[Mouse in the Library]

Checking posts.....

This is your randomly generated prizes:


Oh dear. Is that The Sock? No reward
Better luck next time?

A new round will start soon...

[Mouse in the Library]

What is it?

• This is January! New Year!!
  
  January 1st: New Year's Day and National Hangover Day as well
  
  January 6th: Sherlock Holmes' birthday. Although, his creator author Sir Conan Doyle has nowhere in his works mentioned it explicitly, yet, the detective's birthday is celebrated by fans all over the world on January 6. The year he is believed to have been born is 1854.
  
  January 29th: The Raven, Edgar Allan Poe’s supernatural poem was first published with Poe's name in the Evening Mirror on January 29, 1845, as an "advance copy".
  
  Let’s play
  
  
  
• This is our busy month with tokens on every date. You know me, I’m always hidding stuff behind tokens.
  
  
• So behind each token there is a reward:
  1 x worth 50 WRZ$
  1 x worth 15 WRZ$
  1 x worth 0 WRZ$
  24 x worth 20 WRZ$
  4 x worth 31 WRZ$
  
  
• The contest will be open for 31 minutes at the end of which the rewards will be randomly placed.

How do you play?

Post one number between 1 and 31.

Post example:

13

Rules:

• One post per player, any more and all your posts will be disqualified.
• Posts without a valid number will be ignored.
• Dupes are allowed.

Rewards:

• If any player finds the Hello 2021, everybody wins 15 WRZ$. Hello 2021 has priority one over the other prizes.
• If any player finds Sherlock Holmes, everybody wins 50 WRZ$. Sherlock has priority two over the other prizes.
• If any player finds The Raven, no reward for anyone. The Raven has priority three over the other prizes.

• If only numbers appear then all of them will be added and divided between the number of players so everybody receives the same reward.
  
  • Number rewards aren't cumulative, so it is in your best interest to spread your choice of numbers.
    For example, if 5 players choose number 7 and the prize is 20, and 5 other players choose number 11 and the prize is 31, they receive 20+31 = 51/10 players = 5 WRZ$ each.
    However, if all 10 players choose 10 different numbers and all have a prize of 20, they win 10x20 = 200/10 players = 20 WRZ$ each.

[SebHusPup]

8

[WordDiva]

23

[flawlessdreamer]

13

[NeverWinter]

2

[goldie0608]

15

[emmilina]

14

[hija]

7

[melim]

4

25

21

[Hizzytee]

15

[PennySerenade]

28

29