“Threes a Crowd” is part of Case 2 and is puzzle 017 overall in Layton’s Mystery Journey.
Case 2: Puzzle 017: ‘Threes a Crowd’ Question:
Three candidates (A, B, and C) are standing for mayor in an election with 1000 voters. In a pre-election poll, 200 voters were undecided. 400 voters supported A, 300 voters supported B, and 100 voters supported C. Assuming no voters changed their allegiance, how many candidates out of the three still have a chance of winning the election.
Case 2: Puzzle 017: ‘Threes a Crowd’ Answer:
Join Katrielle Layton in the heart of London, as she becomes embroiled in a casual, comical, quizzical quest, which has its roots in our new hero’s search for her missing father, Professor Hershel Layton. You’ll be whisked around London’s famous landmarks, from the Houses of Parliament to Tower Bridge, following Kat on her trusty bicycle, solving case after unlikely case, until she unwittingly uncovers the Millionaires’ Conspiracy.
Help Kat and company discover clues, unravel mysteries, deduce the truth, and solve original puzzles! Redecorate the agency and redress Kat in various outfits to suit the case at hand (or your mood). With twelve intriguing cases, seven multi-millionaires, and one whopper of a conspiracy, will Kat ever be able to find the missing professor?
Layton’s Mystery Journey is available for iOS and Android devices.