Living on surface of 4D cylinder (S2E)

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  • Опубліковано 7 вер 2024

КОМЕНТАРІ • 28

  • @IyuriIGD
    @IyuriIGD Рік тому +27

    Sometimes I found such a non popular yet channels and shocked that their content is close to perfection. So yeah, good luck with it buddy! I like it :D

  • @saltayjek0046
    @saltayjek0046 Рік тому +10

    cool! i like the choice in music for the montage.

  • @gamergoogol2048
    @gamergoogol2048 Рік тому +5

    I call this 4d cylinder the Tesselind!

  • @ygreaterr
    @ygreaterr Рік тому +2

    this deserves millions of views. so nicely explained

  • @immortalwolf1909
    @immortalwolf1909 Рік тому +2

    Hella underrated, super cool video! Subbed

  • @bud5
    @bud5 Рік тому

    i hope the algorithm finds ur channel

  • @JaggedElk
    @JaggedElk Рік тому

    cool. really intresting

  • @JoyFleet
    @JoyFleet Рік тому +1

    Your videos are so amazing and very interesting. I want to learn and know more about dimensions. Would you please make your explanation in the video more detailed that would make it more easier to understand please?

  • @ssaamil
    @ssaamil Рік тому

    Wow, nice approach. Have a sub man :>

  • @KingJAB_
    @KingJAB_ 8 місяців тому

    Nice

  • @bottlekruiser
    @bottlekruiser 9 місяців тому

    non euclidean dreamer moment

  • @lunactiathemoth
    @lunactiathemoth Рік тому

    hehe funny 4th directional line

  • @Gualberto_Villaroel_Oficial
    @Gualberto_Villaroel_Oficial Рік тому +1

    👍

  • @DoctorNemmo
    @DoctorNemmo Рік тому +1

    So basically, Kubrick was right with the ending of 2001.

  • @RudyRdx
    @RudyRdx Рік тому

    ahh nice

  • @sapphia527
    @sapphia527 Рік тому

    Why is the video title wrong?

  • @pinkmann8399
    @pinkmann8399 Рік тому +3

    how did i get here

    • @DoctorNemmo
      @DoctorNemmo Рік тому +1

      You walked the wrong face of the algocylinder

  • @laxmiinaxizaby2206
    @laxmiinaxizaby2206 Рік тому +1

    what do you think about the 4th dimension? ua-cam.com/video/CVOr7f_VALc/v-deo.html in this video they say the 4th one is special and has infinitely exotic shapes (spheres) so how can you simulate one?

  • @farrankhawaja9856
    @farrankhawaja9856 Рік тому

    What about the duocylinder?

    • @KingJAB_
      @KingJAB_ 8 місяців тому

      That has two Euclidean cylindrical sides