Don’t make origami out of your nutsack

April 27, 2021 January 26, 2021 aku yang tidak kau ini itu dan di anda akan apa dia saya kita untuk mereka ada tahu dengan bisa dari tak kamu kami adalah ke ya orang tapi harus pergi baik dalam sini seperti hanya ingin sekarang semua saja sudah jika oh apakah jadi satu jangan Notes 1) This list was created using Required Cookies & Technologies. Some of the technologies we use are necessary for critical functions like security and site integrity, account authentication, security and privacy preferences, internal site usage and maintenance data, and to make the site work correctly for browsing and transactions. GitHub makes it easy to scale back on context switching. Read rendered documentation, see the history of any file, and collaborate with contributors on projects across GitHub. FULL PRODUCT VERSION : java version "1.8.0_66" Java(TM) SE Runtime Environment (build 1.8.0_66-b17) Java HotSpot(TM) 64-Bit Server VM (build 25.66-b17, mixed mode ... (+62) 123-456-789. 23BBM7C.

2022.01.21 02:36 Between3-20chrctrs Don’t make origami out of your nutsack

Worst mistake of my life, I want a refund
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2022.01.21 02:36 vunxir πŸ‘ŒπŸ»

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2022.01.21 02:36 Graffito_123 Timeskip of burito

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2022.01.21 02:36 Illustrious_Ad4464 Was doing OPU and I saw a parrot

Was doing OPU and I saw a parrot submitted by Illustrious_Ad4464 to Target [link] [comments]

2022.01.21 02:36 TUXisamazing WTS: IGN:xXSourLimesXx -PC (godroll)

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2022.01.21 02:36 DanielMoore0515 Preach on Microsoft deal - "My gut instinct is to wonder how bad things have gotten and how fast it happened. Deals like this usually take a long time to broker but this is happening rapidly. Something bad had to have happened internally recently that the public wasn't told about"
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2022.01.21 02:36 NDRRSS THE PICS OF PIGS NFT GIVEAWAY! Read details in comment

THE PICS OF PIGS NFT GIVEAWAY! Read details in comment submitted by NDRRSS to NFTART [link] [comments]

2022.01.21 02:36 dsouza23 What is the best way to fix stuffed nostrils?

I normally only snort coke from one nostril.. I’ve noticed the opposite nostril gets stuffy. Why is that and how do I fix it?
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2022.01.21 02:36 Chamodh01 test

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2022.01.21 02:36 HHHBot [FRESH] Berner - Make It Look Easy (feat. Lil Durk)

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2022.01.21 02:36 2hi2fly77 Dupixent Commercial

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2022.01.21 02:36 anicastemper Does this song I wrote fit Night Court aesthetic? Yay or nay? βœŒπŸΌπŸ–€

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2022.01.21 02:36 Dickastigmatism from canada with love, the globco mohawk 555

from canada with love, the globco mohawk 555 submitted by Dickastigmatism to ForgottenWeapons [link] [comments]

2022.01.21 02:36 shadowtron1 The two sides of the Pokemon Fanbase

The two sides of the Pokemon Fanbase submitted by shadowtron1 to pokemonmemes [link] [comments]

2022.01.21 02:36 Space_Cadet66 Zabriskie Point, Death Valley NP

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2022.01.21 02:36 yodachan2000 Pull Zhongli Yes Or No?!

Firstly, I don't have enough PrimoGems but I can spend for 2 packs of 6400 Crystals. My team is Itto, Geo MC, Gorou, Bennett! Zhongli will make my team better, b-but he's getting an indirect nerf next patch!? What do you guys think? Pull or No?!!?!
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2022.01.21 02:36 b00segumps What is a habit or thing you do that you think nobody else does?

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2022.01.21 02:36 General-in-Chief No, there's nothing beyond infinity...

An idea that's recently crystalized on battleboards is the idea that some things are more than infinite or "beyond infinity." This is usually attatched to a poor attempt of abstracting something that's already infinite (or said to be infinite) into something "greater."
First and foremost, infinite simply means not finite. In other words, if something isn't infinite then it's finite.
Excuses are rebuttals The two excuses used to justify this is either A) dimensional tiering, and B) transfinite numbers.
So let's address these.
A) Dimensions have nothing to do with infinity.
Dimensions is a property of a space (topological space, vector space, etc.). In other words, dimensions can't exist without a space.
A space can be either discrete or a continuum. A discrete space is a space with a minimal, nonzero displacement. A continious space where any displacement (arbitrary infinite sequence past the decimal point) is allowed.
E.g. discrete spaces: β„•n (natural numbers), β„€n (integers).
E.g. continious spaces: ℝn (real numbers), β„‚n (complex numbers).
We're going to use β„€n and ℝn for the demonstration.
The n denotes the number of dimensions, e.g. ℝ3 = ℝ Γ— ℝ Γ— ℝ (each ℝ representing a perpendicular direction with the given coordinates x,y,z) is a three-dimensional space.
Similarly ℝ5 = ℝ Γ— ℝ Γ— ℝ Γ— ℝ Γ— ℝ, and where an arbitrary point in this space is given by the coordinates (x,y,z,u,v) where each of these coordinates is given by a real number.
So discrete spaces are countibly infinite, and continious spaces are uncountably infinite. This is because the set of naturals and integers are countable and the set of reals and complex numbers are uncountable.
So it's true that |ℝ| > |β„€| (where |x| denotes the cardinality of the set x).
Now the "VSBW idea" is that e.g. |ℝ3| > |ℝ| because one space has more dimensions...this is demonstrably wrong. Fact is that |ℝm| = |ℝn| for all natural numbers m, n > 0, similarly |β„€m| = |β„€n|.
Similar to how ∞ = ∞ + 1 = ∞ β‹… 2 = ∞2, this is just how infinity works. ∞ + 1 might seem larger than just ∞ (after all x + 1 > x for all finite numbers), but it's really not.
In other words a one-dimensional space has the same cardinality as a gogolplex-dimensional space.
B) Transfinite numbers are not beyond infinity.
Yes, some infinite sets can't biject to other infinite sets, or more informally: some inifnite numbers are larger than others (just as some finite numbers are larger than other finite numbers). But they're all infinite, not "more than inifnity."

Okay Goku might not be beyond infinity in the technical sense but they're still greater than some infinities.
Well, it's up to you to prove that it's consistent...and it's not going to be particularly easy because all transfinite numbers have certain properties that finite numbers don't.
In other words, if the Kaioken makes Goku more powerful then he doesn't even quallify for countable infinity (lowest level).
There are of course other elements, such that a being with infinite power can't be fatigued, exerted or run out of power. This also proves that Perpetua's power was finite.
In other words, actual infinities are quite hard to prove in battle manga/comics.
And of course, just because something is called "infinite" doesn't mean that it actually is. But that's a rant for another time.
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2022.01.21 02:36 Zartymophibs Please open comments so I can explain my situation

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2022.01.21 02:36 PaulOwnzU Listen, the opportunity is right there

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2022.01.21 02:36 avianthon Long posts without a TL;DR.

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2022.01.21 02:36 MrGrippyYT The looooore

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2022.01.21 02:36 Ian_miller5 Man it feels good to be a bad guy ☠️

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2022.01.21 02:36 Cute-dalia Which era in your country had the most improvement in women’s rights

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2022.01.21 02:36 IttyBittyCloset Super bottoms, how do you get your hole to gape when bottoming?

So, I'm a nasty little fucker that loves dick in the good 'ole booty hole. I recently saw a vid of some dude's gaping hole with a lot of cum inside of it and thought to myself,
"Damn, I want that to be me"
Thing is, I'm usually tight when I bottom. I feel loose and can usually take the biggest of dicks (humble brag), but I've seen for myself that my hole is mostly closed; even after a good pounding.
How do you gaping bottoms get your hole to gape and stay gaping?
Gotdem I'm such a slut
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