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|game = MM |
|game = MM |
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|number = 57 |
|number = 57 |
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− | |image = |
+ | |image = MM057.png |
− | |puzzle ="I've been embroidering this cushion in green and yellow, but it's not lively enough. I want to add two red squares to each of the four yellow areas. |
+ | |puzzle = "I've been embroidering this cushion in green and yellow, but it's not lively enough. I want to add two red squares to each of the four yellow areas. |
"Oh, but I don't want more than one red square in any given row, column, or diagonal. Trust me--it'll look nicer! |
"Oh, but I don't want more than one red square in any given row, column, or diagonal. Trust me--it'll look nicer! |
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− | "I've stitched two already. Can you help me work out where the other six should go?" |
+ | "I've stitched two already. Can you help me work out where the other six should go?" |
− | |hint1 =The Memo Function is the easiest way to solve this puzzle. |
+ | |hint1 = The Memo Function is the easiest way to solve this puzzle. |
− | Start with the two red squares that have already been stitched, and mark off the squares in the same rows, columns, and diagonals so that you know not to place any more red squares there. |
+ | Start with the two red squares that have already been stitched, and mark off the squares in the same rows, columns, and diagonals so that you know not to place any more red squares there. |
− | |hint2 =If you mark the unusable spaces as shown in the previous hint, you should find that there's only one place for you to put the second red square in the right-hand yellow area. |
+ | |hint2 = If you mark the unusable spaces as shown in the previous hint, you should find that there's only one place for you to put the second red square in the right-hand yellow area. |
− | Now place that square, and mark off the spaces that it makes unusable. |
+ | Now place that square, and mark off the spaces that it makes unusable. |
− | |hint3 =Continuing from Hint 2, there are now only three usable spaces in the top yellow area. |
+ | |hint3 = Continuing from Hint 2, there are now only three usable spaces in the top yellow area. |
− | Since two of them are in the same column, it's impossible to use them both. So you know for sure that you need to use the remaining third space. |
+ | Since two of them are in the same column, it's impossible to use them both. So you know for sure that you need to use the remaining third space. |
− | |hintS =If you mark off the spaces in the same row, column, and diagonal as the red square you placed in Hint 3, you'll see where to place the second red square in the top yellow area. |
+ | |hintS = If you mark off the spaces in the same row, column, and diagonal as the red square you placed in Hint 3, you'll see where to place the second red square in the top yellow area. |
+ | |||
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+ | |||
+ | You must have placed two red squares in the same row, column, or diagonal. |
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+ | |||
+ | [[File:MM057S.png|thumb|center|256px]] |
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|jpname = クッションのナゾ<br />Cushion no Nazo |
|jpname = クッションのナゾ<br />Cushion no Nazo |
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|dename = Kissenkunst |
|dename = Kissenkunst |
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|nlname = Vierkantjes stikken |
|nlname = Vierkantjes stikken |
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}} |
}} |
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[[de:Kissenkunst]] |
[[de:Kissenkunst]] |
Latest revision as of 16:09, 6 February 2020
← | 056 - Clear-Cut Contrasts | 057 - Stitching Squares | 058 - Sorting Blocks | → |
Stitching Squares is a puzzle in Professor Layton and the Miracle Mask.
Puzzle
"I've been embroidering this cushion in green and yellow, but it's not lively enough. I want to add two red squares to each of the four yellow areas.
"Oh, but I don't want more than one red square in any given row, column, or diagonal. Trust me--it'll look nicer!
"I've stitched two already. Can you help me work out where the other six should go?"
Hints
Solution
Incorrect
Too bad.
You must have placed two red squares in the same row, column, or diagonal.
Correct
Now you've got a balanced embroidery pattern. From a certain point of view...
Professor Layton and the Miracle Mask | Puzzles in||
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Normal |
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Daily | See here for daily puzzle types | |
Puzzle Index: CV · DB · UF · LS · MM · AL · VS |