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I'm not familiar with desert flora, but those are fluffy flowers!
26/Jul/14 12:10 AM
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(re exact language used by the Eureka solvers)
Alfred, for yesterday's site puzzle

3. If a5=5,a23=36,i5=1=e2,d5=2;27 have no place in Box B2.So g5=5.UP37.
?? just reading what is written here AND adding +7ef1, I still place 7b2, 2c2
the conclusion is true +5b4, but the chain/net More...
26/Jul/14 12:38 AM
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site puzzle is SE=8.9, but the SG rating is 9.75 points, so my guess is under 5 point path possible.
26/Jul/14 12:48 AM
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site puzzle @ dk(1.25 + .5 + .5) + .75 + p(2 * .25) = 3.5 **

// als-xz: { (4=127)d679-(679=4)ef4d5 }; -1d23, -7d3, -4e6, -9e5
// SS(4)a136.d63; -4c3

1. DK:(3)ac3=gi3-h2=h57 # -2e6
[(2=4)d6-d3=(4-3)a3=*h5-e5=e6] =* [(3)a7=c789-c3=*h7] - (3=8)f7-(8=2)e9

2. (6)f1=(6-5)h1=MW(25)g4/(5)ga1*.(2)a7 - (2)g7=i8-(2=4)e8-(4=3)f8-(3=8)f7 # -8f1
26/Jul/14 2:13 AM
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X-102: Symmetry=AntiDiagonal, Start=26, SSTS=30, SG=11.25, SE=9.1
840002060107600000056040910060500000002000008500000400005007006401000090000030200

UR expertise required for this one.
26/Jul/14 3:05 AM
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Hi kobold.You are right about step 3...I left out, after a5=5, bc8=52. Then (after d5=2 and e2=1) 27 is pointing at Box B2 from a49,c8456,efh3 and efg1.
Also I left out a step:
3a. Whether b1=4;OR b1=1=a5=e2,i5=2=d6=c2;b8=2.UP37.
I think the rest is then ok.
26/Jul/14 8:25 AM
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(24) 257@ghi4=>{cef4<>257,h5<>7,g6<>25}
(26) 7?@d3=>d6=4=>[e4=9&f4=6]=>d5={}=>d3<>7
(27) 2?@d9=>{d6=4=>c4=4=>a3=4&e6=2=>[g6=3=>h5=1&e5=3=>e8=7=>f8=4=>f7=3=>ah2=3] }=>d9<>2
(28) More...
26/Jul/14 1:25 PM
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Today's Puzzle:
1. Note cef4=469.Unique possibilities to 25.
2. Whether e5=7,e6=3;OR d5=7=e8,f8=4=d6=e1=a3,a2=3=h5;g6=8.UP41.
3. Whether b9=2=a1,e9=8=f1,h1=6,ac2=5;OR b9=8=c2=f6,f1=6=h2=c4,c3=9=d2,e2=1,gh1=19;h7=5.UP81.
26/Jul/14 1:49 PM
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SE=8.9
SSTS
1)(4):d3=d6-a6=c4,=>c3<>4
2)(3)g6=(3-2)e6=d6-(21=7)d97-ef8=(7-6)g8=(6)g9,=&G T;g89<>3
3)(3)i987=hg7-f7=(3-4)f8=(4-7)e8=(7-3)e5=e6-(3=8)g6-i5=(8)i3,=>i3<>3
4)Kra More...
26/Jul/14 2:45 PM
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X-102 (Using two Unresolvable Rectangles with the cells, gi29 each time).
1. Unique possibilities to 30.
2. If c9=3,a7=2,gi9=57,i7g8=38,g2=3 to avoid the 57 UR, g9=5=i2,g6=7=a5=d7,f72=86;67 have no place in central box. So c9=9.UP35.
3. If i7=7,a7=2,a3=3;i1<>5 and UR 35.So d7=7.UP81.
26/Jul/14 3:47 PM
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