ForumsForum GamesRoll A Dozen: Revived

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apldeap123
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apldeap123
1,708 posts
Farmer

Welcome back to one of my old games, Roll A Dozen! Due to some personal reasons, i was unable to keep the original Ra12 game alive. Thus, I have created a new thread to continue the game!

Once again, here are the objectives:

Objective:

- Players must reach exactly 12 to win.

How to Play:

- A six-sided die is used.
- The player must roll the die. If an even number is used (e.g, 2, 4, 6),
you add that number to the previous rolled number.
- If an odd number is rolled (1, 3, 5) you subtract that amount from the
previous number.
- A new count always begins with the number 1.
- The player who restarts the count must roll the dice and add/subtract the
resulting number from 1.
- The count must be restarted if:
- The count reaches zero or goes into negative numbers.
- A player rolls the same number as the previous poster.

Example:
P1: 1 (dice rolled 4) 1+4=5
P2: 5 (dice rolled 2) 5+2=7
P1: 7 (dice rolled 3) 7-3=4
P3: 4 (dice rolled 3) restart

Things to Remember:

- You can back-to-back post! Just don't post three times in a row.

Once a successful count has been reached, please notify me in my profile comments.

Now, let's begin!

  • 688 Replies
LordLazyLeopard
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LordLazyLeopard
783 posts
Constable

Well, our chances of losing instantly remain at a nice and low 16.67%, so that's good.
Dont_be_the_17_percent = 4
Well, that's not terrible...
16+4=20

DICE RESULTS
4 = Dont_be_the_17_percent
PLGuy
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PLGuy
4,755 posts
King

20. I'm great. Last time I played here I forgot to roll the dice xD
PriorityIsRoll = 6
20+6=26

DICE RESULTS
6 = PriorityIsRoll
PLGuy
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PLGuy
4,755 posts
King

1. Your roll was Rick roll...

1d6=2

1+2=3

DICE RESULTS
2 = 1d6
LordLazyLeopard
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LordLazyLeopard
783 posts
Constable

3. Congrats on (slightly above) 1000 posts @PLGuy!

1d6=6

3+6=9

DICE RESULTS
6 = 1d6
LordLazyLeopard
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LordLazyLeopard
783 posts
Constable

13. Hooray for adding wrong! (I can't life with pretending you actually won it.)

1d6=4

Well, I suppose this means we're supposed to restart anyways. Just without the satisfaction of winning.

DICE RESULTS
4 = 1d6
PLGuy
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PLGuy
4,755 posts
King

1. Welcome to another episode of Rollll to dooozeeeeen!
1d6=1
1-1= decimal 0 ; binary 0 ; octal 0 ; hexadecimal 0

DICE RESULTS
1 = 1d6
LordLazyLeopard
offline
LordLazyLeopard
783 posts
Constable

1. The crowd, seeing yet another heart-wrenching restart, cheers with renewed vigor in hopes of helping the die land on an even number.

Cheering = 4
1+4=5

DICE RESULTS
4 = Cheering
LordLazyLeopard
offline
LordLazyLeopard
783 posts
Constable

1. Half the crowd leaves.
Boring = 1
For good reason...
1-1=Restart!

DICE RESULTS
1 = Boring
LordLazyLeopard
offline
LordLazyLeopard
783 posts
Constable

3. Since most of them were already looking at their phones, they didn't notice the initial victory. We hope that another victory renews the interest of the crowd.
1d6=1
3-1=2

DICE RESULTS
1 = 1d6
LordLazyLeopard
offline
LordLazyLeopard
783 posts
Constable

1. Even the latest "dank memes" are more enthralling. :/
1d6=5
1-5=RESTART

DICE RESULTS
5 = 1d6
LordLazyLeopard
offline
LordLazyLeopard
783 posts
Constable

1. How that many people would become inured to this sort of thing is anyone's guess... (That is, of course, assuming that the "crowd" is large. No one specified that it ever was.)
1d6=2
1+2=3

DICE RESULTS
2 = 1d6
PLGuy
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PLGuy
4,755 posts
King

9. A break in the game? Viewership has dropped dramatically It can't happen, show must go on! (I'll also try to keep the viewership high when I'm done with my entry for armatar contest).

1d6=5

9-5=4

DICE RESULTS
5 = 1d6
Yellowcat
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Yellowcat
2,869 posts
Treasurer

3. Viewership has increased by 1
1d6=4
3+4=7

DICE RESULTS
4 = 1d6
PLGuy
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PLGuy
4,755 posts
King

7. If only I could add that 5 when getting it...
RickRoll = 6

7+6=13

DICE RESULTS
6 = RickRoll
LordLazyLeopard
offline
LordLazyLeopard
783 posts
Constable

12. Yay! The crown returns their attention to their phones. However, this time it is to tell of the wondrous victory. The viewership having been restored (slightly) I hope to not disappoint.
1d6=2
1+2=3

DICE RESULTS
2 = 1d6
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