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Curtis
First Place Dick
| Reputation: 1,168 | Group: | Admin | Posts: | 77,400 | Joined: | Jun 22, 2012 |
| Post #1: 25th Jan 2022 7:38 PM | |
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Curtis
First Place Dick
| Reputation: 1,168 | Group: | Admin | Posts: | 77,400 | Joined: | Jun 22, 2012 |
| Post #2: 25th Jan 2022 7:39 PM | |
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Curtis
First Place Dick
| Reputation: 1,168 | Group: | Admin | Posts: | 77,400 | Joined: | Jun 22, 2012 |
| Post #3: 25th Jan 2022 7:40 PM | |
In this Team Round, everyone has been randomly split up into three teams of eight. Here are the teams
Red Team
JJ
Christian
Spin
Brian
Boc
Curtis
Mal
Stargate
Blue Team
TiB
Perry
KC
Jake
Jamie
Zersch
Lamps
Rodney
Yellow team
Sami
Vern
Dyl
Nav
Ahoda
Kim
Kat
Locky
You've also been paired against one member of each opposing team. Here are the matchups
JJ vs TiB vs Sami
Christian vs Perry vs Vern
Spin vs KC vs Dyl
Brian vs Jake vs Nav
Boc vs Jamie vs Ahoda
Curtis vs Zersch vs Kim
Mal vs Lamps vs Kat
Stargate vs Rodney vs Locky
In Hoarders, a number of balls are scattered around an arena. When a ball enters your colored area, it turns your color. You'll be competing against your two opponents to try to give your team as many balls as you can.
Roll 5d6 once. Using those five dice, rearrange the numbers to make the highest five digit number you can. Example, I rolled a 4 4 2 1 6. My best combo is 64421. After you roll, post your best combo please
[toll]5d6[/toll]
You'll then compare your score against your two opponents when they go. Between the three of you, whoever has the highest score outmaneuvers the other two and scores two balls for their team. Whoever has the second highest score will earn one ball for their team. The worst score earns nothing.
The team that scores the highest will qualify. The two losing teams will EACH vote to Yeet one member off of their team. Two more will be eliminated.
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KC
Shooore
| Reputation: 91 | Group: | Admin | Posts: | 11,435 | Joined: | Mar 1, 2013 |
| Post #4: 25th Jan 2022 7:45 PM | |
Rolled: 16 (5+5+2+3+1) [5d6] |
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KC
Shooore
| Reputation: 91 | Group: | Admin | Posts: | 11,435 | Joined: | Mar 1, 2013 |
| Post #5: 25th Jan 2022 7:45 PM | |
55321 |
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Curtis
First Place Dick
| Reputation: 1,168 | Group: | Admin | Posts: | 77,400 | Joined: | Jun 22, 2012 |
| Post #6: 25th Jan 2022 7:50 PM | |
Oops the images got fucked up, will add | |
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Curtis
First Place Dick
| Reputation: 1,168 | Group: | Admin | Posts: | 77,400 | Joined: | Jun 22, 2012 |
| Post #7: 25th Jan 2022 7:51 PM | |
By fucked up I mean I never added them in | |
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Boc
| Reputation: 155 | Group: | Admin | Posts: | 18,749 | Joined: | Jun 22, 2012 |
| Post #8: 25th Jan 2022 7:56 PM | |
Rolled: 17 (2+3+1+6+5) [5d6] | |
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Boc
| Reputation: 155 | Group: | Admin | Posts: | 18,749 | Joined: | Jun 22, 2012 |
| Post #9: 25th Jan 2022 7:57 PM | |
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Rolled: 17 (2+3+1+6+5) [5d6] |
65321 | |
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Glory (jamie)
together we can defeat obese children
| Reputation: 114 | Group: | Overlord | Posts: | 11,787 | Joined: | Jan 11, 2015 |
| Post #10: 25th Jan 2022 7:59 PM | |
Rolled: 22 (6+3+5+3+5) [5d6] | |
I was wrong about Jamie he is a true visionary and I name him my successor |
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Curtis
First Place Dick
| Reputation: 1,168 | Group: | Admin | Posts: | 77,400 | Joined: | Jun 22, 2012 |
| Post #11: 25th Jan 2022 7:59 PM | |
Teams and matchup info added | |
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Glory (jamie)
together we can defeat obese children
| Reputation: 114 | Group: | Overlord | Posts: | 11,787 | Joined: | Jan 11, 2015 |
| Post #12: 25th Jan 2022 7:59 PM | |
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Rolled: 22 (6+3+5+3+5) [5d6] |
65533 | |
I was wrong about Jamie he is a true visionary and I name him my successor |
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Curtis
First Place Dick
| Reputation: 1,168 | Group: | Admin | Posts: | 77,400 | Joined: | Jun 22, 2012 |
| Post #13: 25th Jan 2022 7:59 PM | |
Rolled: 11 (1+3+4+2+1) [5d6] | |
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Curtis
First Place Dick
| Reputation: 1,168 | Group: | Admin | Posts: | 77,400 | Joined: | Jun 22, 2012 |
| Post #14: 25th Jan 2022 8:00 PM | |
43211
YIKES! | |
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Curtis
First Place Dick
| Reputation: 1,168 | Group: | Admin | Posts: | 77,400 | Joined: | Jun 22, 2012 |
| Post #15: 25th Jan 2022 8:03 PM | |
If there’s a tie then a representative from the tying teams will do a single 5d6 (rearranged) showdown for the highest score | |
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