MIT Mystery Hunt 2020/The Ferris of Them All: Difference between revisions
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[[Alphanumeric Substitution Cipher]] - The final extraction relies on the conversion of distances measured between two points to letters, although these distances only ever reach 24 at maximum.}} |
[[Alphanumeric Substitution Cipher]] - The final extraction relies on the conversion of distances measured between two points to letters, although these distances only ever reach 24 at maximum.}} |
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[[Category:Puzzles from MIT Mystery Hunt 2020]] |
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[[Category:The Waterfall Effect]] |
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[[Category:Puzzles that utilize The Waterfall Effect]] [[Category:Puzzles that involve Masyu]] [[Category:Puzzles that involve Slitherlink]] [[Category:Puzzles that involve Number Placement Logic]] [[Category:Puzzles that involve Colour Placement Logic]] [[Category:Puzzles that utilize Circular Grids]] [[Category:Puzzles that involve Measuring Distance]] [[Category:Puzzles that utilize an Alphanumeric Substitution Cipher]] |
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[[Category:Masyu]] |
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[[Category:Slitherlink]] |
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[[Category:Number Crunching]] |
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[[Category:Coloring Book Logic]] |
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[[Category:Circular Grid]] |
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[[Category:Measuring Distance]] |
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[[Category:Alphanumeric Substitution Cipher]] |
Revision as of 07:29, 21 March 2022
The Ferris of Them All | |
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MIT Mystery Hunt 2020 | |
The Grand Castle | |
Author(s) | Mark Gottlieb, Todd Etter (graphic design) |
Links | |
Puzzle | Link |
Solution | Link |
The Ferris of Them All is a logic-based puzzle from the Grand Castle round of the 2020 MIT Mystery Hunt. It features a sequential series of circles divided up into rectangular regions, and uses elements of several different popular logic puzzle types.
Solve Path
The puzzle doesn't leave too much to investigation work, instead choosing to provide instructions for all of the sub-puzzles involved.
Final Answer: Click to revealSIX-WHEELER.