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Three shadows. One gas giant. 778,000,000 km away. Perfect timing. Jupiter doesn’t improv… — @galaxiepie

Posted Feb 19, 2026 (8 months ago)15s185,877 views

Video stats

Public counts from the last refresh.

Views
185,877
Likes
2,658
Comments
32
Shares
35
Saves
276
Engagement
1.47%
Duration
15s
Posted
Feb 19, 2026

Video insights

@galaxiepie's TikTok video "Three shadows. One gas giant. 778,000,000 km away. Perfect timing. Jupiter doesn’t improvise. Its moons move in resonance patterns so precise they’ve been compared to harmonic frequency locking in quantum systems. Some of its outer satellites aren’t even original. They’re captured objects. Irregular. Fast. Almost asteroid-like. Astronomers call it orbital dynamics. But when gravity starts looking engineered, people start asking different questions. Is it nightvision anomaly? UFO? Ghost? Artemis? The deeper we zoom, the less “random” space feels. All captured in infrared nightvision And people say astronomy is boring. #jupiter #telescopes #moon #nightvision" has 185,877 views, 2,658 likes, 32 comments, 35 shares in the public metrics captured by this index. That is an engagement rate of 1.47% (likes, comments and shares over views). It was posted 8 months ago and runs 15 seconds. It has been saved 276 times.

Data as of Oct 20, 2026 (UTC), from the last public refresh captured by this index.

Space

@galaxiepie

"That Girl, who turns telescopes into microscopes"

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Frequently asked questions

How many views does this TikTok video have?
The capture indexed here reports 185,877 views, 2,658 likes and 32 comments.
Who posted this TikTok video?
It was posted by @galaxiepie, who is linked from this page.
What is this TikTok video's engagement rate?
Across the captured metrics the engagement rate is 1.47% (likes + comments + shares over views).
When was this TikTok video posted?
It was posted on 2026-02-19, 8 months ago.
What hashtags are used in this video?
The capture links 2 hashtags, starting with #jupiter.
How long is this TikTok video?
The captured clip runs 15 seconds.