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Frame

MessaggioInviato: mer 13 mag 2015, 13:19
da jzverina
Hi,
I would like to post instructions on how to solve yesterdays frame sudoku. Which format to use to upload pics? When I change the definition in MS Paint to 300x300 pixels the picture gets too blurry.

Re: Frame

MessaggioInviato: mer 13 mag 2015, 15:32
da lenzo
You can save pictures in a public storage service like Dropbox, then post the Url with the "Img" button. :ciao

Re: Frame

MessaggioInviato: mer 13 mag 2015, 22:55
da jzverina
Frame sudoku from 12 maggio 2015, Tiramisu contra Buseca epic pareggio from Torneo de Aglioni. As our teammate couldnt solve the puzzle which led to a pareggio, I decided to make instructions on how to solve this puzzle.

Row 9 – sum 23 must be 689, sum 7 in the middle (45-15-23=7) 124
Row 5 – sum 7 in the middle 124
Column 5 – sum 9 in the middle 135
frame1.jpg
frame1.jpg (61.05 KiB) Osservato 9920 volte

Re: Frame

MessaggioInviato: mer 13 mag 2015, 23:00
da jzverina
my pics dont work :smm

Re: Frame

MessaggioInviato: gio 14 mag 2015, 11:50
da jzverina
could someone tell me if this link works? thanks

https://www.dropbox.com/s/g2dlb5sw2rctjpl/frame1.jpg?dl=0

Re: Frame

MessaggioInviato: gio 14 mag 2015, 15:23
da gabriele
jzverina ha scritto:could someone tell me if this link works? thanks

https://www.dropbox.com/s/g2dlb5sw2rctjpl/frame1.jpg?dl=0


Yes, the link works, but the tag [img] does'nt downolad from https.
I have increased the size (up to 100 kb) and the pixels (up to 900x900) of each attached image.
Try now attaching your images.

Re: Frame

MessaggioInviato: gio 14 mag 2015, 15:29
da lenzo
jzverina ha scritto:could someone tell me if this link works? thanks

https://www.dropbox.com/s/g2dlb5sw2rctjpl/frame1.jpg?dl=0


Yes, it works. But, i don't know why, If i put this link between the (Img) instead of (url) it does'nt work.
Immagine

Re: Frame

MessaggioInviato: gio 14 mag 2015, 16:06
da marchino75
jzverina ha scritto:Frame sudoku from 12 maggio 2015, Tiramisu contra Buseca epic pareggio from Torneo de Aglioni. As our teammate couldnt solve the puzzle which led to a pareggio, I decided to make instructions on how to solve this puzzle.

Row 9 – sum 23 must be 689, sum 7 in the middle (45-15-23=7) 124
Row 5 – sum 7 in the middle 124
Column 5 – sum 9 in the middle 135
frame1.jpg


Hi Jzverina. I also started as you .... :bg

Re: Frame

MessaggioInviato: gio 14 mag 2015, 18:00
da jzverina
Column 6 – sum 10 cant contain 7 or higher, it will be either 136 or 235
Column 4 – sum 12 must therefore contain 3

frame2.jpg
frame2.jpg (59.38 KiB) Osservato 9904 volte

Re: Frame

MessaggioInviato: gio 14 mag 2015, 18:01
da jzverina
Row 8 – sum 14 cant contain 6, it would be impossible to make the rest 8 (17, 26, 35)
Therefore 6 in row 8 is located in the middle. The rest is 14 (45-14-11-6) which must be 59

frame3.jpg
frame3.jpg (60.56 KiB) Osservato 9904 volte


frame4.jpg
frame4.jpg (64.48 KiB) Osservato 9904 volte

Re: Frame

MessaggioInviato: gio 14 mag 2015, 18:02
da jzverina
Column 5 – sum 19 can contain neither 1 nor 4, hence r9c5=2

frame5.jpg
frame5.jpg (68.19 KiB) Osservato 9904 volte


frame6.jpg
frame6.jpg (72.77 KiB) Osservato 9904 volte

Re: Frame

MessaggioInviato: gio 14 mag 2015, 18:03
da jzverina
Row 6 – sum of the middle is 20, it cant contain 5 as both combinations for 15 (78, 69) are blocked

frame7.jpg
frame7.jpg (73.83 KiB) Osservato 9903 volte

Re: Frame

MessaggioInviato: gio 14 mag 2015, 18:04
da jzverina
Rows 456 – there are many ways to allocate digits into triplets
Row 4 – sum 11 cant contain 9, hence 9 in box 6 is a part of sum 19 (19, 28, 46 are blocked, hence 937)
Row 6 – sum 10 cant contain 6 (the only combination 13 is blocked) therefore 6 in box 4 is a part of sum 19 (49 and 67 blocked, hence 658)

frame8.jpg
frame8.jpg (82.9 KiB) Osservato 9903 volte

Re: Frame

MessaggioInviato: gio 14 mag 2015, 18:04
da jzverina
Column 1 – sum 15 can contain neither 1 or 9, hence r7c1=6

frame9.jpg
frame9.jpg (81.84 KiB) Osservato 9903 volte

Re: Frame

MessaggioInviato: gio 14 mag 2015, 18:05
da jzverina
Column 1 – sum of the middle is 18, it cant contain 5 therefore r5c1=8

frame10.jpg
frame10.jpg (80.03 KiB) Osservato 9903 volte

Re: Frame

MessaggioInviato: gio 14 mag 2015, 18:06
da jzverina
Box 1 – if 6 was a part of sum 20, the only combination for that triplet would be 569 which would be in conflict with r5c3

frame11.jpg
frame11.jpg (84.07 KiB) Osservato 9903 volte

Re: Frame

MessaggioInviato: gio 14 mag 2015, 18:07
da jzverina
Column 2 – sum 13 must be 634 (16 and 25 are blocked)

frame12.jpg
frame12.jpg (83.99 KiB) Osservato 9903 volte


frame13.jpg
frame13.jpg (90.31 KiB) Osservato 9903 volte

Re: Frame

MessaggioInviato: gio 14 mag 2015, 18:08
da jzverina
Row 2 – sum 21 can contain neither 1 nor 2, hence r2c1=9

frame14.jpg
frame14.jpg (87.59 KiB) Osservato 9903 volte

Re: Frame

MessaggioInviato: gio 14 mag 2015, 18:09
da jzverina
Row 2 – sum of the middle is 10, it cant contain 6 as combination 13 is blocked

frame15.jpg
frame15.jpg (87.96 KiB) Osservato 9903 volte

Re: Frame

MessaggioInviato: gio 14 mag 2015, 18:09
da jzverina
Row 3 – sum of the middle is 19, it cant contain 3

frame16.jpg
frame16.jpg (95.74 KiB) Osservato 9902 volte

Re: Frame

MessaggioInviato: gio 14 mag 2015, 18:10
da jzverina
Box 3 – sums 16 and 17 (columns) cant contain 1

frame17.jpg
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frame18.jpg
frame18.jpg (98.27 KiB) Osservato 9902 volte

Re: Frame

MessaggioInviato: gio 14 mag 2015, 18:12
da jzverina
Column 8 – sum 16 cant contain 1

frame19.jpg
frame19.jpg (98.3 KiB) Osservato 9902 volte


frame21.jpg
frame21.jpg (94.81 KiB) Osservato 9902 volte