[foxrampant]

11 - 12 - 13

[WordDiva]

5 - 7 - 10

[Mouse in the Library]

Checking posts…



All posts checked….
- 13 players found three different tokens and win 30 WRZ$
- 0 players found four different tokens and win 60 WRZ$
- 0 players found four matching tokens and win 90 WRZ$



Volunteer will get 50 WRZ$ + number of valid winning contestants x2

Anyone who wishes to volunteer, please post in the next 5 minutes and a volunteer will be randomly selected

[Misstee]

Me

[Mouse in the Library]

Me

Thank you Misstee for volunteering, I appreciate the offer

You will receive 0 x 90 + 0 x 60 + 13 x 30 + 76 for you = 466 WRZ$


- Please mention in your donation posts the reason for rewarding
- Please report here once you have finished donatewarding


A new round will start soon

[Misstee]

Donating complete, thanks Mouse.

[Mouse in the Library]

What is it?

• A contest where you have to collect all four Christmas Tokens to win.
  
  
  
  
• The Board contains 16 tokens numbered 1 to 16. The reverse side of them display four different symbols representing different Christmas items:
  Four tokens representing Xmas Item 1:
  Four tokens representing Xmas Item 2:
  Four tokens representing Xmas Item 3:
  Four tokens representing Xmas Item 4:
  
  
• The contest will be open for 30 minutes at the end of which the tokens will be fipped to show the hidden side.

How do you play?

You always will be given a Wildcard Token. You need to find the other three to complete the set.
Post three unique numbers, one to sixteen in any order, excluding the number of the Wildcard already uncovered.

Post example:

12 – 4 - 1

Rules:

• One post per player. Any more than one post and all your posts will be disqualified.
• Posts cannot be edited.
• Posts without 3 unique numbers or different of the limitation of 1 to 16 will be ignored.
• If by mistake you post the number of the token already uncovered the other two will be accepted and good luck to you.

Rewards:

• If you only collect three different tokens, you get 30 WRZ$.
• If you find a set of all four different tokens, you get 60 WRZ$.
• If you find a set of four tokens of the same kind, you get 90 WRZ$.

Your board for this round:

[PennySerenade]

5 - 7 - 10

[eradicator2]

3-9-14

[Carole16]

5-8-15

[WordDiva]

5 - 7 - 10

5 - 9 - 11

[bookworm28]

5 - 7 - 10

4 9 16

[hija]

3 7 12