[accountant1usa]

3-5-7

[anna1561]

5-7-12

4-8-13

[Mouse in the Library]

Checking posts…



All posts checked….
- 10 players found three different tokens and win 30 WRZ$
- 5 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

[peaceableone]

Volunteering. .TY

[Mouse in the Library]

Volunteering. .TY

Thank you peaceableone for volunteering, I appreciate the offer


You will receive 0 x 90 + 5 x 60 + 10 x 30 + 80 for you = 680 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

[peaceableone]

Rewards have been paid. Thanks Mouse

[Mouse in the Library]

What is it?

• A contest where you have to collect four different Tokens to win.
  
  
  
  
• The Board contains 16 tokens numbered 1 to 16. The reverse side of them display four different symbols representing the different seasons:
  Four tokens representing Autumn:
  Four tokens representing Spring:
  Four tokens representing Summer:
  Four tokens representing Winter:
  
  
• 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 - 2

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:

[goldie0608]

5 - 9 - 13

[Biblioholic]

7 9 10

6-4-10

[PennySerenade]

5 - 7 - 10

5 12 15

3-10-14

[accountant1usa]

5-10-15