: 1d6

1 6-Sided Dice: (6) = 6

[yabbaguy]

24 on Chance, that's great for that box at least!

[MonkeyMan576]

Original Roll String: 5d6

5 6-Sided Dice: (2, 1, 2, 4, 3) = 12

[MonkeyMan576]

Keep 2,2

Original Roll String: 3d6

3 6-Sided Dice: (1, 3, 4) = 8

[MonkeyMan576]

Keep 2,2

Original Roll String: 3d6

3 6-Sided Dice: (2, 2, 2) = 6

[MonkeyMan576]

Ummm...Yahtzee!

Why couldn't I have gotten some of these my other games?

[yabbaguy]

"Stop, stop, he's already dead!"

You score 10 on Twos and

another

+100!

Original Roll String: 5d6

5 6-Sided Dice: (1, 3, 6, 6, 3) = 19

[yabbaguy]

Keep 6-6

Original Roll String: 3d6

3 6-Sided Dice: (4, 5, 5) = 14

[yabbaguy]

Switch!

Keep 5-5.

Original Roll String: 3d6

3 6-Sided Dice: (4, 2, 6) = 12

[MonkeyMan576]

smh. Sorry bud, not your lucky day.

[yabbaguy]

Oops, that's my 6! xD

But I'll take 10 on Fives.

I'll require three 4s to make my +35 and save my dignity, so at least the math is working out.