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** The original version also appears in "SherlockHolmesAndTheMysteryOfTheMummy" as well as "SherlockHolmesAndTheMysteryOfThePersianCarpet" (Which borrowed every other puzzle too)
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** The original version also appears in "SherlockHolmesAndTheMysteryOfTheMummy" "Sherlock Holmes and the Mystery of the Mummy" as well as "SherlockHolmesAndTheMysteryOfThePersianCarpet" "Sherlock Holmes and The Mystery of the Persian Carpet" (Which borrowed every other puzzle too)
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Changed line(s) 45 (click to see context) from:
** The original version also appears in "SherlockHolmesAndTheMysteryofTheMummy" as well as "SherlockHolmesAndTheMysteryofthePersianCarpet" (Which borrowed every other puzzle too)
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** The original version also appears in "SherlockHolmesAndTheMysteryofTheMummy" "SherlockHolmesAndTheMysteryOfTheMummy" as well as "SherlockHolmesAndTheMysteryofthePersianCarpet" "SherlockHolmesAndTheMysteryOfThePersianCarpet" (Which borrowed every other puzzle too)
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Changed line(s) 24,25 (click to see context) from:
It bears noting that this puzzle, like many other stock puzzles, is usually difficult only because the solver is overthinking it. In practice, if you actually have the two jugs, and you just start filling one jug and pouring it into the other, the solution presents itself very quickly. (This is incorporated in some tellings of the riddle, which demand that you come up with the answer in less than a minute, as an Aesop about the value of trying things out rather than just sitting there thinking.)
to:
It bears noting that this puzzle, like many other stock puzzles, is usually difficult only because the solver is overthinking it. In practice, if you actually have the two jugs, and you just start filling one jug and pouring it into the other, the solution presents itself very quickly. (This is incorporated in some tellings of the riddle, which demand that you come up with the answer in less than a minute, as an Aesop AnAesop about the value of trying things out rather than just sitting there thinking.)
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Changed line(s) 39 (click to see context) from:
* This puzzle and several variants appear in the ''ProfessorLayton'' series.
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* This puzzle and several variants appear in the ''ProfessorLayton'' ''VideoGame/ProfessorLayton'' series.
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Changed line(s) 31,32 (click to see context) from:
* ''PerplexCity'' used this one on a card.
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* ''PerplexCity'' ''TabletopGame/PerplexCity'' used this one on a card.
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Changed line(s) 48 (click to see context) from:
* Done with [[spoiler: lava]] in the last chapter of the Wii ''CarmenSandiego'' game.
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* Done with [[spoiler: lava]] in the last chapter of the Wii ''CarmenSandiego'' ''Franchise/CarmenSandiego'' game.
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* ''VideoGame/MystIVRevelation'' has a slight variation of this by rerouting Tomahna's backup power from two locations on the Age, to the two gates on its hydroelectric dam.
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* The final level of ''VideoGame/TombRaiderTheLastRevelation'' contains this exact puzzle and two variants.
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Changed line(s) 41 (click to see context) from:
* This puzzle appears pretty much verbatim in ''[[VideoGame/DrBrain The Castle of Dr. Brain]]'', where you essentially had to solve nothing ''but'' different types of [[StockPuzzle puzzles]] from all across the spectrum in order to progress through the titular castle.
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* This puzzle appears pretty much verbatim in ''[[VideoGame/DrBrain The Castle of Dr. Brain]]'', where you essentially had to solve nothing ''but'' different types Brain]]'' has a form of [[StockPuzzle puzzles]] from all across the spectrum in order to progress through the titular castle.this with its hourglass puzzle. Measure 40 seconds with a 25 and 15-second hourglass.
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* ''{{VideoGame/TombRaiderTheLastRevelation}}'' has a level with three scales, each needing a different amount of water.
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*''{{VideoGame/TombRaiderTheLastRevelation}}'' has a level with three scales, each needing a different amount of water.
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* This puzzle appears in ''KnightsOfTheOldRepublic'' on Manaan, and solving it is a prerequisite for the "good" ending on that planet.
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* This puzzle appears in ''KnightsOfTheOldRepublic'' ''VideoGame/KnightsOfTheOldRepublic'' on Manaan, and solving it is a prerequisite for the "good" ending on that planet.
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* This puzzle appears pretty much verbatim in ''The Castle of Dr. Brain'', an old MS-DOS game where you essentially had to solve nothing ''but'' different types of [[StockPuzzle puzzles]] from all across the spectrum in order to progress through the titular castle.
* A variation of this puzzle occurs in ''FatalHearts'', where you need ⅔ cup of flour but have only an 800ml cup and a 100ml cup. The puzzle's not too hard if you're good at conversions.
* A variation of this puzzle occurs in ''FatalHearts'', where you need ⅔ cup of flour but have only an 800ml cup and a 100ml cup. The puzzle's not too hard if you're good at conversions.
to:
* This puzzle appears pretty much verbatim in ''The ''[[VideoGame/DrBrain The Castle of Dr. Brain'', an old MS-DOS game Brain]]'', where you essentially had to solve nothing ''but'' different types of [[StockPuzzle puzzles]] from all across the spectrum in order to progress through the titular castle.
* A variation of this puzzle occurs in''FatalHearts'', ''VisualNovel/FatalHearts'', where you need ⅔ cup of flour but have only an 800ml cup and a 100ml cup. The puzzle's not too hard if you're good at conversions.
* A variation of this puzzle occurs in
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* Appears in ''{{Runescape}}'', among other {{Stock Puzzle}}s.
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* Appears in ''{{Runescape}}'', ''VideoGame/RuneScape'', among other {{Stock Puzzle}}s.
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Added Wiki Word.
Changed line(s) 47 (click to see context) from:
* Appears in ''Phantasmat'' as an unusual method of switching on a generator.
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* Appears in ''Phantasmat'' ''{{Videogame/Phantasmat}}'' as an unusual method of switching on a generator.
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This puzzle dates back at least as far as the 1920s, and quite possibly earlier still.
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Changed line(s) 41 (click to see context) from:
* An apparently more complex version of this classic puzzle appears at the end of ''SherlockHolmesVersusArseneLupin'', where you have to measure exactly 478cc of black powder with only 250cc, 80cc and 12cc containers at your disposal. I say apparently only, because [[spoiler:1×250 + 19×12=478, so you don't actually have to use the pour-bigger-into-smaller subtraction trick at all to solve it]].
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* An apparently more complex version of this classic puzzle appears at the end of ''SherlockHolmesVersusArseneLupin'', ''VideoGame/SherlockHolmesVersusArseneLupin'', where you have to measure exactly 478cc of black powder with only 250cc, 80cc and 12cc containers at your disposal. I say apparently only, because [[spoiler:1×250 + 19×12=478, so you don't actually have to use the pour-bigger-into-smaller subtraction trick at all to solve it]].
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Changed line(s) 46,47 (click to see context) from:
* Done with [[spoiler: lava]] in the last chapter of the Wii "CarmenSandiego" game.
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* Done with [[spoiler: lava]] in the last chapter of the Wii "CarmenSandiego" ''CarmenSandiego'' game.
* In ''[[Creator/ZapDramatic Sir Basil Pike Public School]]'', if you pick the boy's path, you must solve this puzzle for the janitor before heading to the tennis court. (The girl's path has a KnightsAndKnaves puzzle instead.)
* In ''[[Creator/ZapDramatic Sir Basil Pike Public School]]'', if you pick the boy's path, you must solve this puzzle for the janitor before heading to the tennis court. (The girl's path has a KnightsAndKnaves puzzle instead.)
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* In the movie ''DieHardWithAVengeance,'' the two main characters must solve this type of puzzle in order to disarm a bomb near a public fountain.\\
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* In the movie ''DieHardWithAVengeance,'' ''Film/DieHardWithAVengeance,'' the two main characters must solve this type of puzzle in order to disarm a bomb near a public fountain.\\
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** The original version also appears in "SherlockHolmesAndTheMysteryofTheMummy" as well as "SherlockHolmesAndTheMysteryofthePersianCarpet" (Which borrowed every other puzzle too)
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Changed line(s) 33,34 (click to see context) from:
[[WhatCouldHaveBeen In the original script]], the bomb was a ChekhovsGun, as the movie would end with [=McClane=] planting the bomb on the bad guy's helicopter, and upon discovering one of them [[GallowsHumor asks]] [[BrickJoke if anyone has a four gallon jug]] (in the final script the bomb was used for something else entirely without the puzzle being brought up again).
to:
[[WhatCouldHaveBeen In the original script]], the bomb was a ChekhovsGun, as the movie would end with [=McClane=] planting the bomb on the bad guy's helicopter, and upon discovering discovery one of them [[GallowsHumor asks]] [[BrickJoke if anyone has a four gallon jug]] (in the final script the bomb was used for something else entirely without the puzzle being brought up again).
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Changed line(s) 32,33 (click to see context) from:
* In the movie ''DieHardWithAVengeance,'' the two main characters must solve this type of puzzle in order to disarm a bomb near a public fountain.
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* In the movie ''DieHardWithAVengeance,'' the two main characters must solve this type of puzzle in order to disarm a bomb near a public fountain.
fountain.\\
[[WhatCouldHaveBeen In the original script]], the bomb was a ChekhovsGun, as the movie would end with [=McClane=] planting the bomb on the bad guy's helicopter, and upon discovering one of them [[GallowsHumor asks]] [[BrickJoke if anyone has a four gallon jug]] (in the final script the bomb was used for something else entirely without the puzzle being brought up again).
[[WhatCouldHaveBeen In the original script]], the bomb was a ChekhovsGun, as the movie would end with [=McClane=] planting the bomb on the bad guy's helicopter, and upon discovering one of them [[GallowsHumor asks]] [[BrickJoke if anyone has a four gallon jug]] (in the final script the bomb was used for something else entirely without the puzzle being brought up again).
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* A slight variant with different values in ''VideoGame/{{Zork}} Zero'', a game almost entirely composed of [[StockPuzzle stock puzzles]].
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* A slight variant with different values in ''VideoGame/{{Zork}} Zero'', ''VideoGame/ZorkZero'', a game almost entirely composed of [[StockPuzzle stock puzzles]].
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* Done with [[spoiler: lava]] in the last chapter of the Wii "CarmenSandiego" game.
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Changed line(s) 32,33 (click to see context) from:
* In the movie ''DieHard with a Vengeance,'' the two main characters must solve this type of puzzle in order to disarm a bomb near a public fountain.
to:
* In the movie ''DieHard with a Vengeance,'' ''DieHardWithAVengeance,'' the two main characters must solve this type of puzzle in order to disarm a bomb near a public fountain.
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Changed line(s) 37 (click to see context) from:
* A slight variant with different values in ''{{Zork}} Zero'', a game almost entirely composed of [[StockPuzzle stock puzzles]].
to:
* A slight variant with different values in ''{{Zork}} ''VideoGame/{{Zork}} Zero'', a game almost entirely composed of [[StockPuzzle stock puzzles]].
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Added example from \'Phantasmat\'
Changed line(s) 24 (click to see context) from:
Maths nerd bit: You're looking for the smallest ''x'' and ''y'' that satisfy 3''x''−5''y''=4; then fill the 3-liter ''x'' times, pouring it into the 5-liter when full, and emptying the 5-liter when it's full (which you'll do ''y'' times). The solution is ''x''=3 and ''y''=1. The alternate solution up there is the dual formulation, 5''x''−3''y''=4 (''x''=2, ''y''=2). From here, two details present themselves: one, that it's easily adaptable to other values other than 3 and 5, and two, that a solution exists only if the target value is either a factor or a multiple of the highest common factor of the container sizes (e.g. you can't get 4 liters from 6- and 3-liter containers).
to:
Maths nerd bit: You're looking for the smallest ''x'' and ''y'' that satisfy 3''x''−5''y''=4; then fill the 3-liter ''x'' times, pouring it into the 5-liter when full, and emptying the 5-liter when it's full (which you'll do ''y'' times). The solution is ''x''=3 and ''y''=1. The alternate solution up there is the dual formulation, 5''x''−3''y''=4 (''x''=2, ''y''=2). From here, two details present themselves: one, that it's easily adaptable to other values other than 3 and 5, and two, that a solution exists only if the target value is either a factor or a multiple of the highest common factor of the container sizes (e.g. you can't get 4 liters from 6- and 3-liter containers).
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** [[spoiler:It ''can'' be done much faster with the pour-bigger-into-smaller trick, though: 1x250 + 3x80 − 1x12=478.]]
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** [[spoiler:It ''can'' be done much faster with the pour-bigger-into-smaller trick, though: 1x250 + 3x80 − 1x12=478.]]
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* Appears in ''Phantasmat'' as an unusual method of switching on a generator.
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Changed line(s) 22,24 (click to see context) from:
It bears noting that this puzzle, like many other stock puzzles, is usually difficult only because the person is overthinking it. In practice, if you actually have the two jugs, and you just start filling one jug and pouring it into the other, the solution presents itself very quickly. (This is incorporated in some tellings of the riddle, which demand that you come up with the answer in less than a minute, as an Aesop about the value of trying things out rather than just sitting there thinking.)
Maths nerd bit: You're looking for the smallest ''x'' and ''y'' that satisfy 3''x''-5''y''=4; then fill the 3-liter ''x'' times, pouring it into the 5-liter when full, and emptying the 5-liter when it's full (which you'll do ''y'' times). The solution is ''x''=3 and ''y''=1. The alternate solution up there is the dual formulation, 5''x''-3''y''=4 (''x''=2, ''y''=2). From here, two details present themselves: one, that it's easily adaptable to other values other than 3 and 5, and two, that a solution exists only if the target value is either a factor or a multiple of the highest common factor of the container sizes (e.g. you can't get 4 liters from 6- and 3-liter containers).
Maths nerd bit: You're looking for the smallest ''x'' and ''y'' that satisfy 3''x''-5''y''=4; then fill the 3-liter ''x'' times, pouring it into the 5-liter when full, and emptying the 5-liter when it's full (which you'll do ''y'' times). The solution is ''x''=3 and ''y''=1. The alternate solution up there is the dual formulation, 5''x''-3''y''=4 (''x''=2, ''y''=2). From here, two details present themselves: one, that it's easily adaptable to other values other than 3 and 5, and two, that a solution exists only if the target value is either a factor or a multiple of the highest common factor of the container sizes (e.g. you can't get 4 liters from 6- and 3-liter containers).
to:
It bears noting that this puzzle, like many other stock puzzles, is usually difficult only because the person solver is overthinking it. In practice, if you actually have the two jugs, and you just start filling one jug and pouring it into the other, the solution presents itself very quickly. (This is incorporated in some tellings of the riddle, which demand that you come up with the answer in less than a minute, as an Aesop about the value of trying things out rather than just sitting there thinking.)
Maths nerd bit: You're looking for the smallest ''x'' and ''y'' that satisfy3''x''-5''y''=4; 3''x''−5''y''=4; then fill the 3-liter ''x'' times, pouring it into the 5-liter when full, and emptying the 5-liter when it's full (which you'll do ''y'' times). The solution is ''x''=3 and ''y''=1. The alternate solution up there is the dual formulation, 5''x''-3''y''=4 5''x''−3''y''=4 (''x''=2, ''y''=2). From here, two details present themselves: one, that it's easily adaptable to other values other than 3 and 5, and two, that a solution exists only if the target value is either a factor or a multiple of the highest common factor of the container sizes (e.g. you can't get 4 liters from 6- and 3-liter containers).
Maths nerd bit: You're looking for the smallest ''x'' and ''y'' that satisfy
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* A slight variant with different values in ''Zork Zero,' a game almost entirely composed of [[StockPuzzle stock puzzles]].
* This puzzle appears pretty much verbatim in ''The Castle of Dr. Brain'', an old MS-DOS game where you essentially had to solve nothing BUT different types of [[StockPuzzle puzzles]] from all across the spectrum in order to progress through the titular castle.
* A variation of this puzzle occurs in ''FatalHearts'', where you need 2/3 cup of flour but have only an 800ml cup and a 100ml cup. The puzzle's not too hard if you're good at conversions.
* This puzzle appears pretty much verbatim in ''The Castle of Dr. Brain'', an old MS-DOS game where you essentially had to solve nothing BUT different types of [[StockPuzzle puzzles]] from all across the spectrum in order to progress through the titular castle.
* A variation of this puzzle occurs in ''FatalHearts'', where you need 2/3 cup of flour but have only an 800ml cup and a 100ml cup. The puzzle's not too hard if you're good at conversions.
to:
* A slight variant with different values in ''Zork Zero,' ''{{Zork}} Zero'', a game almost entirely composed of [[StockPuzzle stock puzzles]].
* This puzzle appears pretty much verbatim in ''The Castle of Dr. Brain'', an old MS-DOS game where you essentially had to solve nothingBUT ''but'' different types of [[StockPuzzle puzzles]] from all across the spectrum in order to progress through the titular castle.
* A variation of this puzzle occurs in ''FatalHearts'', where you need2/3 ⅔ cup of flour but have only an 800ml cup and a 100ml cup. The puzzle's not too hard if you're good at conversions.
* This puzzle appears pretty much verbatim in ''The Castle of Dr. Brain'', an old MS-DOS game where you essentially had to solve nothing
* A variation of this puzzle occurs in ''FatalHearts'', where you need
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** [[spoiler:It ''can'' be done much faster with the pour-bigger-into-smaller trick, though: 1x250 + 3x80 - 1x12=478.]]
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** [[spoiler:It ''can'' be done much faster with the pour-bigger-into-smaller trick, though: 1x250 + 3x80 - − 1x12=478.]]
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----
<<|StockPuzzle|>>
<<|StockPuzzle|>>
to:
<<|StockPuzzle|>>
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Changed line(s) 36 (click to see context) from:
* This puzzle and several variants appear in the DS game ''ProfessorLayton and the Curious Village''.
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* This puzzle and several variants appear in the DS game ''ProfessorLayton and the Curious Village''.''ProfessorLayton'' series.
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#Empty out the 5-liter container, then pour the 1 liter of water into it from the 4-liter container.
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#Empty out the 5-liter container, then pour the 1 liter of water into it from the 4-liter 3-liter container.
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** [[spoiler:It ''can'' be done much faster with the pour-bigger-into-smaller trick, though: 1x250 + 3x80 - 1x12=478.]]
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Changed line(s) 8 (click to see context) from:
#Empty out the 5-liter container, then pour the 1 liter of water into it from the 3-liter container.
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#Empty out the 5-liter container, then pour the 1 liter of water into it from the 3-liter 4-liter container.