Challenge: Finding the Fastest Way Out of a Maze

In a maze challenge set in a fairy tale-like setting, participants use different methods to find their way out. One relies on instinct and a compass, another on mathematical calculations with numbered cards, and the third uses a simple right-hand rule. As they navigate the 2300-meter maze with 6000 trees, they encounter various difficulties. The compass goes awry, and the cards become confusing, but the right-hand method proves effective. Despite setbacks, the participants learn from their experiences, demonstrating the importance of strategy and adaptability in problem-solving.

What method does Vanson use to navigate the maze?

• A compass

• Numbered cards

• The right-hand rule

• A map

Which participant uses mathematical calculations to find their way?

• Igot

• David

• None of them

• Vanson

What challenge does David face while using his method?

• His compass goes mad

• He loses count and his cards don't help

• He gets distracted by the scenery

• He forgets the maze layout

What happens to Vanson's compass during the challenge?

• It helps him find the way

• It stops working

• It goes mad and loses the North

• It points him in the right direction

What is Igot's method for navigating the maze?

• Counting steps

• Using a compass

• Following a map

• Keeping her right hand on the wall