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Submitted by: Gath

Indicate which comments you would like to be able to see
1.SST=>34
2.AUR(56)gh35=> (1)gh5=(4)gh5 &
(1)gh5=(4)gh5-c5=c8-a9=(4-1)g9=(1)g45 => i56h6<>1, g5<>4; UP=81.
01/Sep/10 12:33 AM
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It's a long way down! The elevator ride was a bit cramped and queasy!
01/Sep/10 12:44 AM
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-couldn't find any simple solution w/o using AUR.
01/Sep/10 12:49 AM
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note: if you apply XWing(4)ag49 - the chain is simpler:
(1)gh5=(4)h5-(456=1)g345 => i56,h6<>1; UP=81.
01/Sep/10 12:58 AM
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simplest solution:
1.SST=>34 (note XW(4)ag49)
2.AUR(56)gh35=> (1)gh5=(4)h5 &
(1)gh5=(4)h5-(456=1)g345 => i56,h6<>1; UP=81.
01/Sep/10 1:04 AM
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27:34
01/Sep/10 1:29 AM
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Hi farpointer,
Just to say: thank you to see you everyday here...
Please, keep your good works here.
Thanks again,

ttt
01/Sep/10 1:34 AM
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vertigo anybody?
01/Sep/10 4:52 AM
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Shannon, you stole my line! :)
01/Sep/10 7:20 AM
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Bar-r-r-r-r-r-f!
01/Sep/10 8:32 AM
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sorry Dan. classy, Judy, very classy
01/Sep/10 11:57 AM
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Also using the AUR:
1. Note pair 56 at gh3.Unique possibilities to 34.
2. If i8=9,(pair 18 at i56),g7=2,g2=7,h2=1=g9,a9=4=c5=g4;the 56 rectangle at gh35 cannot be resolved.So i8=2.UP42.
3. If g4=4,a4=1=h6;and again the 56 rectangle.Hence a4=4.UP81.
01/Sep/10 6:20 PM
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SE=7.1
10/Sep/10 11:24 PM
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