Walking Escape Game in the streets of Nice - Le Vol Mystérieux

Description

An outdoor escape game combining (re)discovery of the city, team building and challenges, in Nice!
As a team, your mission will be to find a stolen work of art by Matisse.

Discover the narrow streets of Old Nice with your next Team Building activity!

THE MYSTERIOUS THEFT - How it works

Find a stolen work of art!

It's hidden in a safe somewhere in Nice.

But how do you find it?

Meet Tiffany at the start of the game. She'll explain the rules and give you the game kit: a rucksack full of objects and a telephone to receive the riddles.

She will also be available remotely to help you if you need it.
Each object in the rucksack will lead you to a location in the city of Nice. Once there, the riddle will be displayed on the phone.
You'll need to keep a close eye on the city, as it holds the answers.

Each clue will bring you closer to the final solution.
Use your team spirit, logic and creativity to overcome the challenges.

The tour lasts a maximum of 2 hours, but the first team to find the chest wins the mission!

In all, you'll discover 8 places, some more well-known than others - even some that the people of Nice might not be familiar with.
at each stage, you'll discover an anecdote or a story linked to that place.

At the end of the game, you'll be reunited with Tiffany, who will collect your game kit and give you a little souvenir from Nice: a postcard from one of Nice's designers, plus a surprise prize for the winning team.

General information

Game kit included: rucksack filled with objects and telephone to receive the riddles

Number of teams: To be defined according to the number of participants (e.g. 5 teams if 25 people).

Benefits of the game: discovery of the city with anecdotes about each place, reinforces team cohesion

Rewards : postcard from a Nice artist for all participants + reward for the winning team

Meeting point : La Chaise Bleue de SAB (109 quai des États-Unis, 06000 Nice)
The arrival point is not the same as the departure point.