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X-SLIDE - 808iuli, 2KE ~ (SLOWED + REVERB) [BRAZILIAN PHONK]
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- Опубліковано 28 чер 2024
- 𝙄𝙉𝙁𝙊:
🎶 Song: 808iuli, 2KE - X-SLIDE
🎥 Background anime: KAIJU No.8
🟢 Spotify playlists:
open.spotify.com/playlist/5vO...
open.spotify.com/playlist/4Dj...
📩𝙎𝙚𝙣𝙙 𝙢𝙚 𝙮𝙤𝙪𝙧 𝙤𝙬𝙣 𝙨𝙤𝙣𝙜𝙨!
naomisakuto@gmail.com
💖 𝙎𝙪𝙥𝙥𝙤𝙧𝙩 𝙢𝙚:
Donationalerts:
www.donationalerts.com/r/naom...
📸 𝙎𝙤𝙘𝙞𝙖𝙡 𝙈𝙚𝙙𝙞𝙖:
Discord Server: / discord
Discord: naomisakuto
TG Channel: t.me/+SFeCLCez0X5lMmRi
TG: @naomisakuto
#phonk #follow #brazilian #tiktokphonk #phonkhouse #tiktokviral #trending #brazilianphonk #funk #brazilianphonk #tiktoksong #tiktokviral #viral #fypシ #like #likeandsubscribe #slowedandreverb #slowedphonk
Kaiju 8 vs 9 in anime: 😸
Kaiju 8 vs 9 in manga:💀
Wdym
@@anomouswhiteliquid-tq9rs It's going crazy in the manga rn
@@sungjinmori6498 ?_?
@@anomouswhiteliquid-tq9rs They're fighting again in the manga, and the fight is on a much larger scale than the one we saw in the anime
uhh. so your saying the battle between 9 and 8 in the manga is better even though theyre 2 different battles?
THAT GODZILLA FRAME 😩🔥🔥
*mv goji frame
@@Buggoraga1123☝️🤓
@@mikehgeo9665 🤓👆
@@mikehgeo9665 there’s 2
that was such a cool detail
Kaiju No. 8 lets go🔥🔥
0:19 if you pause it at the right time you see Godzilla
0.18 💀Godzilla!
AS SOON I FIND THIS PHONK THE MASTER OF COOKING MAKES ANOTHER MEAL 🔥🔥🔥
Did anyone noticed Godzilla??????
:)
@@naomisakut0._.
When I read this comment i just did😂
Bro That's not Godzilla that's Kaiju No 8/Hibino Kafka
@@Råtty-x9p 0:19 this ain't godzilla?
WERE GOING TO DEFEAT KAIJUS WITH THIS ONE 🗣🗣
yea man
Cheese
Kafka Hibino 👿👺
Its sad that Kaiju no.8 season 1 is ending but these banger edits will keep it alive,
Btw bro cooked this edit🔥🔥
I was waiting for this banger ❤
just when you think it cant get better he releases this masterpeice 🗣🗣
was waiting for this
😍
always enjoys naomis videos not only good song but fire edits
Edit goes hard with fighting scenes 🔥nice edit naomi 🤞🏻
BRO IVE BEEN LOOKING FOR THIS SONG THANKK YOU NAOMI
Как всегда божественно❤
THE GOAT
WE MAKIN IT TO THE PLAYLIST WITH THIS ONE 🗣️🗣️🗣️🗣️🗣️🔥🔥🔥🔥
Kaiju No. 8 🔥
Bro hiting hard with this is 🔥😮
I waited for Naomi to make this
Who is a phonk lover?
I breathe phonk..........
Me i like 808iuli the most
Finalmente chegou
I knew i always got kaiju no. 8 vibes from the ultra slowed x-slide, i even read most of the manga with that on even before this video
Banger 🔥🔥
🗣️🔥🔥MAHORAGA🗣️🔥🔥
BUGRAGA HELPPP -Sukuant king of the bugs
Phonk☠️🔥
Edit 🛐💀
Anime🗿👹
Anime ❌
Manga ☠☠
Thanks bro new edit bout to go crazy😊
Everythins perfect🔥
music 🗿🗿
edit🗿🗿
anime🗿🗿🗿🗿
ur mom 🗿🗿(no hate)
Can we appreciate not only a nice phonk but the 🔥 edit and godzilla 🗣️
W Bro ❤
THIS IS FIRE!!!!
esse anime pra mim é uns dos melhores dessa temporada, e as edições só afirma essa opiniao
BRO MASTERPIECE AIGAIN ❤❤❤
yeahh kaiju no 8 edit W
WHAT THE HELLL IISS GOOOINGG ONNN!!! 🔥🔥🗣🗣
Урааа аниме эдит🎉🎉🎉
Waiting kashimo ⚡️edit comm #4
This gives so much power 🗿
OMG 🔥🔥🔥🔥
FIREEEEEEEE
epic❤
amazing bro ❤🎉😊
This sounds cool
BRO YOU COOKING FR! 🍳
❤❤fire❤❤
ЙЕЕЙЕЙЕЕЕЕ❤️🔥❤️🔥
Yeahhh buddyyyy Light weight babyy
I was Listening Your Another Banger And Again A Poweful Phonk.BTW First Here.
Naomi Ninjaaa S2
W mans
bro managed to sneak in Godzilla in this edit 💀
Nice.
Perfect 🎉
Noice 👍
This song.................. love it
This is so peak the little bit with Big G was so dope
кайф😁
God
Очень круто 👍
❤🔥
Naomi gave her soul to provide us with this ❤
It’s a woman?
@@A.D-T.G No, I'm not.
@@DenisScarly I meant Naomi
i thought naomi was a guy
it doesn't matter though doesn't change the fact that these are fire edits
My ancestors lead me here...
W to this guy edit
Premier commentaire et vue, 🎉🎉🎉 comme toujours 😊
Yo Naomi. I know your views and likes are going down in your last videos. Don’t worry dude, it’s just a phase. Don’t give up and keep uploading and things going to be better trust me 👍 we are here with you Naomi ❤❤❤
First btw song looks good
İt isnt first
kaiju 8 is epic whit naomi
Primeiro Abraço: ☺️
Primeiro Beijo: 😁
Primeiro Ace: 🤯
60 views in 2 mins bro got better 🔥
I'm waiting for the second season 🗿.
Bro stuck godzilla in thinking we wouldn't notice 0:18
He cook
We need Godzilla edits 🔥🔥
Автор гений
Bro cooked.
This edit hits harder than my dad's belt 🔥
If kafka didnt remember mina isao would've been dead and the kaiju n8 was about to go on a rampage
First one to comment
Godzila🗣️🔵
isnt this the second video on this song? i wont complain tho its fire
The best guest start is Godzilla 😎
My pookie 🤑
WITH THIS TREASURE I SUMMON
You should tell everybody to watch the video fully through to push it through the algorithm.
First again
Hi bro
Please do a x slide and Thomas phonk mix
Bro thought he would put Godzilla there and I wouldn't notice
Just found insane phonk (imo) - Davuiside & VTE - Wise
I m first
bro cant stop cooking (pls more SOLO LEVELING)
Mom: go play with your siblings remember be easy OK?
Me 15 seconds later:
Can we have a vinland saga edit please 🥺
Por favor 🙏 sube la de crazy point se llama phonk gantel de crazy point 🖤🇩🇴
@Naomi when are you makin a one piece MMV?
bro, could you make an edit of shumatsu no valkyre with BLOODY BRAZIL pls? it would be so 🔥🔥🔥
Ketakterhinggaan adalah sesuatu yang tidak terbatas, tak berujung, atau lebih besar dari bilangan asli apa pun . Ketakterhinggaan sering dilambangkan dengan simbol ketakterhinggaan.
∞
{\displaystyle \infty }.
Karena pantulan cahaya yang konstan di antara cermin-cermin yang berlawanan , nampaknya ada ruang dan pengulangan yang tak terbatas di dalamnya.
Sejak zaman Yunani kuno , sifat filosofis ketidakterbatasan telah menjadi subyek banyak diskusi di kalangan filsuf. Pada abad ke-17, dengan diperkenalkannya simbol tak terhingga [1] dan kalkulus yang sangat kecil , matematikawan mulai bekerja dengan deret tak hingga dan apa yang oleh beberapa matematikawan (termasuk l'Hôpital dan Bernoulli ) [2] dianggap sebagai besaran yang sangat kecil, namun tak terhingga terus dikaitkan dengan proses tanpa akhir. Ketika para ahli matematika berjuang dengan dasar-dasar kalkulus , masih belum jelas apakah ketidakterbatasan dapat dianggap sebagai bilangan atau besaran dan, jika demikian, bagaimana hal ini dapat dilakukan. [1] Pada akhir abad ke-19, Georg Cantor memperluas studi matematika tentang ketidakterbatasan dengan mempelajari himpunan tak terhingga dan bilangan tak terhingga , yang menunjukkan bahwa ukurannya bisa bermacam-macam. [1] [3] Misalnya, jika suatu garis dipandang sebagai himpunan semua titik-titiknya, jumlah titik-titiknya yang tak terhingga (yaitu, kardinalitas garis ) lebih besar daripada jumlah bilangan bulatnya . [4] Dalam penggunaan ini, ketidakterbatasan adalah konsep matematika, dan objek matematika tak hingga dapat dipelajari, dimanipulasi, dan digunakan sama seperti objek matematika lainnya.
Konsep matematika tentang ketidakterbatasan menyempurnakan dan memperluas konsep filosofis lama, khususnya dengan memperkenalkan banyak ukuran himpunan tak hingga yang berbeda-beda. Di antara aksioma teori himpunan Zermelo - Fraenkel , yang menjadi dasar pengembangan sebagian besar matematika modern, adalah aksioma tak terhingga , yang menjamin keberadaan himpunan tak hingga. [1] Konsep matematika tentang ketidakterbatasan dan manipulasi himpunan tak hingga banyak digunakan dalam matematika, bahkan dalam bidang seperti kombinatorik yang tampaknya tidak ada hubungannya dengan keduanya. Misalnya, bukti Wiles tentang Teorema Terakhir Fermat secara implisit mengandalkan keberadaan alam semesta Grothendieck , himpunan tak terhingga yang sangat besar, [5] untuk memecahkan masalah lama yang dinyatakan dalam aritmatika dasar