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Puzzles from the starting position 
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King

Joined: Wed Jun 06, 2007 6:16 am
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Post Puzzles from the starting position
Can you make up a game that goes like this?

Chess board: rnbqkbnr/pppppppp/8/8/8/8/PPPPPPPP/RNBQKBNR
1. -- -- 2. -- -- 3. -- -- 4. -- -- 5. -- Nxh1#

Or another, similar one:

Chess board: rnbqkbnr/pppppppp/8/8/8/8/PPPPPPPP/RNBQKBNR
1. -- -- 2. -- -- 3. -- -- 4. -- -- 5. -- -- 6. gxf8=N#

You have to make up the moves on the -'s for both games, such that 5... Nxh1 is legal and mates, and in the other puzzle that 6. gxf8=N is legal and mates.

EDIT: Puzzle added!
Suppose your opponent copies all of your moves. So if you play 1. d4 he plays 1... d5, if you play 1. Nh3 he plays 1... Nh6. Can you find a mate in four for white, assuming black copies all white's moves? There are three possible solutions, but finding one is already very good :wink:

Chess board: rnbqkbnr/pppppppp/8/8/8/8/PPPPPPPP/RNBQKBNR
So the moves a, b, c, d, with a' being the mirrored move of a, have to be
1. a a' 2. b b' 3. c c' 4. d#


Last edited by Phobetor on Thu Jan 31, 2008 5:42 pm, edited 1 time in total.



Thu Jan 31, 2008 10:35 am
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Post Re: Puzzles from the starting position
This is pretty cool.

My solution to the first one:

Hidden Text Below - [Show it] - [Hide it Again]


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FIDE 2118, USCF 2073.


Thu Jan 31, 2008 2:58 pm
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King

Joined: Wed Jun 06, 2007 6:16 am
Posts: 1108
Rating Class: Novice (<1200)
Post Re: Puzzles from the starting position
JoshSpecht wrote:
This is pretty cool.

My solution to the first one:

Hidden Text Below - [Show it] - [Hide it Again]



I didn't know that one yet. I know an other version of 5... Nxh1# which is actually quite different. If you're interested, you can try finding another solution and see if you can find my solution :P


Thu Jan 31, 2008 5:38 pm
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Post Re: Puzzles from the starting position
Phobetor wrote:
JoshSpecht wrote:
This is pretty cool.

My solution to the first one:

Hidden Text Below - [Show it] - [Hide it Again]



I didn't know that one yet. I know an other version of 5... Nxh1# which is actually quite different. If you're interested, you can try finding another solution and see if you can find my solution :P


Will do. I think I have a vague idea.

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Thu Jan 31, 2008 7:25 pm
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Knight
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Joined: Wed Jun 11, 2008 12:54 am
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Post Re: Puzzles from the starting position
I have another suggestion for solving the first problem (perhaps this is what you had in mind...)

Hidden Text Below - [Show it] - [Hide it Again]


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2 plus 2 is 5 for large values of 2


Wed Jul 23, 2008 2:43 am
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Knight
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Post Re: Puzzles from the starting position
The third (added) puzzle might have the solution like this:

Hidden Text Below - [Show it] - [Hide it Again]


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2 plus 2 is 5 for large values of 2


Wed Jul 23, 2008 6:46 am
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King

Joined: Wed Jun 06, 2007 6:16 am
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Post Re: Puzzles from the starting position
Kornrade wrote:
I have another suggestion for solving the first problem (perhaps this is what you had in mind...)

Hidden Text Below - [Show it] - [Hide it Again]



Yes! :)

Kornrade wrote:
The third (added) puzzle might have the solution like this:

Hidden Text Below - [Show it] - [Hide it Again]



Correct! :P :)


Fri Aug 01, 2008 6:55 am
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