@yearboox: Glad I saved it #yearboox #vintagehouse #originalsong #jericho #1920s

yearboox

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Region: NL

Friday 04 September 2026 14:55:36 GMT

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Music

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Comments

odeto :

Nice! Reminds me of Alle Farben around 2012ish

2026-09-24 18:14:37

1

Anoushka N. Emerova :

Anyone from Germany here who likes this kind of music? 🙈

2026-09-24 18:32:58

2

Neon Bandido :

love it. its a pitty that is AI.

2026-09-07 21:32:19

1

Annælisa :

Me all the day with this sound

2026-09-07 15:09:43

465

yearboox :

Should I finish this?

2026-09-04 14:55:49

67

Daito :

When can i do it????

2026-09-21 20:30:34

23

chrisrqpzkn :

where are my high frequencies?

2026-09-24 19:46:36

2

Брут :

Nice. But alot

2026-09-25 06:53:53

0

Sorayaya 💙💙💙 :

we need on Spotify 🥰🥰🥰

2026-09-07 22:00:36

121

Mauro🇩🇪🇮🇹 :

Beat is good

2026-09-24 11:06:58

19

maxderackermann :

nearly 15 years later, electro swing is back - lets gooo 💃🕺

2026-09-08 07:08:12

118

stephanie :

Spotify please

2026-09-08 09:24:21

79

Kill_mR_DJ :

I so want to like this, but I'm afraid this might be an AI

2026-09-08 00:14:06

5

Andrescü :

Track id! Spotify! Plz

2026-09-13 09:25:30

5

Vanessa :

If you don’t remind me when you’ve dropped this, imma be mad

2026-09-08 14:24:29

5

NumbNuttzzzz :

did you pay for this vid gettiing in to my algorythm? its the 6 time i hear this. love it tho

2026-09-18 01:39:46

13

Laura :

Is this on Spotify please 🙏🏻

2026-09-08 20:21:45

13

MaeixelainePrvt :

where can I find?

2026-09-07 18:24:34

14

Nikhouse :

2026-09-07 20:14:42

9

Geni :

Release it already, ready to drop some coin for your labour

2026-09-12 18:35:24

6

KIMERA :

2026-09-07 20:01:03

5

Paxeem :

Release it already in youtube music 😡

2026-09-09 10:21:11

7

xmaggiex :

2026-09-07 19:50:05

8

Marcos :

pls release it on spoty

2026-09-08 11:45:34

7

Магдалена Джеймс :

please , make a Youtube channel and post

2026-09-08 03:45:21

10

To see more videos from user @yearboox, please go to the Tikwm homepage.

Other Videos

Graham’s number arose because mathematicians needed a number that was guaranteed to be bigger than a certain quantity in a particular mathematical problem. How big is it? It is far, far larger than: * A million * A billion * A googol (1 followed by 100 zeros) * A googolplex (1 followed by a googol zeros) * Even numbers that are themselves described using enormous powers and exponent towers For comparison, you couldn’t write Graham’s number out in ordinary decimal notation even if every particle in the observable universe were turned into a piece of paper and ink. How is it constructed? This is where it gets crazy. Mathematicians use a special notation called up-arrow notation, created by Donald Knuth. One arrow represents repeated exponentiation. More arrows represent repeating that operation itself an enormous number of times. Graham’s number starts with a number called g₁, which already involves three arrows and the number 3. Then: g₂ is created by taking 3 and using g₁ arrows between the 3s. Then g₃ uses g₂ arrows, and this continues. This process is repeated 64 times. The final number, g₆₄, is Graham’s number. The mind-blowing part: The first number in the sequence is already absurdly huge. But Graham’s number isn’t simply “a really big exponent.” It’s a number created by repeatedly increasing the number of operations used to create the next number. So even though Graham’s number is finite, its size is almost impossible for humans to comprehend. And here’s a fun fact: Graham’s number is not the largest number mathematicians know. There are many much larger finite numbers. It’s famous because of the mathematical problem that produced it, not because it is the absolute biggest possible number. #truecrime #fyp #edit #ai

Graham’s number arose because mathematicians needed a number that was guaranteed to be bigger than a certain quantity in a particular mathematical problem. How big is it? It is far, far larger than: * A million * A billion * A googol (1 followed by 100 zeros) * A googolplex (1 followed by a googol zeros) * Even numbers that are themselves described using enormous powers and exponent towers For comparison, you couldn’t write Graham’s number out in ordinary decimal notation even if every particle in the observable universe were turned into a piece of paper and ink. How is it constructed? This is where it gets crazy. Mathematicians use a special notation called up-arrow notation, created by Donald Knuth. One arrow represents repeated exponentiation. More arrows represent repeating that operation itself an enormous number of times. Graham’s number starts with a number called g₁, which already involves three arrows and the number 3. Then: g₂ is created by taking 3 and using g₁ arrows between the 3s. Then g₃ uses g₂ arrows, and this continues. This process is repeated 64 times. The final number, g₆₄, is Graham’s number. The mind-blowing part: The first number in the sequence is already absurdly huge. But Graham’s number isn’t simply “a really big exponent.” It’s a number created by repeatedly increasing the number of operations used to create the next number. So even though Graham’s number is finite, its size is almost impossible for humans to comprehend. And here’s a fun fact: Graham’s number is not the largest number mathematicians know. There are many much larger finite numbers. It’s famous because of the mathematical problem that produced it, not because it is the absolute biggest possible number. #truecrime #fyp #edit #ai

#xuhuong #fyp #xh #lienquanmobile #liênquânmobile #aov

#xuhuong #fyp #xh #lienquanmobile #liênquânmobile #aov

#วินวิลเลี่ยม #winwilliam #iphone18

#วินวิลเลี่ยม #winwilliam #iphone18

COLPO DI SCENA #foryou

COLPO DI SCENA #foryou

Момент сьогоднішньої атаки ударного БПЛА «Лютий» Сил Оборони на «Пермнафтооргсинтез» у Пермі#рекомендації #українськийтікток

Момент сьогоднішньої атаки ударного БПЛА «Лютий» Сил Оборони на «Пермнафтооргсинтез» у Пермі#рекомендації #українськийтікток

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