Part 2 of Euclidea Puzzle 8 @euclidea_app#euclidea#euclidea_puzzle_8
Proof: (Fixed) Full computer simulation yields 15 families of maximal solutions (24sqrt(5)). 5 are provided here.

Part 1 of Euclidea Puzzle 8 @euclidea_app#euclidea#euclidea_puzzle_8
Proof: (Fixed) Full computer simulation yields 15 families of maximal solutions (24sqrt(5)). 10 are provided here.

Let us continue "Weekly Puzzle"! This time a reward is three promo codes to unlock night mode in the #Euclidea app.
Our new puzzle is similar to Pythagorea's ones.
The task is:
🎓 Construct the longest non-self-intersecting polyline whose vertices are nodes of the 6x6 grid and the length of each edge is √5.
What you need:
✅ Carefully read the statement of the problem and look at the picture with example
✅ Solve the problem on squared paper or in one of the levels from #Pythagorea app (like 1.1)
✅ Post a screenshot of your solution. Your account should be public so that we can see your post.
✅ Add hashtags #euclidea and #euclidea_puzzle_8 ✅ Mention @euclidea_app on the screenshot
✅ Write a proof why your answer is correct (optional)
☑ You can also send us a message with solution in Direct, but publishing a post is better
Three winners will be selected early next week. ❗Reminder
Solutions will be checked in Instagram only. We are waiting for your answers: https://www.instagram.com/euclidea_app/
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