/vt/ - Virtual Youtubers

>>26231020

KIARA WILL SING NIRVANA
KIARA WILL SING LIMP BIZKIT
KIARA WILL SING SLIPKNOT

>>20679250
Because it's so nice I'm afraid I'll cripple you for life!

@everyone

>>20240430
>buy merch to support oshi
>took months for them to make it and package it
>hold it hostage for a year now cause of covid and no EMS shipping to my country until covid restrictions lift and my country is able to resume EMS service

Stop with this time loop shit, literally every single chuuba is here. I could be Ame and you could be Gura and we would never know. I could be Elira falseflaging as a Holo. I could be the groomer, I could be the groomie. This fucking site is the biggest and fastest forum for chuubas of course they are all fucking here. Yes even your oshi.

I have hiv ame is my oshi

>>13056766
>the sane night the raping occured

THE BONEY SHITHEAD WON

POST THAT SHIT AGAIN AND YOULL GE TI T BY THE OGEY OF MY RRATTY RRAT

I hope the en server gets flatter.

KIARA IS A PROTEMATSURI UH KFP???????

>>8922963

THE OVERLAPS

>>8266275

I thought some nijis and mhea were holos until I really started watching hololive

ANYA IS NOT JAPANESE

>>5904230
Dont even get me started on that. Who the fuck would design an iphone exclusive case?

>>2249820
M [0,1] የተፈጥሮ ቁጥሮች ወደ ተፈጥሯዊ ቁጥሮች የተግባር ስብስብ ነው።
M [m + 1,1] ከእያንዳንዱ ኤም አንድ አንድ ንጥረ ነገር ያለው ስብስብ ነው [m, n] (n = 1,2, ...); M [m + 1,1] የ M [m, 1], M [m, 2], M [m, 3], .... ቀጥተኛ ምርት ነው
የ M [m, 1] ኤለመንት እንዲሁ በ M [0,1] ውስጥ እንደ የ M m ንጥረ ነገር ንጥረ ነገር ይሠራል ፡፡
M [m, n + 1] (n = 1,2, ...) ከ M [m, n] እስከ M [m, n] የካርታዎች ስብስብ ነው።
የ M [m, n], m (m, n) አባልነት እንደሚከተለው ይገለጻል ፡፡ እዚህ ፣ a_i ፣ b_i ፣ f_i የ m (m, i) አካላት ናቸው እና የፍቺ ጥብቅ መዋቅር ከ m (n) ካርታ ጋር ተመሳሳይ ነው።
m (0,1) (x): = x + 1
m (m, n + 1) f_n f_ {n-1} ... f_1 (x): = f_n ^ x f_ {n-1} ... f_1 (x)
(m = 0; n = 1,2, ... {or} m = 1,2, ...; n = 2,3,…)
m (m + 1,1): = [m (m, 1), m (m, 2), m (m, 3),…]
m (m + 1,2) [a_1, a_2, ...]: = [b_1, b_2,…] b_n ተብሎ የተገለጸበት
b_n f_ {n-1} ... f_1 (x): = a_y a_ {y-1} ... a_n f_ {n-1}… f_1 (x) (y = max (x, n))
m (x, 2) m (x, 1) (x) ≈f_ {ζ0} (x)