January 25, 2018

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Re: January 25, 2018

Postby 200e200w » Fri Jan 26, 2018 9:36 am

(9)r3c5 = (9-7)r3c9 = r4c9 - (7=6)r4c3 - r3c3 = (6-9)r2c1 = (9)r1c1 => -9 r1c5


Wow, SpAce!
I didn't see that my chain can be simplified. Good work. I still need to work on my AIC's!

200e200w
200e200w
 
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Re: January 25, 2018

Postby SpAce » Fri Jan 26, 2018 3:14 pm

200e200w wrote:I didn't see that my chain can be simplified. Good work.


It was a lucky catch, but thanks. I just think it's interesting to try to view the same chain from multiple perspectives. Sometimes it leads to simpler solutions. There was nothing wrong with your chain in the first place. In fact, it was more interesting that way.

I still need to work on my AIC's!


I'm sure we all do. You're obviously very skilled already, and your attitude indicates you're constantly finding ways to improve. That leads to good things. I also like it that you're pretty strict about the notations. Your chains and nets are not only correct but easy to read. One thing I might suggest for your diagrams is shifting your node indicators one place to the left -- that way the letters stand out more and the relevant nodes are easier to recognize, imho.
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Re: January 25, 2018

Postby 200e200w » Fri Jan 26, 2018 5:24 pm

Hi, SpAce!
Thanks for your comment. It has motivated me to continue to work on my chains and nets. I always try to find chains only by myself, with small help from SudoCue 'Links' tool, and the solution grid that I copy into Notepad++.
One thing I might suggest for your diagrams is shifting your node indicators one place to the left -- that way the letters stand out more and the relevant nodes are easier to recognize, imho.

I'll think about that. Good idea.

200e200w
200e200w
 
Posts: 208
Joined: 20 January 2018

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