Question about Nintendo Professor Layton & the Curious Village Games for DS

# Cannot solve game 100 on Professor Layton & the curious village

Cannot solve the game 100 - 7 squares on Professor Layton & the Curious Village

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Imagine the dots as a complete grid A-F across the top and 1-6 down the side now join the dots like so A1-B1,B1-B2,B2-A2,A2-A1///C1-E2,E2-D4,D4-B3,B3-C1///D1-F4,F4-C6,C6-A3,A3-D1///
E1-F2,F2-E3,E3-D2,D2-E1///C2-F3,F3-E6,E6-B2,B5-C2///D3-E4,E4-D5,D5-C4,C4-D3///
you should have only 4 dots left to join,good luck

Posted on Nov 27, 2008

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Posted on Jan 02, 2017

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## Related Questions:

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This continues to be the most commonly asked about Curious Village puzzle on FixYa (a quick search finds several pages of answers)

As the hints state, all but one square is tilted and each pin can only be used once

The hints also give you the location of three squares and tell you the size and angle of another two squares

As an extra hint, none of the three small tilted squares mentioned in the hints overlap each other (knowing this gives you the location of one more square and just two possible locations for another)

From here, the rest should be easy (with eight pins to form two squares)

Make sure to use all the pins (all squares must have a pin in each corner)

A picture of the solution can be seen here if you need it
http://professorlaytonwalkthrough.blogspot.com/2008/02/puzzle100.html

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A picture of the solution can be seen at
http://professorlaytonwalkthrough.blogspot.com/2008/02/puzzle089.html

This #1 Google ranked walkthrough also shows a picture of how to trace around the arrow as some players get their answer rejected by trying to be too precise

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This is one of the most commonly asked questions on FixYa.

The hints give you the location of three squares and the size and angle of another two (as an extra hint, none of the three small squares mentioned in the third hint overlap each other).

A picture of the solution can be found here if you need it
http://professorlaytonwalkthrough.blogspot.com/2008/02/puzzle100.html

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