The Field Tester

professional striped yeen | natural philosopher | computer scientist, artist, field tester | Modern Physicist 🟰➕➖ | #dragonruby | ♠️ℱΦ - Partially NSFW.

[The Field Tester @Arch__Yeen]

ArchYeen on computing, based on the upcoming game Actors: Simulator Earth. A thread 🧵👇

#classicalcomputing #computation #computing #complexitytheory #furryart #furryartist #furry #programming #quantum #quantumprogramming #indiedev #indiedevelopment #philosophy

[The Field Tester @Arch__Yeen]

@RonFilipkowski I mean, you're all clinically connected to twatter, and no better than the alt-right.

[The Field Tester @Arch__Yeen]

@sonukg4india To solve for f(x), we can substitute 1-x for x in the equation f(x) + f(1-x) = x^2. This gives us:

f(1-x) + f(x) = (1-x)^2

Now, we can add the two equations together to get:

2f(x) = x^2 + (1-x)^2

Simplifying further, we get:

2f(x) = 2x^2 - 2x + 1

Thus,
f(x) = x^2 - x + 1/2

[The Field Tester @Arch__Yeen]

@RonFilipkowski She likes NFTs; fucking liar.

[The Field Tester @Arch__Yeen]

@sonukg4india 2^(log_2((1/2)^1/x)) + 2^(log_2((3/2)^1/x)) = 3^(log_3((1/3)^1/x))
Simplifying further, we get:
(1/2)^(log_2(x)) + (3/2)^(log_2(x)) = (1/3)^(log_3(x))
We can now use a calculator to solve for x. The solution is x = 3.
So, the answer to the problem is: solve for x = 3.

[The Field Tester @Arch__Yeen]

@sonukg4india So, we can rewrite the equation as (1/4)^1/x + (1/6)^1/x = (1/9)^1/x.

Next, we can use the rule that (a^b)^c = a^(b*c) to simplify the equation as follows:

(1/2)^1/x + (1/2 * 3)^1/x = (1/3)^1/x

Then, we can use the fact that a^(log_a(b)) = b to get rid of the exponent:

[The Field Tester @Arch__Yeen]

@Ashot_ its a bug [request], not a feature!

[The Field Tester @Arch__Yeen]

@robertlufkinmd They shouldn't exist, as shouldn't 101% of the food industry.

[The Field Tester @Arch__Yeen]

@itechnologynet @robertlufkinmd Not really.

[The Field Tester @Arch__Yeen]

I am shaken and stirred

Quivering in fear

[Ron Filipkowski @RonFilipkowski]

🤡 🤡 🤡Owning the libs again!!! 😂😂 😂

[The Field Tester @Arch__Yeen]

hi I'm @@line_db

[Quanyon 💅 @QuanyonGay]

Hi I’m Canyon

[The Field Tester @Arch__Yeen]

Give me a second, getting out my faraday suit...

[Ron Filipkowski @RonFilipkowski]

Getting the new artwork signed and ready for auction.

[The Field Tester @Arch__Yeen]

Plug and chug

51%/49% that YOU live in a simulation, btw.

I live in a simulaTOR where P(simulator) = 1

#furry #furryart #dogecoin #indiedev #indiegamedev #simulator #simulation #furries #artist #myart #bitcoin #buttcoin #butt #butts #nsfw #sfw #yourmom

[The Field Tester @Arch__Yeen]

@codewithvoid @@line_db
@@partitioned_array
@@DB
...
@@DB[@@line_db][@@partitioned_array]

[The Field Tester @Arch__Yeen]

Dive into the quantum universe and past lives with #SimulatorEarth! Follow the journey of Faraday, Turing, and Indian goddesses Shiva & Shak-ti as they explore a multi-verse where tech advancements have led to an upward shift in evolution. #FurryArt #ComicSeries #MultiVerse 📷

[The Field Tester @Arch__Yeen]

Dive into the quantum universe and past lives with #SimulatorEarth! Follow the journey of Faraday, Turing, and Indian goddesses Shiva & Shak-ti as they explore a multi-verse where tech advancements have led to an upward shift in evolution. #FurryArt #ComicSeries #MultiVerse 📷

[The Field Tester @Arch__Yeen]

Dive into the quantum universe and past lives with #SimulatorEarth! Follow the journey of Faraday, Turing, and Indian goddesses Shiva & Shak-ti as they explore a multi-verse where tech advancements have led to an upward shift in evolution. #FurryArt #ComicSeries #MultiVerse 📷

[The Field Tester @Arch__Yeen]

Dive into the quantum universe and past lives with #SimulatorEarth! Follow the journey of Faraday, Turing, and Indian goddesses Shiva & Shak-ti as they explore a multi-verse where tech advancements have led to an upward shift in evolution. #FurryArt #ComicSeries #MultiVerse 📷

[The Field Tester @Arch__Yeen]

Dive into the quantum universe and past lives with #SimulatorEarth! Follow the journey of Faraday, Turing, and Indian goddesses Shiva & Shak-ti as they explore a multi-verse where tech advancements have led to an upward shift in evolution. #FurryArt #ComicSeries #MultiVerse 📷