Du⚡tin Kathol🇺🇸

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Du⚡tin Kathol🇺🇸

Du⚡tin Kathol🇺🇸

@DustinKathol

Software Engineer | Entrepreneur | Algorithm Researcher Creator Dragonfly Antivirus

Sioux Falls, SD Katılım Mart 2022
7.5K Takip Edilen3K Takipçiler
Alina 🌕
Alina 🌕@moonfried·
Prayer goes great with popcorn🙏🏻 Goes great with everything really😌 I don't hate anyone individual. I just hate the evil within individuals. Even the murder on my own mind. 1st and foremost that actually. Like I don't hate "Philadelphia". It's just a name given to a chunk of land. I hate the evil residing within it😒 Hate the sins not the sinners and Lord please keep helping me do that🛐 God blessed and goodnight🤍
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Ginger
Ginger@HandyGingerGal·
This is THE BIGGEST TOAD I have ever seen, ngl.
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💜Lettie langston💜
💜Lettie langston💜@lettie_langston·
The one I have in my state is called... Toad Suck Arkansas. 😂
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MnthikerSteve
MnthikerSteve@Mnthiker5·
@DustinKathol Is it? I'm kinda embarrassed to say I hadn't heard of this round. I gave the box to a coworker who supposedly had the rifle
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MnthikerSteve
MnthikerSteve@Mnthiker5·
I won this box of 6.5 Grendel Hornady ammo in a raffle. Only problem is I don't have this rifle and never will buy one. Winning problems I guess....😆😅
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Z-Twig
Z-Twig@ztwiig·
@Math_files Fractals are similar, but in one dimension lower - they have a finite area but an infinite perimeter.
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Math Files
Math Files@Math_files·
There is a mathematical paradox known as Gabriel’s Horn. It says that this shape has finite volume but infinite surface area. Imagine a funnel shaped like the function, revolve this curve around the x-axis. The shape extends forever. Obviously, we can’t actually build something infinite, so we use our imagination. Now, suppose we fill this funnel with water. Even though it goes on infinitely, you would eventually run out of water—and the funnel would be completely full. The total amount of water needed is just π. Now imagine painting the outside of this funnel. Since it extends all the way to infinity, you would need to paint an infinite surface. No matter how much paint you have, you would never be able to finish. The surface area is infinite. So how is it possible to have a finite volume (π) but an infinite surface area (∞)? This paradox was first introduced by Evangelista Torricelli in the 1600s. Torricelli, an Italian mathematician, was heavily influenced by Galileo Galilei. When this idea was presented, it sparked controversy in the mathematical world. The debate centered around the nature and “size” of infinity. How can something be finite and infinite at the same time? And here’s the most surprising part: This was studied before calculus even existed—nearly 70 years before it was formally introduced.
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Shana
Shana@cynicallycute·
Awww Gizmo 😂
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Alina 🌕
Alina 🌕@moonfried·
We either under or over estimate value on things. Rarely does anyone get it right. Remember this when yard sale season starts😁 #FYoCouchOndaCurb 🛋
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Du⚡tin Kathol🇺🇸
Du⚡tin Kathol🇺🇸@DustinKathol·
Laws are worth less than the paper they are printed on without people willing and capable of enforcing them. Lack of enforcement is the fastest growing problem right now.
Alina 🌕@moonfried

Duh

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ThatsinterestingAlex💫
ThatsinterestingAlex💫@CirqueAmore·
Realizing I use too many memes. Here's a post without one. 🤷🏼‍♀️
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Ginger
Ginger@HandyGingerGal·
I don't rest well, and I know that's a flaw of mine. But I have officially accepted that, despite the lies told by "big hammock", hammocks are actually NOT comfortable, at all.
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Batenswytch
Batenswytch@Batenswytch·
@HandyGingerGal Well he is absolutely lovely! I found Golden Tortoise Beetles on a sweet potato vine years ago. They looked like drops of pure gold. Stock Photo:
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Ginger
Ginger@HandyGingerGal·
Just LOOK at this magnificent bastard!
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Sierra ❤🤍💙
Sierra ❤🤍💙@_Sierra____·
Well friends and fam- I parted ways with my nose ring 👋🏽
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Helen
Helen@Helen456321·
If you're NOT a bot, please say hi. I'll follow back immediately. ❤️
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