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{{Infobox puzzle
'''Domino Maze''' is a [INSERT PUZZLE TYPE] puzzle from the [[Big Top Carnival]] round of the [[MIT Mystery Hunt (2020)|2020 MIT Mystery Hunt]]. It [INSERT BRIEF DESCRIPTION]
|title = <!-- Puzzle title, defaults to subpage name, but be sure to include in case of slashes or weird formatting -->
|hunt = <!-- Hunt name, defaults to page parent. Do not link with [[]]; it'll automatically do so -->
|round = Big Top Carnival
|image = <!-- Should start with File: -->
|image_width = <!-- include "px", defaults to 200px -->
|image_caption =
|author = Wei-Hwa Huang
|answer = MAJESTIC PLURAL
|solves = 17
|guesses = 94
|link = https://puzzles.mit.edu/2020/puzzle/domino_maze/
|solution_link = https://puzzles.mit.edu/2020/puzzle/domino_maze/solution/
|checker_link =
|stats_link =
}}
'''Domino Maze''' is a [[Physical Puzzle]] from the {{l|Big Top Carnival}} round of the [[MIT Mystery Hunt 2020|2020 MIT Mystery Hunt]], involving a special version of its [https://www.thinkfun.com/products/domino-maze/ namesake game].


==Solve Path==
==Solve Path==
<!-- Maybe provide an example -->
[INSERT SOLVE PATH]

[[Category:Pages without solve path]]


[INSERT PICTURE]
==Puzzle Elements==
==Puzzle Elements==
{{Element|Physical Puzzle|The puzzle asks solvers to visit HQ with a code to obtain a special copy of Domino Maze, which now features a deck of 44 "Mystery Cards".}}

{{spoiler|label=Spoiler-y Elements}}
{{Element|Hint in Flavortext|The instruction card that comes with the special set contains clarifications on what precisely counts as repositioning. But repositioning isn't that helpful when solving a typical Domino Maze...}}

{{Element|Missing Information|Each card has a solution printed on the back. The hidden information in this case is that each card also has an ''unprinted'' solution, with several differences from the printed solution.}}

{{Element|Alphanumeric Substitution Cipher|Counting the pieces defined as "repositioned" between the two solutions and converting the numbers to letters reveals...}}

{{Element|Intermediate Clue Phrase|...the phrase SEARCH FOR UNIQUELY SOLVABLE WITH REVERSED TARGETS. As it turns out, there are some cards in the deck that have a unique solution that hits the targets in the reverse order (i.e. 3 to 1).}}


{{Element|Final Clue Phrase|Taking only the letters extracted from those cards results in the phrase ROYAL WE. As the instruction card says, this is a seven-letter synonym for the 14-letter answer.}}
* [INSERT ELEMENTS]
{{spoiler-end}}

Latest revision as of 23:17, 31 January 2024

Domino Maze
MIT Mystery Hunt 2020
Big Top Carnival
Author(s)Wei-Hwa Huang
AnswerClick to revealMAJESTIC PLURAL
Statistics
No. solves17
No. total guesses94
Links
PuzzleLink
SolutionLink

Domino Maze is a Physical Puzzle from the Big Top Carnival round of the 2020 MIT Mystery Hunt, involving a special version of its namesake game.

Solve Path[edit | edit source]

Puzzle Elements[edit | edit source]

Physical Puzzle - The puzzle asks solvers to visit HQ with a code to obtain a special copy of Domino Maze, which now features a deck of 44 "Mystery Cards".

 

Hint in Flavortext - The instruction card that comes with the special set contains clarifications on what precisely counts as repositioning. But repositioning isn't that helpful when solving a typical Domino Maze...

Missing Information - Each card has a solution printed on the back. The hidden information in this case is that each card also has an unprinted solution, with several differences from the printed solution.

Alphanumeric Substitution Cipher - Counting the pieces defined as "repositioned" between the two solutions and converting the numbers to letters reveals...

Intermediate Clue Phrase - ...the phrase SEARCH FOR UNIQUELY SOLVABLE WITH REVERSED TARGETS. As it turns out, there are some cards in the deck that have a unique solution that hits the targets in the reverse order (i.e. 3 to 1).

Final Clue Phrase - Taking only the letters extracted from those cards results in the phrase ROYAL WE. As the instruction card says, this is a seven-letter synonym for the 14-letter answer.