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1D 2D 3D 4D 5D 6D 7D 8D 9D 10D 11D A visual math animation exploring dimensions beyond 3D. Which dimension should I animate next? #Reels #Dimensions #Math #MathAnimation #Geometry
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Do Pi’s Digits Really Even Out? Watch how the distribution of pi’s digits changes as more decimals are revealed. At first, some digits seem more common — but over time, the frequencies begin to level
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Cette animation montre les épicycles de Fourier : des cercles qui tournent et qui, ensemble, reconstruisent progressivement une image. Plus on ajoute de cercles… plus le dessin devient précis. Ici, la
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Do prime number digits really even out? Watch how the digits change when prime numbers are written one after another. At first, some digits seem to appear more often than others, but the Copeland–Erdő
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This tree is made only with squares. By repeating the Pythagorean theorem again and again, a fractal shape appears. At 45°, it becomes almost symmetric, and the total area tends toward about 14.6.
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World population : -1000 ➡️ 2026 ➡️ 2100 For centuries, the curve barely moves… then suddenly accelerates. Which population should I animate next? Data source : Our World in Data. #worldpopulation #p
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A 3D parametric butterfly created with math. This reel turns parametric curves into a living butterfly through symmetry, motion, and 3D animation. Math art, geometry, and equations — all in one butter
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2D vs. 3D Sierpinski Fractal ✨ Same idea. Different dimension. The Sierpinski triangle and the Sierpinski pyramid follow similar recursive rules, but their growth in 2D and 3D creates very different s
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1500 circles draw a famous face. A math art animation made with Fourier series, epicycles, and rotating circles. Can you guess who it is? #math #mathart #fourier #epicycles #geometry
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This triangle goes on forever ! Watch the Sierpinski Triangle unfold into one of the most mesmerizing fractals in mathematics. One simple shape, repeated endlessly, creates infinite complexity. #reels
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Binary Fractal Tree 🌳 How recursion creates a binary fractal tree 🌳 A simple rule and a changing branching angle create evolving fractal patterns. Math can calculate. Math can also create art. Which
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Fractal fern generated by mathematics 🌿 Cette fougère fractale est générée par les mathématiques et les probabilités. À chaque point, un choix aléatoire… et la nature apparaît. Les maths peuvent r
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About @chabemaths

Benoit Chanceaux is a Instagram growing creator. With 140 followers and 12 posts, chabemaths's account shows a follower-to-following ratio of 3.3:1. View all content anonymously on Pictame - no login required.

chabemaths's engagement rate sits at 376.37%. That's 7427% above what you'd typically see for accounts with 1K-10K followers (average 5%) — a sign of a genuinely connected audience.

Out of the last 12 posts, 100% are videos and 0% are photos. Content shows up about every 6 days. Captions lean moderate, averaging 286 characters.

376.37% engagement rate — 7427% above average for 1K-10K follower accounts.
Posts about every 6 days.
3.3:1 follower-to-following ratio.

FAQs About @chabemaths

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chabemaths
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@chabemaths

Benoit Chanceaux

Public
Posts
12
Followers
140
Top Hashtags
#mathart#math#reels#fractal#mathanimation#Reels#Math#numbertheory

Explore the most impactful hashtags used in recent posts. These tags highlight the core interests and trending topics that define this profile's digital influence and content strategy.

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Popular Hashtags

#instagood#instagram#viral#reels#fashion#art#photooftheday#explore#beautiful#nature#travel#follow
Following
42
Avg. Likes
518
Avg. Comments
9
Engagement
376.43%

🔢 Visualizing mathematics 🌿 Fractals • probability • algorithms 🎥 Mathematical animations 🧠 Math can create 👀 Math ...

youtube.com/@chabemaths1812
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