If a trigon shares only one side with the rest of the puzzle, the other two sides of the trigon must be equal, i.e. must be solved using the same number!Let’s repeat all other rules of Trigons:

#### The rules of Trigons puzzles

1. For this puzzle, use digits 0 to 6 to solve it. 2. The numbers given in the puzzle represent the sum of the three digits on the sides of the corresponding triangle. 3. Your objective of course is to fill in the numbers on the sides so that they add up to the given sum for that trigon (triangle). 4. Numbers CAN BE REPEATED in any triangle. 5. Each sum combination MUST BE USED EXACTLY ONCE! All triangle sum combinations are given below the grid so when you use one, cross it off. I’m still working on determining the difficulty of each trigons puzzle, so I still won’t say how difficult this one is – I want to hear from you whether you find it difficult or not. I think it’s a bit easier than the first one.#### Free Trigons Puzzle with pointed tips – difficulty UNKNOWN

(click to download or right-click to save the image!) I have been providing these puzzles for FREE since 2005. Please consider clicking this “Like” buttonClicking it will help in keeping this website free. 🙂THANK YOU! | |

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## 6 Comments

I solved both recently published Trigons, but it took me several attempts.

The first one published on 5 April was indeed more difficult and I would rate it above IQ (maybe not Insane, but just below). The second Trigon published 9 April is probably IQ.

I find it a very interesting and challenging variant. Thank you for posting!

I would rate the first one “IQ” and the second one “BRAIN”.

Thanks Enrico! Which trigon did you enjoy solving more?

Thank you Roland for your feedback! It means a lot and it is important to hear your opinion.

Expect more trigon puzzles soon!

I’m so glad to have found this site! I’ve been trying to find a place to get trigons ever since Dell puzzles stopped producing them. I don’t know what happened, but I’m so glad that you have them. Thank you so much!

You are very welcome, Nikii!!! Have you tried the trigons book? What do you think?

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