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16 x 16 broken?

Submitted by: barclay

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 Looks good enough to eat! 15/Apr/17 12:13 AM |  |
 SE 7.3#1 SSTS to UP27#2 (1=4)d7-d2=h2-h6=(4-1)i6=turbot(1)[a6-h6=h8-bc8] -> -1a7; UP31.#3 (6)g7=(6-2)a7=(2-7)c9=d9'-(7=3)e8-f8=f5-(37'=6)d4-d12=e2 -> -6g8#4 (1=4)d7-(4=6)d1-de2=(6-4)h2=d2 -> -4d7; UP49.#5 (7)i3=(HP(67)-1)i15=i9-(1=26)c9a8-(6)c8=c5-i5=i1 -> -7i1; UP81. 15/Apr/17 2:03 AM |  |
 YUM! I'm hungry. 15/Apr/17 3:23 AM |  |
 typo in #2.Should be this (I've added the cells forming the SIS for clarity): (1=4)d7-d2=h2-h6=(4-1)i6=turbot(1)a6.bc8[a6=h6-h8=bc8] -> -1a7; UP31. 15/Apr/17 6:01 AM |  |
 #26 68@e7f9=>d79<>8#28 3?@d4=>d9=7=>e8=3=>f3=3=>e3=8=>b7=8=>d7=4=>d1…….9<>1=>d4<>3 #32 4?@c8=>d7=4=>d9=1=>h8=1=>b8=7=>a…….i9<>7=>c8<>4#33 More... 15/Apr/17 8:37 AM |  |
 Not tough, but fun to see as it happens:http://www.extremesudoku.info/sudoku.htmlApril 10 Excruciating results in an interesting pattern of numbers once pencil marks are reduced to possibilities for solving 15/Apr/17 8:37 AM |  |
 a…….i8<& GT;6a…….i8<>6 15/Apr/17 8:38 AM |  |
 33:11 15/Apr/17 11:55 PM |  |

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