Professor Layton/YMMV: Difference between revisions

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** Luke gets one near the end of ''Eternal Diva'', and a minor one in ''Unwound Future''.
* [[Crowning Moment of Heartwarming]]: Likewise, the series has its own folder on the [[Video Games/Heartwarming|Video Games]] page.
* [[Crowning Music of Awesome]]: Particularly Layton's theme, the theme to ''Diabolical Box'' and its end theme, [http://www.youtube.com/watch?v=uufKI-QHNLI "Iris ~[[Shiawase no Hako~]]" (Iris ~[[The Box of Happiness~]])].
** ''The Eternal Diva'': [http://www.youtube.com/watch?v=Sm4A7lWf238&feature=PlayList&p=C8D4794D7A85AC74&index=9 ''The third key is the Song of the Sun!'']
** The main themes for each of the games count. It seems to be getting even better actually, with this live version of the [http://www.youtube.com/watch?v=UznEZUIy5UA&feature=PlayList&p=7994D4AB68DF663D&playnext_from=PL&playnext=1&index=89 Unwound Future main theme].
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** Also the chess puzzles. "Here, this is a 10x10 chess board. Jump on every single space, and you can only move as a knight. Also, there is only one known way to solve this puzzle, and only one correct direction to jump for every single jump. [[Complete Monster|To top it off, we've replaced your hints with random chess trivia that is no help whatsoever.]] Oh, quit crying, you wuss."
*** ''Unwound Future'' actually taunts the player like this in its [[Old Save Bonus]] [[Block Puzzle]]:
{{quote| '''Anthony:''' Oh, and if you get stuck, don't bother asking me for any hints. I'll provide nothing of the sort! I want you to solve this puzzle in its... purest form.}}
** The Chocolate Code in the English version of ''Curious Village''. This one wouldn't be so bad if the translators hadn't changed the hints so that they didn't reference the most significant part of the clue's illustration.
** One of the [[Brutal Bonus Level|bonus puzzles]] in ''Diabolical Box'' asks you to multiply a three-digit number by a two-digit number to get a four-digit number... and you can only use each of the numbers 1-9 once. There are only two possible answers. Solving this puzzle without using hints is virtually impossible without [[Luck-Based Mission|random guesswork]] (even consciously avoiding multiplications that would make the last digit 0 doesn't help much; it only eliminates a handful of the ''[[Beyond the Impossible|over 387 million]]'' possible combinations).