Easy · 4×4
🌆 Skyline · Easy #9
You strolled down: Stubborn Elevator Boulevard
4
1
2
3
🦉 How to solve it
- The lookout top lookout of column 2 sees all 4 buildings: the whole row climbs from 1 to 4 floors.
- The lookout left lookout of row 1 sees only 1 building: the first one must be the tallest (4 floors).
- In row 1, height 2 fits in only one cell.
- In row 1, height 3 fits in only one cell.
- In row 2, height 3 fits in only one cell.
- In row 3, height 4 fits in only one cell.
- In row 2, height 4 fits in only one cell.
- In row 2, height 1 fits in only one cell.
- In row 3, height 1 fits in only one cell.
- In row 4, height 1 fits in only one cell.
- In row 4, height 2 fits in only one cell.
- In row 4, height 3 fits in only one cell.
Medium · 6×6
🌆 Skyline · Medium #9
You strolled down: Silent Intercom Lane
3
3
3
4
3
3
🦉 How to solve it
- In column 6, height 1 fits in only one cell.
- At the bottom lookout of column 1 (3): near the edge a building can't be too tall, or it would hide the others. That leaves 6 for this cell.
- At the left lookout of row 5 (3): near the edge a building can't be too tall, or it would hide the others. That leaves 5 for this cell.
- In column 1, height 1 fits in only one cell.
- In column 1, height 3 fits in only one cell.
- In column 1, height 4 fits in only one cell.
- In column 2, height 6 fits in only one cell.
- In row 5, height 6 fits in only one cell.
- In row 6, height 3 fits in only one cell.
- At the right lookout of row 1 (3): near the edge a building can't be too tall, or it would hide the others. That leaves 5 for this cell.
- In row 1, height 6 fits in only one cell.
- In row 1, height 4 fits in only one cell.
- In row 1, height 2 fits in only one cell.
- In row 3, height 2 fits in only one cell.
- In row 3, height 4 fits in only one cell.
- In row 6, height 2 fits in only one cell.
- In row 6, height 5 fits in only one cell.
- At the right lookout of row 3 (4): near the edge a building can't be too tall, or it would hide the others. That leaves 5 for this cell.
- In row 3, height 3 fits in only one cell.
- In row 2, height 3 fits in only one cell.
- In row 2, height 4 fits in only one cell.
- In row 2, height 6 fits in only one cell.
- In row 4, height 3 fits in only one cell.
- In row 4, height 1 fits in only one cell.
- In row 2, height 1 fits in only one cell.
- In row 2, height 2 fits in only one cell.
- In row 4, height 4 fits in only one cell.
- In row 4, height 5 fits in only one cell.
- In row 4, height 6 fits in only one cell.
- In row 5, height 2 fits in only one cell.
- In row 5, height 5 fits in only one cell.
Hard · 6×6
🌆 Skyline · Hard #9
You strolled down: Auditor Pigeons Hill Road
5
3
2
3
3
4
3
2
2
3
🦉 How to solve it
- At the left lookout of row 4 (3): near the edge a building can't be too tall, or it would hide the others. That leaves 6 for this cell.
- In column 6, height 6 fits in only one cell.
- Trying every way to complete this street that respects the lookouts (top lookout of column 5), this cell can only be 5.
- In row 2, height 5 fits in only one cell.
- In row 2, height 6 fits in only one cell.
- In row 1, height 6 fits in only one cell.
- In row 4, height 5 fits in only one cell.
- In row 5, height 5 fits in only one cell.
- In row 5, height 6 fits in only one cell.
- In row 6, height 6 fits in only one cell.
- In block 3, a height is locked to part of a row or column — so it leaves the rest of it. That leaves 1 for this cell.
- Trying every way to complete this street that respects the lookouts (top lookout of column 3), this cell can only be 4.
- In row 1, height 4 fits in only one cell.
- Only one height is left for this cell: 5.
- In row 6, height 5 fits in only one cell.
- Trying every way to complete this street that respects the lookouts (top lookout of column 6), this cell can only be 3.
- In row 1, height 2 fits in only one cell.
- In row 1, height 1 fits in only one cell.
- In row 2, height 1 fits in only one cell.
- In row 2, height 2 fits in only one cell.
- In row 2, height 3 fits in only one cell.
- In row 5, height 4 fits in only one cell.
- In row 5, height 2 fits in only one cell.
- In row 5, height 3 fits in only one cell.
- In row 6, height 1 fits in only one cell.
- In row 6, height 3 fits in only one cell.
- In row 6, height 2 fits in only one cell.
- In row 6, height 4 fits in only one cell.
- Trying every way to complete this street that respects the lookouts (top lookout of column 2), this cell can only be 4.
- In row 3, height 1 fits in only one cell.
- In row 3, height 2 fits in only one cell.
- In row 3, height 3 fits in only one cell.
- In row 4, height 1 fits in only one cell.
- In row 4, height 2 fits in only one cell.
- In row 4, height 3 fits in only one cell.
- In row 4, height 4 fits in only one cell.