0

Play Now

Click to Copy IP

[Deleted]

[Deleted]

LOL

u can go to ban appeals, clsoed ban appeals and yours should be there!! how many days ago the reply was will tell you :) so if they replied 7 days ago take 7 off 30d so 23d :0
ez math with lauren

hey kids, its time for EZ MATH WITH LAUREN
 
In mathematics, the Pythagorean theorem, also known as Pythagoras' theorem, is a fundamental relation in Euclidean geometry among the three sides of a right triangle. It states that the area of the square whose side is the hypotenuse (the side opposite the right angle) is equal to the sum of the areas of the squares on the other two sides. This theorem can be written as an equation relating the lengths of the sides a, b and c, often called the "Pythagorean equation":[1] {\displaystyle a^{2}+b^{2}=c^{2},}a^{2}+b^{2}=c^{2}, where c represents the length of the hypotenuse and a and b the lengths of the triangle's other two sides. The theorem, whose history is the subject of much debate, is named for the ancient Greek thinker Pythagoras. The theorem has been given numerous proofs – possibly the most for any mathematical theorem. They are very diverse, including both geometric proofs and algebraic proofs, with some dating back thousands of years. The theorem can be generalized in various ways, including higher-dimensional spaces, to spaces that are not Euclidean, to objects that are not right triangles, and indeed, to objects that are not triangles at all, but n-dimensional solids. The Pythagorean theorem has attracted interest outside mathematics as a symbol of mathematical abstruseness, mystique, or intellectual power; popular references in literature, plays, musicals, songs, stamps and cartoons abound.
thats my job

Quantum physicists appear to be as confused about quantum mechanics as the average man in the street (Image: Shutterstock)

Quantum physicists appear to be as confused about quantum mechanics as the average man in the street (Image: Shutterstock)
VIEW 4 IMAGES

An invitation-only conference held back in 2011 on the topic "Quantum Physics and the Nature of Reality" (QPNR) saw top physicists, mathematicians, and philosophers of science specializing in the meaning and interpretation of quantum mechanics wrangling over an array of fundamental issues. An interesting aspect of the gathering was that when informally polled on the main issues and open problems in the foundations of quantum mechanics, the results showed that the scientific community still has no clear consensus concerning the basic nature of quantum physics.

Quantum mechanics (QM), together with its extensions into quantum electrodynamics and quantum field theory, is our most successful scientific theory, with many results agreeing to better than a part in a billion with experiment. However, at its roots QM is ghost-like – when you try to pin down just what it means, it tends to slip between the fingers. It is full of apparent paradoxes, incompatible dualities, and "spooky actions." Simply put, although QM works amazingly well, why and how it works remains elusive.


While it's unlikely that many physicists lose much sleep over the meaning of quantum mechanics, the advent of quantum information physics (quantum cryptography, quantum computing, etc.) has directly confronted them with many fundamental questions about QM. Quantum mechanics works regardless of interpretation, but our intuition seems to be very weak when applied to situations that bring out the stranger aspects of QM. As a result, the amount of effort applied to clarifying the foundations of QM has increased considerably over the past three decades.
What, then, does the QPNR poll tell us about the state of our knowledge of quantum mechanics? While it is impractical to poke into every nook and cranny of the poll, the answers to a few of the questions merit our attention. (Note that people were allowed to vote for more than one answer, so the percentages in the source sometimes do not add up to 100 percent. I have taken the liberty of normalizing the results so they do equal 100 percent, and in some cases I have simplified the issues to more clearly state the options.)

Introduction to QM
We'll start with a QPNR poll question about the quantum measurement problem, as this will provide the opportunity to introduce some of the main concepts in QM. In QM, the wavefunction of an object describes all measurable properties of that object. It is a complete description of what is called the quantum state of that object. The wavefunction is governed by the Schrödinger equation, which tells the wavefunction how to change in response to external conditions.
The mathematical details are not important right now, save for one – the Schrödinger equation is a linear equation. If you add together several different solutions to a linear equation, that sum is also a solution. This is called the principle of superposition, and is not a physical result, but rather a property of the basic mathematical structure of QM. The implication is that there exist a class of wavefunctions, called quantum superpositions, which simultaneously describe multiple quantum states of an object.
Let's put an object into a superposition, measure it, and see what results are found according to standard quantum mechanics. Begin with a red QM ball and a green QM ball that are otherwise identical. Set them each rotating with two quanta (one quantum is considered half a unit) of angular momentum (which we will call spin) so that the red ball has its spin up, while the blue ball has its spin down. The quantum state of the two balls before they interact is red-up + blue-down. If you measure the spin of the two balls, you will find the red ball always has a spin of +1, and the blue ball always has a spin of -1, making the total spin of the pair equal to zero. This is important because the total spin of a system is constant in QM.

Now knock the balls together. If their surfaces have some property analogous to friction, the two balls can pass spin from one to the other. The most likely results are no change (red-up + blue-down, which we'll call [1 -1]); spin exchange (red-down + blue-up, or [-1 1]); and spin cancellation (red-0 + blue-0, or [0 0]). As any of the three can happen, before either of the balls are measured they are in a state of entangled superposition. Their quantum state after colliding and before measuring is [1 -1] + [-1 1] + [0 0].
[For the quantum skeptics: If we measure the spin of the red and blue balls along different directions, Bell's theorem tells us that the correlations between the measurement results will be stronger than is possible for classical or predetermined systems. This theoretical result is also what is observed experimentally, providing experimental evidence that the spins of the balls following the collision have no definite value until they are measured.]
After the collision, measure the spin of the red ball. If you measure a spin of 1, the quantum state of the two balls after the measurement is the [1 -1] state – the other two superposed states have vanished, as they are not consistent with the measurement. Similarly, if the measurement is -1 or zero, after those measurements the quantum state of the two balls is [-1 1] and [0 0], respectively. Any states inconsistent with the measurement result disappear, even though those states existed in the original superposition.
The quantum measurement problem
So what happens if we decide to really believe quantum mechanics? Quantum mechanics is supposed to describe all measurable phenomena, after all. The instrument that measures spin is a rather complex quantum system, and the person operating it is a more complex quantum system. If I can get three different results out of a spin measurement, why don't I go into a superposition of having measured each of the three possible results?As far as we know, no human has ever noticed being in a superposed state – even though we don't really know what that would feel like. The result of a measurement such as that described above is, in our experience, a single definite number.
To make QM treat observers as our experience suggests, standard QM assumes that measuring devices and observers are classical in their behavior. No superpositions of classical measuring devices and observers can exist, so measurements give a single unambiguous answer, just as we expect. This was originally thought to be a reasonable assumption, but has caused many arguments and sleepless nights among quantum physicists.
The problem is that there is every reason to believe that measuring devices and observers are not truly classical in behavior. Rather, their QM wavefunction combined with the Schrödinger equation provides a complete description of the possible behaviors of the object.

The nonclassical behavior of large measuring devices has been proven within standard QM by the insolubility theorem. If the structure of QM does hold for all systems, then at the end of a measurement process the observer, the measuring apparatus, and the object being measured exist in a quantum superposition of all states consistent with the wavefunction of the object being measured.
Given this, the quantum measurement problem can be summarized thusly: Why do measurements taken by complex, large-scale quantum devices (including ourselves) appear to have a single, definite result? If some aspect of QM interactions does cause the measurement process to narrow to a specific result, what is it? Does it exist within properties of quantum systems having many degrees of freedom, or does QM need to be extended?
  • The original notions of collapsing wavefunctions and classical observers were an attempt to answer this question, but the insolubility theorem shows this is inadequate for the purpose.
  • Some have proposed that the Schrödinger equation should be altered to include some nonlinear terms that will produce pure states under measurement. These attempts have their own problems, primarily because standard quantum mechanics works so well – it is difficult to change its fundamental equation without spoiling the good parts.
  • In Everett-type many-worlds theories, carrying out a measurement with multiple results causes the formation of a set of alternate universes – one for each possible result. This avoids the measurement problem – the observer splits with the measuring device, and so doesn't notice the multiplicity. But you have to be able to believe that bouncing a photon off an atom creates new universes...
  • Decoherence, which results from the interaction of a quantum system with its surroundings, can render the superposed states of the wavefunction incapable of interfering with each other, at which point their probabilities become independent. Some believe this takes the place of wavefunction collapse, but others believe it has no bearing at all on the measurement problem, as all that is accomplished is to make a superposition with the entangled environment.
So what did the QPNR poll say about the quantum measurement problem?
  • Pseudoproblem (will go away with additional work) – 20%
  • Solution through decoherence – 11%
  • Solution in some other manner – 30%
  • Seriously threatens QM – 18%
  • None of the above – 20%
These results are nearly indistinguishable from random choices.
Schrödinger's cat and macroscopic superpositions
(Image: Dhatfield via Wikimedia Commons)
(Image: Dhatfield via Wikimedia Commons)
The plight of Schrödinger's Cat is known to many readers. A cat, a conscious, complex quantum system, is placed in a box. Also in the box is a radiation-triggered hammer positioned to smash a glass bottle containing cyanide when radiation is detected. Finally, a very weak radiation source that on average emits one particle per hour is placed in the box, and the box is soundproof, opaque, and sealed. You are sitting outside the box. An hour later, is the cat dead, alive, neither, or both?

The structure of the experiment amplifies an issue accurately described by QM (has a particular radioactive atom decayed?) into what appears to be a classical issue (is the cat alive or dead?). We want to see at what step in the experiment the result stops being quantum mechanical and becomes a definite classical yes or no.
One direction of argument holds that until the box is opened, that cat is in a quantum superposition of dead cat and live cat. On the other hand, if the cat qualifies as an observer, it at least knows if it is alive. (In order for the cat to know it is dead depends on the physical existence of an afterlife – not a standard assumption in QM.) Discussions can become heated, as there are many possible answers.

-Link to place
 
thats my job

Quantum physicists appear to be as confused about quantum mechanics as the average man in the street (Image: Shutterstock)

Quantum physicists appear to be as confused about quantum mechanics as the average man in the street (Image: Shutterstock)
VIEW 4 IMAGES

An invitation-only conference held back in 2011 on the topic "Quantum Physics and the Nature of Reality" (QPNR) saw top physicists, mathematicians, and philosophers of science specializing in the meaning and interpretation of quantum mechanics wrangling over an array of fundamental issues. An interesting aspect of the gathering was that when informally polled on the main issues and open problems in the foundations of quantum mechanics, the results showed that the scientific community still has no clear consensus concerning the basic nature of quantum physics.

Quantum mechanics (QM), together with its extensions into quantum electrodynamics and quantum field theory, is our most successful scientific theory, with many results agreeing to better than a part in a billion with experiment. However, at its roots QM is ghost-like – when you try to pin down just what it means, it tends to slip between the fingers. It is full of apparent paradoxes, incompatible dualities, and "spooky actions." Simply put, although QM works amazingly well, why and how it works remains elusive.


While it's unlikely that many physicists lose much sleep over the meaning of quantum mechanics, the advent of quantum information physics (quantum cryptography, quantum computing, etc.) has directly confronted them with many fundamental questions about QM. Quantum mechanics works regardless of interpretation, but our intuition seems to be very weak when applied to situations that bring out the stranger aspects of QM. As a result, the amount of effort applied to clarifying the foundations of QM has increased considerably over the past three decades.
What, then, does the QPNR poll tell us about the state of our knowledge of quantum mechanics? While it is impractical to poke into every nook and cranny of the poll, the answers to a few of the questions merit our attention. (Note that people were allowed to vote for more than one answer, so the percentages in the source sometimes do not add up to 100 percent. I have taken the liberty of normalizing the results so they do equal 100 percent, and in some cases I have simplified the issues to more clearly state the options.)

Introduction to QM
We'll start with a QPNR poll question about the quantum measurement problem, as this will provide the opportunity to introduce some of the main concepts in QM. In QM, the wavefunction of an object describes all measurable properties of that object. It is a complete description of what is called the quantum state of that object. The wavefunction is governed by the Schrödinger equation, which tells the wavefunction how to change in response to external conditions.
The mathematical details are not important right now, save for one – the Schrödinger equation is a linear equation. If you add together several different solutions to a linear equation, that sum is also a solution. This is called the principle of superposition, and is not a physical result, but rather a property of the basic mathematical structure of QM. The implication is that there exist a class of wavefunctions, called quantum superpositions, which simultaneously describe multiple quantum states of an object.
Let's put an object into a superposition, measure it, and see what results are found according to standard quantum mechanics. Begin with a red QM ball and a green QM ball that are otherwise identical. Set them each rotating with two quanta (one quantum is considered half a unit) of angular momentum (which we will call spin) so that the red ball has its spin up, while the blue ball has its spin down. The quantum state of the two balls before they interact is red-up + blue-down. If you measure the spin of the two balls, you will find the red ball always has a spin of +1, and the blue ball always has a spin of -1, making the total spin of the pair equal to zero. This is important because the total spin of a system is constant in QM.

Now knock the balls together. If their surfaces have some property analogous to friction, the two balls can pass spin from one to the other. The most likely results are no change (red-up + blue-down, which we'll call [1 -1]); spin exchange (red-down + blue-up, or [-1 1]); and spin cancellation (red-0 + blue-0, or [0 0]). As any of the three can happen, before either of the balls are measured they are in a state of entangled superposition. Their quantum state after colliding and before measuring is [1 -1] + [-1 1] + [0 0].
[For the quantum skeptics: If we measure the spin of the red and blue balls along different directions, Bell's theorem tells us that the correlations between the measurement results will be stronger than is possible for classical or predetermined systems. This theoretical result is also what is observed experimentally, providing experimental evidence that the spins of the balls following the collision have no definite value until they are measured.]
After the collision, measure the spin of the red ball. If you measure a spin of 1, the quantum state of the two balls after the measurement is the [1 -1] state – the other two superposed states have vanished, as they are not consistent with the measurement. Similarly, if the measurement is -1 or zero, after those measurements the quantum state of the two balls is [-1 1] and [0 0], respectively. Any states inconsistent with the measurement result disappear, even though those states existed in the original superposition.
The quantum measurement problem
So what happens if we decide to really believe quantum mechanics? Quantum mechanics is supposed to describe all measurable phenomena, after all. The instrument that measures spin is a rather complex quantum system, and the person operating it is a more complex quantum system. If I can get three different results out of a spin measurement, why don't I go into a superposition of having measured each of the three possible results?As far as we know, no human has ever noticed being in a superposed state – even though we don't really know what that would feel like. The result of a measurement such as that described above is, in our experience, a single definite number.
To make QM treat observers as our experience suggests, standard QM assumes that measuring devices and observers are classical in their behavior. No superpositions of classical measuring devices and observers can exist, so measurements give a single unambiguous answer, just as we expect. This was originally thought to be a reasonable assumption, but has caused many arguments and sleepless nights among quantum physicists.
The problem is that there is every reason to believe that measuring devices and observers are not truly classical in behavior. Rather, their QM wavefunction combined with the Schrödinger equation provides a complete description of the possible behaviors of the object.

The nonclassical behavior of large measuring devices has been proven within standard QM by the insolubility theorem. If the structure of QM does hold for all systems, then at the end of a measurement process the observer, the measuring apparatus, and the object being measured exist in a quantum superposition of all states consistent with the wavefunction of the object being measured.
Given this, the quantum measurement problem can be summarized thusly: Why do measurements taken by complex, large-scale quantum devices (including ourselves) appear to have a single, definite result? If some aspect of QM interactions does cause the measurement process to narrow to a specific result, what is it? Does it exist within properties of quantum systems having many degrees of freedom, or does QM need to be extended?
  • The original notions of collapsing wavefunctions and classical observers were an attempt to answer this question, but the insolubility theorem shows this is inadequate for the purpose.
  • Some have proposed that the Schrödinger equation should be altered to include some nonlinear terms that will produce pure states under measurement. These attempts have their own problems, primarily because standard quantum mechanics works so well – it is difficult to change its fundamental equation without spoiling the good parts.
  • In Everett-type many-worlds theories, carrying out a measurement with multiple results causes the formation of a set of alternate universes – one for each possible result. This avoids the measurement problem – the observer splits with the measuring device, and so doesn't notice the multiplicity. But you have to be able to believe that bouncing a photon off an atom creates new universes...
  • Decoherence, which results from the interaction of a quantum system with its surroundings, can render the superposed states of the wavefunction incapable of interfering with each other, at which point their probabilities become independent. Some believe this takes the place of wavefunction collapse, but others believe it has no bearing at all on the measurement problem, as all that is accomplished is to make a superposition with the entangled environment.
So what did the QPNR poll say about the quantum measurement problem?
  • Pseudoproblem (will go away with additional work) – 20%
  • Solution through decoherence – 11%
  • Solution in some other manner – 30%
  • Seriously threatens QM – 18%
  • None of the above – 20%
These results are nearly indistinguishable from random choices.
Schrödinger's cat and macroscopic superpositions
(Image: Dhatfield via Wikimedia Commons)
(Image: Dhatfield via Wikimedia Commons)
The plight of Schrödinger's Cat is known to many readers. A cat, a conscious, complex quantum system, is placed in a box. Also in the box is a radiation-triggered hammer positioned to smash a glass bottle containing cyanide when radiation is detected. Finally, a very weak radiation source that on average emits one particle per hour is placed in the box, and the box is soundproof, opaque, and sealed. You are sitting outside the box. An hour later, is the cat dead, alive, neither, or both?

The structure of the experiment amplifies an issue accurately described by QM (has a particular radioactive atom decayed?) into what appears to be a classical issue (is the cat alive or dead?). We want to see at what step in the experiment the result stops being quantum mechanical and becomes a definite classical yes or no.
One direction of argument holds that until the box is opened, that cat is in a quantum superposition of dead cat and live cat. On the other hand, if the cat qualifies as an observer, it at least knows if it is alive. (In order for the cat to know it is dead depends on the physical existence of an afterlife – not a standard assumption in QM.) Discussions can become heated, as there are many possible answers.

-Link to place

I fucken did it. I have figured out how large Thano’s flaccid penis is. I know what you’re thinking: How could I have done this? Well, allow me to explain. I started out with an image. The picture was of Thanos and Iron Man standing next to each other. This image was exactly what I needed. It came directly from Marvel, so we know for certain that the proportions are correct. Now that we have the two characters, how does one go about actually determining Thano’s length? That’s easy. We only need the length of Robert Downey Jr.’s penis. Luckily, we have a vague idea of just how large that is. Back in 2014, Robert Downey Jr. was quoted saying something along the lines of: “I have a massive dick, and feminism is a joke”. From this statement, we can determine one major thing: Robert Downey Jr. slays women with his massive peen.

But just how big is “massive?” to answer that, we need to do some research. Taking to the internet, I used pixel measurements, and calculated the length of many many penises, that belonged to various different **** stars. I averaged the results, and came up with about 3.8 inches flaccid, on average. If Robert Downey Jr. truly has a massive penis, than his must be slightly larger than this. Therefore, I elected to round up to 4 inches.

Next up, we need to do some more pixel measurements. Tony stark is 6’1” so in this image, we used that number to calculate how many pixels per inch this picture had. We came up with the number of 7 pixels per inch. Using this number, we were able to discover that thanos was 98 inches tall, or 8’2”. The same was done for horizontal width. After some quick calculations, we determined that Thanos was approximately 1.36 times larger than Robert Downey Jr. With this proportion in hand, we can now do the unthinkable. If we take Robert Downey Jr.’s length of 4” and multiply it by 1.35, we get 5.44”.

Now I know what you’re thinking. 5.44 inches? That’s pathetic. But think of it this way: That’s his flaccid length. Now, imagine Thanos when aroused. On average, the human penis generally doubles in length when going from flaccid to hard. This means that Thano’s kielbasa is likely almost 12 inches, when fully erect. If you still think that this is small, just try and imagine that absolute unit of a cock shoved into your tight little ass. His massive purple rod being passionately thrust back and forth, ripping your rectum to shreds. And don’t even get me started on his cum. The thought of Thanos just unloading gallons and gallons of children into me just makes me rock hard. There is nothing that turns me on more than Thano’s massive 12 inch dick. I wish he would just shove it in every hole in my body. I want him to take his flaccid dick, and wrap it around my neck like a noose. That would just be pure ecstasy to me. Getting strangled to death by Thano’s bad boy would probably feel so amazing. The only thing that would make it better, would be if he wasn’t circumcised. I’d be able to peel back his foreskin, like a big, purple, meaty banana. I’d peel it back, and I’d eat every last particle of dick cheese. I’d lick it all up, until his meat flute was all shiny and sticky. And once it’s all lubed up, I’d let him put it in my butt again. He wouldn’t hold back this time. He’d **** me so hard, that all my inside get jimmied around, and it would be amazing. Then he’d cum again, but this time there’s be so much that it fills up my entire body. Just imagine: Thanos has almost finished ravaging your butthole, when he unleashed a tsunami of hot, sticky semen into your body. It fills up your ass, but Thano’s sex pistol is so thick, that it won’t leak out through my booty. But he keeps releasing more. Eventually, it starts filling up my intestines and stomach, before it eventually begins to quickly flow out from my mouth. At this point, I’m vomiting Thanos’s cum everywhere, but I’m not doing it fast enough. The pressure builds, as the semen starts to slowly drip out of every hole im my body. My dick, my nose, my ears, and even my eyes. But it’s just not enough. Thanos’s keeps ejaculating. He’s like an infinite water source of daddy sauce. The pressure is too great! I explode in a glorious display of semen and viscera. By stomach as burst open, and I am now just a head and torso, but only the back half of my torso remains. Yet somehow, I survive. All my limbs are blown off, as well as my own dick. Thanos caresses what’s left of my face, with his thick, purple hand.

“I want to keep going.” Thanos says to me, gently, “Are you okay with that?”

Despite the fact that my windpipes are mostly exploded, I manage to say to him, “Yes.”

Thanos nods, and proceeds to kiss me passionately on the lips.

He unsheaths his excalibur, and gently inserts into the new hole, where my dick used to be. He picks me up, now that I’m little more than a lump of flesh. He slowly pulls his dick in and out of me, in an attempt to make sure that my new ***** would be an adequate hole. Upon determining that it is, he begins to violently move me up and down, as if I was nothing more than just a fleshlight. But since I was with the love of my life, Thanos- I didn’t even care. After a little while more, his sex pistol is cocked, and he fires one more last burst of cum. This shot was so intense, that I slide right out of him, and blast off into space. “Million Miles An Hour” by Nickelback begins to play, as I rocketed through the cosmos. The intense heat of Thano’s semen prevents me from freezing to death.

Back on the planet where we fucked, Thanos quietly whispers to my quickly shrinking body, “No homo…”

I traveled through the galaxy for what felt like days, before I became caught in the gravity of a black hole. Thanos’s semen was still keeping me alive, but the propulsion wasn’t strong enough to prevent me from getting sucked in. Upon reaching the black hole’s event horizon, something incredible happened. Thano’s juice ignited, and exploded. The explosion eventually resulted in the formation of a star. Upon the star’s creation, I was launched out into the star’s orbit, before my body was ripped apart by the immense gravity of the sun, and my various parts were cast to the void. But my soul remained attached to the star that had just formed. I watched for billions of years, as my pieces’ own gravitational pulls slowly began to attract other particles, until they all eventually became planets. I continued to watch over this new solar system. Eventually, on the third planet out, I saw something amazing. I watched, as from the planet’s primordial ooze, a small life form emerged. Through the ages, I watched as this life evolved, grew and took on a much more complex form. After some time, they became a species known as “human”. These human were intelligent. But not nearly intelligent enough for other beings to visit them. The Humans eventually named me. I was to be referred to as Sol. I continued to watch over these humans, as their culture developed further. Unil one day, a film known as “Avengers: Infinity War” was released. It was a cultural phenomenon, although it wasn’t very good from an objective standpoint. But the humans loved it. And one character, they love more than most. And his name- was Thanos. When Thanos appeared as a character on Earth, I knew that my journey was complete. I cannot explain how, but some way or another- some part of Thanos had stayed with the body part that eventually became Earth. And as a result, his influence could be seen all throughout history. This all came to a head, with Infinity War. Thanos’s semen gave life to an entire planet of creature, and they repaid him in the ultimate way. Thanos has now been forever immortalized in their culture. As the most competently written characters, in one of the most mediocre movies of all time.
 
General Discussion
Back