This is the first puzzle I've posted on Logic Masters and it is the first in a trilogy about mysterious lines. I constructed this puzzle on August 5, 2021. Hope you enjoy it!
Rules:
Lines with the same color share the same property. Lines with different colors have different properties. For each line, exactly one--not more, not less--of the following properties is true:
1. Renban: A renban line strictly contains a series of consecutive digits, not necessarily in order.
2. Palindrome: The sequence of digits on a palindrome line reads the same from either direction.
3. Thermometer: One end of a line is a bulb, and all digits along the line increase from it.
4. Arrow: One end of a line is a circle, and all other digits along the line sum to it.
(For example, suppose we determine that a green line is a thermometer. Then all green lines must be thermometers. The red, blue, and purple lines are not thermometers. In addition, no thermometer is allowed to also be an arrow, renban, or palindrome because each line has exactly one property.)
Puzzle:
Solution code: Enter rows 2 and 8
on 4. March 2023, 04:32 by Mr.CHEN
A Chinese solve video(SPOILER ALERT):https://b23.tv/C4ypw8A
on 6. August 2022, 19:46 by Richard
very clever constructed puzzle. Thanks a lot! :-)
on 11. October 2021, 19:13 by mathpesto
Added a link to solve on CtC
on 29. September 2021, 21:38 by mathpesto
Added more tags
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