[hija]

H

[mobilitic]

trail i




left: c, f, g, n, o, q, r (caveat: i didn't verify if the answers were correct; also posts might have been edited after my post was made)

Trail n

Grid C : 11, left 14, left 9, down 11, down 11, right 12, down 4, right 2, right 10

[Alessa9]

[ozswede]

[MiaJohn]

[emmilina]

[HogwartsExpress]

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

[Alessa9]

Me

[HogwartsExpress]

Me

The 1st volunteer, Alessa9 shall do the rewarding

You will receive 17 x 30 + 84 for you = 594 WRZ$
- Please donate 30 WRZ$ to everyone that found the trails
- Please mention in your donation posts the reason for rewarding
- Please report here once you have finished donatewarding



A new round will start soon

[Alessa9]

Rewards all paid, HE

[HogwartsExpress]

What is it? 

• A contest where you have to find the the way in a grid of tiles. A number is written on every tile. You start on the starting tile and go to the next tile, you can go in every direction (up, down, left, right). You need to find the trail to the finishing tile. Add the numbers on the tile as you go along. The total sum should be the same as the number on the finishing tile. You can step on every tile only one time.

How do you play?

• Post the picture with the whole grid and the way clearly shown from starting tile to the result, or post the letter of the grid and the list of the numbers with the directions you took each time (see example).

Post example:

or

Grid G : 3, down 4, down 3, right 10, up 8, right 10, down 7, right 7

Rules:

• Only 1 post per person per round, any more and all of your posts will be disallowed.
• Don’t hide the numbers behind your trail or your post will be invalid.
• No duplicates.
• The first 18 correct answers will be rewarded.
• Where a post has been edited resulting in duplicates, then the last one in time gets disallowed.

Reward

• 30 WRZ$ for each correct post.

[Beetzart]