Neocities

nenwebcomic updated their site.

1 year ago

characters/alias

chapters/ch5

characters/parker

index

chapters/ch7

chapters/ch8

comics

3 likes

novaetvetera updated their site.

1 year ago

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posts/ar

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polydactica rbuchanan

1 year ago

My name is also R. Buchanan lol

1 like

rbuchanan 1 year ago

Huh!

polydactica oceanfront

1 year ago

Love your gallery! I'm a sucker for urban landscapes.

oceanfront 1 year ago

thank you so much!! glad you like it! and same, nyc is my fave place to take pictures

thricegreat

1 year ago

Today was fun visiting Neocities again. It seems that I have surfed enough good websites today. If you have anything about me send me an email without hesitancy. See you again!

5 likes

aleph-0 1 year ago

I like your perspective on music as a way to experience numbers. It made a lot of sense to me.

1 like

polydactica updated their site.

1 year ago

posts/2025-02-03-On-Truth--and-Complexity

1 like

thricegreat danielstrawb

1 year ago

>Katawa_Shoujo I recommend you to finish other routes first before you write the analysis. Including our schizo Kenji Davis route too :). And yes. Emi route is way deeper than you might have expected. Also Emi is seemingly cute, but she is a literal Übermensch. She is the coolest one. I respect her the most as a human being.

thricegreat daliwali

1 year ago

Your website is one of the few that have anything worthwhile. And this is a really big compliment.

4 likes

daliwali 1 year ago

thanks! i am having my own struggles with Christianity as well...

1 like

thricegreat xpaper

1 year ago

>the_quintic_problem By the way historically the origin was the quintic problem. But that era has ended and Galois theory is used in number theory the most. I could even say that it is basically linear algebra for number theory. So study hard if you were interested in number theory.

1 like

thricegreat xpaper

1 year ago

>the_quintic_problem Therefore an equation of degree n has general solutions if and only if Sn is solvable. And since Sn is a finite group, it means whether Sn has a composition series in which all factor groups are Zp. This corresponds to that by adding the primitive p-th root of unity, you can extend the base field to the field that factorizes the polynomial. But for n>4, An is simple so that Sn is not solvable.

1 like

thricegreat xpaper

1 year ago

>the_quintic_problem I will not explain long. The solutions for a cubic equation depend on a+bw+gw^2 (Lagrange resolvent) and the permutations of {1,w,w^2}. Because in the end those permutations form the Galois group which fixes the base field. So it all depends on the structure of S3. Similarily for a quartic equation, {1,i,i^2,i^3} and its permutations S4. And so on.

1 like

thricegreat danielstrawb

1 year ago

>diary By the way, speaking of Katawa Shoujo I like Emi route the most. 幽玄. A singularity and its monodromy group. It's really insightful. Especially Mutou in that route is my favorite.

2 likes

danielstrawb 1 year ago

Oh, that's cool! :D

thricegreat danielstrawb

1 year ago

>diary Katawa Shoujo came as the first example. Interesting. Could you explain why? Besides Hanako route, I haven't thought that loneliness is a main theme of it.

1 like

danielstrawb 1 year ago

Personally, i completed only Rin's route, and i see her route really depressing. Now i'm writing Rin's character analysis, but busy now....

thricegreat volumen

1 year ago

>Analogy Analogy is just how a visual thinker tries to explain the image in own mind. If you have to "understand" or consider it a "tool", you are definitely not a visual thinker and analogy is not for you.

thricegreat cidoku

1 year ago

>mika.html After the long time, I came Neocities again and the first webpage I saw was this; Well Mika kawaii :). Though my oshi in blue archive is Noa.

2 likes

cidoku 1 year ago

Good choice! Blue Archive has such a fun cast of characters; it's very inspiring!

1 like

thelesserword updated their site.

1 year ago

Diary-Common-Man/Common-Man

4 likes

thricegreat

1 year ago

It seems that Neocities blocking Tor has been fixed. So I'll reuse this Neocities page for a clearnet mirror. I don't know. If Neocities blocks Tor again, it will be gone again.

2 likes

thricegreat updated their site.

1 year ago