[daisy5]

[hija]

I need a volunteer to pay the rewards.
Volunteer will get 50 WRZ$ + the 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

[prokroustis]

Me?

[hija]

Me?

Thank you prokroustis for volunteering, I appreciate the offer

You will receive 9 x 50 + 68 for you = 518 WRZ$
- Please donate 50 WRZ$ to everyone who drew the maps with the right colours
- Please mention in your donation posts the reason for rewarding
- Please report here once you have finished donatewarding



A new round will start soon

[prokroustis]

Rewards paid, thanks hija!

[hija]

What is it? 

• A contest where you have to colour each region with one of four colours, in such a way that no two regions sharing a boundary have the same colour.

How do you play?

• You are given a map consisting of a number of regions in four different colors. Some regions have already been coloured.
• Post the picture of the map with all regions coloured in one of the four colours, in such a way that no two regions sharing a length of border have the same colour.
• Two regions which meet at only one point (i.e. are diagonally separated) may be the same colour.

Post example:

Map 1

Rules:

• Only 1 post per person per round, any more and all of your posts will be disallowed.
• No duplicates.
• Where a post has been edited resulting in duplicates, then the last one in time gets disallowed.
• The game ends when all the maps have been drawn or 48 hours have passed since the beginning of the round.

Reward

• 50 WRZ$ for each correct post with the exact 4 colors (#CCB266, #B27F66, #8C7259, #7F9966), 15 WRZ$ for those that posted a correct post but with not these exact colors.

[lush]

[Mouse in the Library]

[angellove0810]

[loya]

[daisy5]

[foxrampant]

[hija]

I need a volunteer to pay the rewards.
Volunteer will get 50 WRZ$ + the 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