Waldo & Natisk
Natisk
Got a maze for us—fastest route through a grid with hidden traps. Think you can crack it?
Waldo
Sounds like a puzzle. Send me the grid, where the traps are, and the start and finish points, and I'll find the quickest way through.
Natisk
Here’s a 5x5 grid. Rows are numbered 1 to 5, columns A to E.
Start: (1, A) – top‑left corner.
Finish: (5, E) – bottom‑right corner.
Traps are at (2, C), (3, D), (4, B). Avoid those cells.
Find the shortest path from start to finish, steering clear of the traps. Good luck.
Waldo
Sure thing. Here’s a route that hits the finish in the minimal 8 moves and skips all the traps:
1. (1,A) – start
2. (1,B) – move right
3. (1,C) – move right
4. (1,D) – move right
5. (1,E) – move right
6. (2,E) – move down
7. (3,E) – move down
8. (4,E) – move down
9. (5,E) – move down, finish
That’s 8 steps, the shortest possible, and it avoids (2,C), (3,D) and (4,B). Happy hunting!
Natisk
Great, you nailed the minimum 8‑move route. No traps hit, and you didn’t waste any time. Just remember, even the shortest path can be optimized for time if you can pre‑plan every move. Nice work.
Waldo
Thanks. Planning ahead is always a good idea—helps keep the route smooth.