Bluffing · Deduction

Watson & Holmes

Watson & Holmes is a game of deduction set within the magnificent works of Arthur Conan Doyle. Two to seven aspiring detectives step into the shoes of Doctor Watson, working alongside the detective Sherlock Holmes to try to solve a series of so far unpublished cases directly extracted from Doctor John H. Watson's diaries. Those who accept the challenge relive the adventures of the crime-solving duo, visiting each of the locations where the inquiries were made. Following the trail, each clue brings players closer to solving the case.

2–7 players75 minages 12medium difficulty

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About the game

What is Watson & Holmes

The objective of the game is to immerse yourself in the Victorian world depicted in each story. Visit the right places, decipher the clues, and above all find the path that leads you to solve the mystery before anybody else. Victory goes to the player who accurately uses the deductive reasoning so famously and ingeniously implemented by the hero of 221B Baker Street.

The game consists of a series of separate cases, each of which raises a number of questions that each player tries to solve before anyone else. To do this, once the case and the questions have been read aloud, players proceed to visit the locations where the clues are located. Each location cannot be accessed by more than one player at any one time, so if two or more players want to go to the same place, the player who travels there the fastest (i.e., he who uses the largest number of Carriage Tokens) gets the clue, forcing the others to go to a different location. Once every player has a destination, they proceed to read in secret the clue that was discovered at that location. They can discreetly take any notes they deem appropriate. Once this is done, the cards are returned to their place so that others can read them in later turns.

This procedure is repeated during each turn until one player believes he has found the solutions to the case; at that time, he must go to 221B Baker Street to check if his answers are correct. If all the answers are correct, the player wins; if they are wrong, he will have lost and retires from the game, and the game continues.

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