1. Home
  2. Detail

@jellxml: #jellxml ; despacito || https://alight.link/Vhh4SqdZFZ3aUbbG9 ib efek teks : [ @kiboypreset ] #jell #4ethereal #mlbbcreatorcamp #fyp #presetmlbb

￴varep, Jelve.
￴varep, Jelve.
Open In TikTok:
Region: ID
Wednesday 21 August 2024 06:24:16 GMT
598921
30039
165
3495

Music

Download

No Watermark .mp4 (2.93MB) No Watermark(HD) .mp4 (2.93MB) Watermark .mp4 (0MB) Music .mp3

Comments

rey_1r
ReyKc💫 :
bg aku dh follow boleh kasih efek CC hd bg😁
2024-08-21 06:28:50
12
jellxml
￴varep, Jelve. :
preset disini paid edit, buy cc dibio!
2024-08-21 06:26:05
21
cillmewing
Xyro idgaf :
bg mau nanya itu ko setiap gua nge expor, huruf nya kok ga kaya gitu kaya berubah gitu ngubah nya kaya gmna ya bg ? serius nanya
2024-08-21 15:37:20
4
zenyx32
Zenn :
menyalaa
2024-08-21 06:34:45
3
fazzzcihhuyyy
Fzz. :
nama font nya apaan bro
2025-03-08 12:15:43
0
kk.reytzy
SAS.réyyácmédlv‹ [off vrtu] :
font putihnya nama nya apa bg tlong jwb
2025-04-02 06:35:22
5
zenn.twentyfourth
my, j3!nn`stecu7v :
gegehhh presetnya ketua 😈
2024-08-21 06:53:24
8
bandskuyprst
ethéreal Bandskuy :
hai kakss
2024-08-21 14:59:41
2
ayano_nv
Kiyotaka :
aydol😋
2024-08-21 06:26:57
2
ilham235202_
. :
jasa edit ginian brp bang?
2024-08-21 16:54:25
0
pngzvx
pepeng :
sedang menunggu jep
2024-08-21 10:30:19
1
fromu2kyearsago8
faja sklai :
kek ada yang kurang
2025-03-10 12:53:17
0
marrrxml
𝟕𝟏𝟏 mar :
pertama
2024-08-21 06:25:11
1
bagazcees
Hollow :
nama fontnya bg?
2024-09-24 10:16:59
1
orangpemula__
Yanzz always :
ada yg bisa bagi fontnya gk? gw cari g nemu nemu🙃
2025-03-28 00:04:58
0
byyyy688
️byyyyy🇯🇵 :
sedihh njirr (gw ga tau cara gunain present)
2024-08-25 09:30:36
1
znnzcn
G :
bg aku ko ga ada textnya ya?
2024-08-26 15:03:48
1
prince_putra11
van¡'s bf :
serius nih preset kagak ada????
2025-09-06 10:01:51
0
s_andl0ve2
💬💬 :
jasa edit murh
2025-05-16 07:43:43
0
marcellinoooooooooo
มาร์เซลลิโน่ :
bg ini ada yg ilang co
2026-06-06 16:02:30
0
keix_9h
keix_zzxv :
preset xml bang?
2025-09-11 10:53:41
0
naszyeager
𝗻𝗮𝘀𝘇`府 :
bg kenapa setiap gw mau pake preset nya pasti mental?
2026-02-02 13:55:47
0
p0nc6
let'sstartbefore it'stoolate :
teks ny ad ga masm
2025-06-06 10:18:12
0
alana_arya
alana_arya :
bang mau req sound boleh ga bang
2024-08-21 15:49:09
0
To see more videos from user @jellxml, please go to the Tikwm homepage.

Other Videos

#caozinhosafado #petiscosirresistíveis #animaisfantasticos #sorrirfazbem #humoreentretenimento
#caozinhosafado #petiscosirresistíveis #animaisfantasticos #sorrirfazbem #humoreentretenimento
Graham's number is an unimaginably colossal finite integer that serves as a proven upper bound for a complex problem in Ramsey theory, famously popularized by mathematician Ronald Graham and writer Martin Gardner. Because it is too massive to be written or comprehended using standard scientific notation or ordinary power towers, mathematicians rely on Knuth's up-arrow notation to construct it. The process begins with a simple base of 3 and iterates through levels of operation, where one arrow represents standard exponentiation and additional arrows represent increasingly powerful recursive levels of super-exponentiation. The first step in the foundational sequence, often called g₁, is generated using four up-arrows between two 3s (\(3 \uparrow\uparrow\uparrow\uparrow 3\)), creating an already unfathomable number. To find the next number in the sequence (g₂), the up-arrows are replaced with that entire previous result, meaning the number of arrows itself explodes into the stratosphere. This staggering recursive process repeats 64 times, and the final result at the 64th step is Graham's number. To grasp the sheer scale of this figure, consider that the observable universe is far too small to hold its ordinary digital representation; if you tried to write down all of its digits, even assuming each digit occupied just a single microscopic Planck volume, the universe would run out of space long before you finished. #aigenerated #larp #sinistersahur #ilovemuslims #tmdd
Graham's number is an unimaginably colossal finite integer that serves as a proven upper bound for a complex problem in Ramsey theory, famously popularized by mathematician Ronald Graham and writer Martin Gardner. Because it is too massive to be written or comprehended using standard scientific notation or ordinary power towers, mathematicians rely on Knuth's up-arrow notation to construct it. The process begins with a simple base of 3 and iterates through levels of operation, where one arrow represents standard exponentiation and additional arrows represent increasingly powerful recursive levels of super-exponentiation. The first step in the foundational sequence, often called g₁, is generated using four up-arrows between two 3s (\(3 \uparrow\uparrow\uparrow\uparrow 3\)), creating an already unfathomable number. To find the next number in the sequence (g₂), the up-arrows are replaced with that entire previous result, meaning the number of arrows itself explodes into the stratosphere. This staggering recursive process repeats 64 times, and the final result at the 64th step is Graham's number. To grasp the sheer scale of this figure, consider that the observable universe is far too small to hold its ordinary digital representation; if you tried to write down all of its digits, even assuming each digit occupied just a single microscopic Planck volume, the universe would run out of space long before you finished. #aigenerated #larp #sinistersahur #ilovemuslims #tmdd
Tundra swans at Martin Mere having some BEEF #duck #swan #mere #ducklings #geese
Tundra swans at Martin Mere having some BEEF #duck #swan #mere #ducklings #geese
Football, Skills, OM 🤯 #OM #Ligue1 #SportsTikTok #football #skills @jedidiahmccloud
Football, Skills, OM 🤯 #OM #Ligue1 #SportsTikTok #football #skills @jedidiahmccloud


GSDs talk back worse than kids 🤪 what could he possibly be saying?
GSDs talk back worse than kids 🤪 what could he possibly be saying?

About

Legal