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Texas youth rodeo disabilities don’t stop him, organized by Nancy Moser 05/19/2023

Help a kid out if you can.. He's come a long way and just getting started

Texas youth rodeo disabilities don’t stop him, organized by Nancy Moser Big things happening this year! A lot of struggles with disabilities in sch… Nancy Moser needs your support for Texas youth rodeo disabilities don’t stop him

Photos from VillainDesigns's post 04/06/2021

This is how stupid they think y'all are.. It's in your face..

03/28/2021

😏

03/26/2021

My answer to Biden saying he's ruled by fate. That's what tired, old scared men say when they know their times up...

03/25/2021

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Biden cancels Trump’s ‘Operation Talon’ Program that Targeted S*x Offenders Living in U.S. Illegally | Human Events 02/24/2021

This is Joe Biden.. He fights for the freedoms and rights of all s*x offenders and pedophiles.. At least he has one stance he took.. Wait is this an I took it out of context thing? Are people just putting papers in front of him saying sign here, it reverses something Trump did.. That would literally be THE ONLY LOGICAL REASON HE WOULD DO IT..

https://humanevents.com/2021/02/22/biden-cancels-trumps-operation-talon-program-that-targeted-s*x-offenders-living-in-u-s-illegally/

Biden cancels Trump’s ‘Operation Talon’ Program that Targeted S*x Offenders Living in U.S. Illegally | Human Events Biden has made it clear that his number one mission as president is to undo everything the Trump administration accomplished over the last four years.

Potential adverse effects of nanoparticles on the reproductive system 02/24/2021

Mic check.. Is this thing on? Read it. Click the link and read the full info. It's straight from the mouth of Fauci's NIH.. me.. ..

"Pfizer/BioNTeck and Moderna use lipid nanoparticles (LNP) to deliver the mRNA to the cells, never used before in vaccines, but has been shown to pass barriers to many sensitive organs, such as in the reproductive system":

https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6294055

Potential adverse effects of nanoparticles on the reproductive system With the vigorous development of nanometer-sized materials, nanoproducts are becoming widely used in all aspects of life. In medicine, nanoparticles (NPs) can be used as nanoscopic drug carriers and for nanoimaging technologies. Thus, substantial attention ...

02/20/2021

Not in the least bit

02/19/2021

Yessir..

02/19/2021

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Mark Passio - New Age Bu****it Revisited - Asheville, NC - Part 1 of 2 02/19/2021

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Natural Law.. Speak the truth no matter who wants to hear it..
https://m.youtube.com/watch?v=I_iyHnGHQaI

Mark Passio - New Age Bu****it Revisited - Asheville, NC - Part 1 of 2 This is part 1 of 2 of a seminar which Mark Passio presented in Asheville, NC on March 22, 2014.In this seminar, Mark explains how the "New" Age Movement is ...

02/19/2021

Oh yeah we're back.. If you think the world is flat you're a .. Yeah I said. And what?

The mathematics of curved spacetime, as featured in Einstein's General Theory of Relativity, is differential geometry and tensor calculus. Differential geometry studies properties such as distance and curvature on surfaces and manifolds. A smooth manifold is a topological space exhibiting "locally Euclidean" behavior in sufficiently small "neighborhoods" of a point on the manifold.

This is made more precise in DiffGeo textbooks, but if this sounds foreign to you, just think of how flat earthers sometimes argue that scientists are wrong about the round earth on the grounds that they can't see any curvature. Well, that's because the earth is so much bigger than them that its surface is approximately "locally flat" in their neighborhood. The most obvious difference here is that the topological spaces are "n-dimensional." In the case of GR, n always = 4, but in principle the mathematical machinery of differential geometry can accommodate higher dimensional spaces if needed.

In order for these concepts to be useful in modelling physical phenomena, we want to be able to define functions and vector spaces at points on our manifold, and perhaps relate them to a set of coordinates we've defined on our manifold so we can do physics with them. That's no trivial matter, however, because the curvature of the manifold means that we can no longer speak of comparing, adding or subtracting vectors at different points on the manifold in any simple way like we do in classical physics, because no matter what basis you choose for your vector space, those basis vectors change as you move along the manifold. It is also necessary to introduce a mathematical entity called a "metric" or "metric tensor" which defines how distances are to be measured, and which is necessary for many operations on vectors and tensors.

To add insult to injury, vector operations that were both useful and easy in flat 3D space, such as inner products (dot products) need to be reformulated for these types of surfaces, part of which involves the introduction of another space of mathematical objects that look a lot like vectors, but which live in a completely different space, which we call "the space of 1-forms." We say that this space is "dual" to the space of tangent vectors defined at the same point on the manifold. Without getting into the notational conventions with the upper vs lower indices (contravariant vs covariant components etc), the essential idea is that for every vector in the space of tangent vectors defined at a point on a manifold, there exists a corresponding "1-form" or "co-vector" that is "dual" to that tangent vector. These 1-forms or co-vectors can be used to "map" tangent vectors into the space of real numbers (or to act on functions defined at the same point on the manifold). It is customary (though not strictly necessary) to choose a basis set for this space of 1-forms that is "reciprocal" to one's tangent vector basis, which means that a basis 1-form acting on its corresponding basis tangent vector equals 1. In fact, the good old dot product from freshman physics can be reformulated in this type of math by using the metric tensor to lower the index of one of the two vectors whose dot product you want to take, to give its corresponding 1-form, which then operates on the tangent vector to give back a scalar.

Just as in sophomore linear algebra, any vector that exists in the space of tangent vectors can be decomposed into linear combinations of any set of basis tangent vectors spanning the space. Its components will look different for different choices of basis vectors, but it will be the same vector. Likewise for the space of 1-forms.

It gets worse. This branch of math also involves objects called tensors, which result from joining together combinations of vectors and 1-forms to construct higher "rank" tensors. In this sense, you can think of scalar functions as "rank 0 tensors," regular old tangent vectors as "rank 1 tensors" with upper indices, and 1-forms as rank 1 tensors with lower indices. For example, the Riemann curvature tensor is of rank 4. Higher rank tensors composed only of 1-forms are called p-forms.

Moreover, in order to be able to speak coherently about particles moving along worldlines along these manifolds, mathematical physicists introduce something called "affine connections," which takes into account the way in which the basis set of vectors and 1-forms must change as one moves smoothly from point to point along a trajectory on a curved manifold. This results in a lot of new mathematical operations, some of which resemble ones many of you have probably seen if you've ever taken a multivariable vector calculus class, but the are modified and give rise to different variations that weren't necessary in flat Euclidean space.

Long story short, though, this type of math permitted Einstein to show that with the proper choice of coordinates, gravity ceases to be a "force," and instead takes on a role similar to the so-called "fictitious" forces in classical physics, such as the centrifugal or coriolis forces, which are consequences of choosing non-inertial frames as one's coordinates. Instead, the paths followed by objects in a gravitational field acted on by no external forces follow paths we call "geodesics." The are computed from a set of differential equations that result from performing an operation called the co-variant derivative on an arbitrary tangent vector its OWN direction and setting the result equal to zero. Even just doing that involves the computing of the aforementioned affine connections ("Christoffel" symbols, or as I like to call them, "Christ Awful" symbols). But the idea is similar to taking a directional derivative in second year calculus.

Other common mathematical tools used in this branch of mathematical physics include exterior derivatives, which map P-forms into the space of p + 1 forms, "wedge" products, which are a type skew symmetric tensor product (A ^ B = A ⊗ B - B ⊗ A = - B ^ A), and "hodge duality" or "hodge star" operation, which maps p-forms into n-p forms (where n is the dimension of the space, which is always 4 in GR), as well as various permutations of "commutator" and "anti-commutator" operations, similar to those used in quantum mechanics.

Pictured below are the Einstein Field equations. The big G is the universal gravitational constant, which also appears in Newton's original universal law of gravitation, and c is the speed of light.

The little g with the two subscripts is called the "metric tensor," or just the "metric." In math, a metric defines the meaning of distance, area, angles, volume, and curvature for a given space.

The R with the two subscripts is called the "Ricci tensor." It can be derived by performing an operation called a "tensor contraction" on an object known as the Riemann curvature tensor. *As a side note, a tensor contraction can be thought of as a generalization of the inner product, which itself can be thought of as a generalization of the "dot product," which are operations likely to be more familiar to a larger portion of my followers than tensor contractions which are more advanced).

The capital R without the subscripts is called the "Ricci Scalar," and can be derived by performing an additional tensor contraction on the Ricci Tensor itself.

The capital lambda term is the cosmological constant. Einstein included it in his original paper because he assumed that the universe was static, and the equations don't allow that unless there is some outward force canceling out gravitational forces. He later called it the greatest blunder of his career, but now modern cosmologists have ascertained that the expansion is in fact accelerating, and that his cosmological constant term can still be useful. It can be used as the "dark energy" term, and is sometimes described in colloquial terms as a "negative pressure" term of the vacuum.

The capital T with the two subscripts is the Stress-Energy tensor, or the Energy Momentum tensor. It describes the density and flux of energy and momentum through a given region of space-time. It's the source of the gravitational field in the equation. Whereas in Newtonian gravity, you have a mass density term, (mass/distance-squared), in relativity everything contributes to the gravitational field (I.e. Pressure, mass/energy density etc. . . Instead of just mass density alone).

Moreover, the Riemann tensor from which the Ricci tensor and scalar is derived can itself be derived from the metric via a mathematical recipe involving tensor-like objects known as the aforementioned "Christoffel symbols," a procedure that is beyond the scope of this post.

Together, the Einstein Field Equations describe the space-time geometry and gravitational field in a given region. Conceptually, spacetime tells matter how to move, and matter tells spacetime how to curve. ~ Credible Hulk

Here are some resources for further reading on differential geometry as it pertains to GR.
http://physics.unm.edu/Courses/Finley/p581/Handouts/manifoldstangentvectors2015.pdf
http://physics.unm.edu/Courses/Finley/p581/Handouts/VectorsFormsTensors570for2014.pdf
http://physics.unm.edu/Courses/Finley/p581/Handouts/XConnections.pdf

02/19/2021

😘😂

02/19/2021

He's absolutely right..

Biden DEFENDS Brutal Chinese Ethnic Cleansing As 'Part Of Their CULTURE' In INSANE Town Hall Speech 02/19/2021

Well looks like we couldn't trust you f***s with anything. .. Looks like we're BACK Bi***es.. Smh.. Nothing but facts folks. Nothing but facts..
https://youtu.be/N0L-W-5X-Cs

Biden DEFENDS Brutal Chinese Ethnic Cleansing As 'Part Of Their CULTURE' In INSANE Town Hall Speech Tim, Ian, Luke, and Lydia join friend and fellow YouTuber Jack Murphy to discuss Joe Biden's extremely unsettling commentary on the Chinese camps and treatme...

11/19/2020

Talk about hustling. 🤣🤣🤣🤣

11/19/2020

🤣🤣

11/18/2020

Something like that?🤣🤣🤣

11/18/2020

What a missed opportunity. 🤣🤣🤣

Photos from VillainDesigns's post 11/18/2020

I guess we forgot about the forging of armor to fit the warrior? For all the cancel culture crybabies mad they mad b**b armor for Mandalorian bounty hunters on a fictional TV show. Here's REALITY.. ..

Photos from VillainDesigns's post 11/13/2020

Many are claiming that no evidence of voter fraud exists. Well, here are 234-pages worth of witness testimonies and signed affidavits that say otherwise.

Stop all your grandstanding Big Media. Just admit it...they cheated, and you helped them.

The link is in photo to a pdf court document download. The link keeps getting flagged..

Photos from VillainDesigns's post 11/12/2020

I’ll start by saying, this is all above all our heads. With that in mind, I see a lot of news networks and their followers trying really hard to push a narrative that the election is an open and shut case which can’t be further from the truth. There are endless potential fraud cases in multiple states across the country. If your only source of information is the lame steam media, Facebook, Twitter, etc. they are keeping you in the dark by telling you what you want to hear as the conservative media is doing as well with their followers. The only problem I see is a lot of disappointed angry people if it were to flip after investigations are finished. It also may not flip but the fact that you’re being sold a sure thing could make it hurt a lot more. Point of the story is that there is more to the story. For your mental health please accept the fact that the guy you don’t want, just may win, assume 1% chance, a possibility. It’ll make it easier to accept in the end. Whether it be JB or DT, be willing to accept the legal results after all investigations. Also if it flips, expect JB to do his own allegations and investigations(Don’t concede no matter what Joe .. HRC). It’s politics, it could and probably will happen. As long as it’s legit, I’m down for whoever. I’ll finish with repeating that this is all above our heads, we voted, we did our part, sit back and let it play out. I will not debate any of this either. A simple PSA.

11/10/2020

🤣🤣🤣

11/06/2020

DONT BE DISTRACTED BY THE ELECTION, FACEBOOK AND INSTAGRAM ARE COMPLETELY REMOVING . CLICK THE HASHTAG... THERE IS NOTHING.
😡

11/05/2020

Does anyone else see the problem here?? What a joke.. everyone of them more votes than registered voters. Imagine 2 dates before the election Biden gaffes and says he's put together the most well organized and extensive voter fraud organization in history... THEN THIS HAPPENS 🤔🤔🤷‍♂️

Photos from VillainDesigns's post 11/04/2020

Remember remember the 11th of September. The day the Towers shouldn’t have dropped. I know that the powers that knocked down these towers should burn up in hell and just rot.

11/04/2020

Are y'all really this ignore-ant?? There's gotta be some type of con going on here.. y'all are really gonna vote for the guy with alzheimers, who takes his orders from communists???

Photos from VillainDesigns's post 11/04/2020

Why this guy WON'T EVER be President.. 1st off illegal to take photos or video in an election booth area.. 2and. This dumb f**k voted for NOTHING and NO ONE but HIMSELF..I rest my case.. 🤦‍♂️🤷‍♂️

11/04/2020

Chinese Yuang is tanking!!! Doesn't get better than this. No Biden briefcases coming.. No sh*tty trade deals...

Wahooooo!! Thats how you know you are on the right side!

11/04/2020

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