Pips hint for October 17, 2026
The puzzle for Saturday, October 17, 2026. Every hint is hidden until you open it, so take only the nudge you need.
Easy
==<1>5
Dominoes: 0|0 6|0 5|0 0|1 2|2
Hint 1What each region needsShowHide
5 dominoes (2 doubles) fill 10 cells across 6 regions:
- 1 cell with no rule
- 2 cells that all show the same number
- 2 cells that all show the same number
- 3 cells adding up to less than 1
- 1 cell adding up to more than 5
- 1 cell with no rule
SpoilerPlace one dominoShowHide
==<100>5SpoilerPlace 3 of 5 dominoesShowHide
==<100>56050SpoilerReveal the full solutionShowHide
1=22=0<100>56050
Medium
<5>82=8<4=2
Dominoes: 2|0 3|6 5|5 5|0 3|3 6|2 4|6
Hint 1What each region needsShowHide
7 dominoes (2 doubles) fill 14 cells across 9 regions:
- 2 cells adding up to less than 5
- 2 cells adding up to more than 8
- 1 cell with no rule
- 1 cell adding up to exactly 2
- 2 cells that all show the same number
- 2 cells adding up to exactly 8
- 1 cell adding up to less than 4
- 2 cells that all show the same number
- 1 cell adding up to exactly 2
SpoilerPlace one dominoShowHide
<5>8220=8<4=2SpoilerPlace 4 of 7 dominoesShowHide
<5>80220=5585<43=62SpoilerReveal the full solutionShowHide
<54>8602203=55853<43=6622
Hard
84≠25305>1505=10=
Dominoes: 6|6 3|5 3|2 1|4 2|0 6|3 2|6 1|6 0|3 0|0 0|5 4|3 2|2 6|5
Hint 1What each region needsShowHide
14 dominoes (3 doubles) fill 28 cells across 17 regions:
- 2 cells adding up to exactly 8
- 2 cells adding up to exactly 4
- 3 cells that all show different numbers
- 2 cells adding up to exactly 2
- 1 cell adding up to exactly 5
- 1 cell with no rule
- 1 cell adding up to exactly 3
- 1 cell adding up to exactly 0
- 1 cell adding up to exactly 5
- 1 cell adding up to more than 1
- 2 cells adding up to exactly 5
- 1 cell adding up to exactly 0
- 1 cell with no rule
- 1 cell adding up to exactly 5
- 3 cells that all show the same number
- 3 cells adding up to exactly 10
- 2 cells that all show the same number
SpoilerPlace one dominoShowHide
84≠25305>1505=6610=SpoilerPlace 7 of 14 dominoesShowHide
843≠62205523305>1251054=666103=SpoilerReveal the full solutionShowHide
86413≠6220255223330055>1251006554=66610343=00