this song was stuck in my head all day at school

I'm able to sleep to this entire playlist somehow, it's eerie yet peaceful

This song lowkey devious and idk why like "something malicious is brewing" type vibes

This is a thing

The soundtrack for ONE, an object show created by Cheesy Hfj. 

I know there are tracks from ONE already on SoundCloud but I couldn't find them compiled, so here.

Stalkings Walking - ONE Original Soundtrack

T FIT COT ROS - ONE Original Soundtrack

Wennicher - ONE Original Soundtrack

Schleichen - ONE Original Soundtrack

Made by Cheesy Hfj on YouTube - https://m.youtube.com/channel/UC1tGHYIOm-SwPEfguF0Zbpg

Spow (Anneversary Edition) - ONE Original Soundtrack

FNF VS V - tan OST Sage

Left Unchecked  - Hypno's Lullaby - FNF

Evaluate the line integral where C is the given curve. We're integrating over the curve C, y to the third ds, and C is the curve with parametric equations x = t cubed, y = t. We're going from t = 0 to t = 2. So we're going to integrate over that curve C of y to the third ds. We're going to convert everything into our parameter t in terms of our parameter t. So I'm going to be integrating from t = 0 to t = 2. Those will be my limits of integration. Now y is equal to t, so I'm going to replace y with what it's equal to in terms of t. So I'm going to be integrating the function t to the third. Now ds we're going to write as a square root of dx dt squared + dy dt squared, squared of all that as we said dt. So we're integrating now everything with respect to t. So this is going to be equal to the integral from 0 to 2 of t to the third times the square root of -- see the derivative of x with respect to t is 3 t squared. So we have 3 t squared squared + dy dt; well, that's just 1 squared dt. So we have the integral from 0 to 2 of t to the third times the square root of 9 t to the fourth + 1 dt. So this is a pretty straightforward integration here. We're going to let u be equal to 9 t to the fourth + 1 then du is equal to 36 t to the third dt and so that tells me I can replace a t to the third dt with a du over 36. And so we're going to have the integral then from -- well, new limits of integration. I'm just going to put some squiggly marks there to remind myself that we switched variables. So I'm not going from t = 0 to t = 2. I'm doing things in terms of you right now. But I have a 1 over 36. I'll put that out front, and we're going to have the square root of u. So u to the 1/2, t to the third dt was replaced by du over 36. We got the 36 out front. And so now this is a pretty easy antiderivative in terms of u. It's u to the 3/2 times 2/3. And again, different limits of integration. We could figure out what they are in terms of u, but I'm going to convert back into t. So we're going to have 1 over 36 times 2/3 times u to the 3/2. Now, u is 9 t to the fourth + 1, that to the 3/2 power. And now we can go ahead and go from original limits of integration 0 to 2. So let's see, when I put a 2 in here, we're going to have -- 1 over 36 times 2/3. That's going to be 1 over 54, isn't it? So we'll have 1 over 54 times -- putting a 2 in, we have 9 times 2 to the fourth. That's 9 times 16, which is 144 + 1, is 145. So we put the 2 in there, we get 145 to the 3/2 minus, putting the 0 in, we get 9 x 0 to the fourth. That's 0. 0 + 1 is 1. So we just get 1 to the 3/2 or 1. So let's see, what's the best way to write this. How about 1 over 54 -- I guess we could leave it like that. We could also write 145 to the 3/2 as 145 times the square root of 145 and then minus 1. And that is that line integral of y to the third ds over the given curve C.
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Jambi X Brobgonal Shipping Cute

FNF VS Dave and Bambi: Golden Apple Edition - Algebra instrumental

Curse | FNF vs Meri

Extracted by Candlemations, and Oggevals on YouTube!

Made by Jacknjellify!

BFDI OST - Unknown Track 77

The Underground Circus [Bugbo ost]

The Moon - CheesyHFJ (HFJONE OST)

DISCLAIMER: I do NOT claim to own or create this track. All credits go to Cheesy Hfj, the creator of One, an object show on Youtube.
Find him here!: https://www.youtube.com/channel/UC1tGHYIOm-SwPEfguF0Zbpg

Garlem Romp

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Fast and upbeat jazz tune bursting with retro charm and cinematic flair. Driven by a lively rhythm section of double bass, crisp drums, and piano, it also features electric keys, muted jazz guitar, and punchy brass for that classic noir edge. The track captures the energy of a daring escape through the streets of 1950s Los Angeles—tense, stylish, and full of swagger.

Perfect for crime comedies, vintage-themed montages, detective games, or true crime YouTube videos. It’s a toe-tapping, old-school soundtrack for scenes that need motion, mischief, and momentum.
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Heist in High Heels - Cinematic Upbeat Jazz | Noir Mafia Background Music | ROYALTY FREE MUSIC

I do NOT own the song or art in the thumbnail, don't remind me

Schleichen - ONE Original Soundtrack

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