Logic Masters Deutschland e.V.

Streetwise

(Published on 5. March 2026, 23:29 by PersonWhoExists50306)

Normal sudoku rules apply (digits 1-6 without repeats in every row, column, region)

Taxicab: For any digit N, no two instances of the digit may have a Manhattan distance of exactly N.

Index Lines: If Xth digit on an index line is Y, the Yth digit on that line is X. The first is denoted with a square rotated 45°

Potentially Helpful Hints:
Manhattan distance is the number of one-cell orthogonal movements to get from one cell to another. Counting steps can make it easier to check which cells to eliminate digits from, using the Taxicab constraint.
Due to the way index lines work, there can be no repeating digits along an index line and the digits along an L-cell index line are the numbers from 1-L

Solution code: Row 2, from left to right

Last changed on on 6. April 2026, 07:57

Solved by thrutch, Fisherman, GorgeousNicko, YoooDeej, thomamas, marcmees, Dermerlin, Crusader175, xiaoji, pjot, Iluvsodah, Spooof, Gizmo, JVA, Jasperrr, SKORP17, rcg, peep50183, NEWS, abadx, dzamie, cmigas, Usagi101, Aurril, Raistlen, kangaroo, jgarber, strangelyinsane, Elizy, pmatos, Franjoho, gladstone, CitrusGremlin, firespire, benvegmond, drf93, CHalb, Rollo, gnidan, marajade, dingledork, stafen
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Comments

on 6. April 2026, 07:57 by PersonWhoExists50306
Added "online solving tool" and "beginner" to tags

Last changed on 4. April 2026, 00:39

on 28. March 2026, 00:50 by marajade
Some fun deductions here, I really enjoyed it!

reply from PersonWhoExists50306:
Thank you. My main goal with making this was to add to the Taxicab tag

Last changed on 4. April 2026, 00:38

on 15. March 2026, 19:38 by firespire
Interesting puzzle.

reply from PersonWhoExists50306:
Thanks!

on 7. March 2026, 18:29 by PersonWhoExists50306
added some tags

Last changed on 4. April 2026, 00:38

on 6. March 2026, 01:32 by YoooDeej
fun puzzle, thank you!

reply from PersonWhoExists50306:
No, thank you!

Difficulty:1
Rating:85 %
Solved:42 times
Observed:3 times
ID:000RRM

Variant combination Beginners Solving hints Online solving tool Small

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Solution code:

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