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How to walk through walls using the 4th Dimension [Miegakure: a 4D game]

[mtbdesignworks {Miegakure, 4D Toys}]Cited 4× on HN, 2014-2017
YouTube
2.2M views · 12 years ago · demo · evergreen

A short explainer showing what walking through walls would look like with movement in a fourth spatial dimension, using the 4D puzzle game Miegakure.

HN links it in discussions of 4D visualization and Miegakure as an intuitive demonstration of the fourth dimension.

Game designRecreational & visual mathIndie game development#miegakure#4d#gamedesign#geometry#visualization

4 comments from Hacker News

@garaetjjte2017 · in “Automatic Mapping of NES Games with Mappy”

Aren't 3D games already 2D, as they are just projecting 3D world onto 2D plane? Alternatively, taking 2D intersection of 3D world would lead to something like 2D/3D mode of Miegakure: ▶ this video

CitesView on HN
@Pulcinella2017 · in “The World of Miegakure”

For those wondering, Miegakure is a not-yet-released 4D puzzle platformer. Think Flatland but as a 4D video game. ▶ this video

CitesView on HN
@p1esk2015 · in “Aphantasia: A life without mental images”

The test in the article was extremely easy for me, I guess I can visualize better than most people (I had no idea some people have trouble with that). It's funny, because I've considered myself to be an "auditory" person. Something I tried to visualize recently, and found quite challenging, was trying to remember this video: ▶ this video I watched it a couple of years ago, and last night I replayed it in my head, but with great difficulty.

CitesView on HN
@tomerico2014 · in “How to walk through walls using the 4th dimension [video]”

The plane exists - it is passing through the character body (perpendicular to the ground) and parallel to the desert, grass border in the example video. You can see when the 4D rotation occurs there, that in that plane, everything stays constant (e.g. rocks stay there, trees, etc.) You just look at the objects from different angles as it rotates. Edit: Link to the relevant point in the video - ▶ this video

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