"Correlated photon pairs, generated via sunlight-pumped spontaneous parametric down-conversion in a nonlinear crystal, demonstrate ghost imaging. Credit: W. Zhang (Xiamen University) (ScitechDaily, Scientists Just Used Sunlight To Pull Off a Quantum Physics Feat Once Thought Impossible)
Ability to create quantum correlated photons using sunlight. That thing is one of the most incredible things. Quantum-correlated photons can be a new tool. For many applications. Quantum entanglements can transport energy out of the system. With ultimate accuracy. That can make it possible to control energy levels in things like Rydberg atoms. Rydberg atoms can make it possible to create an atom-sized quantum processor.
But those quantum-correlated photons. They can make many other things.
They can be used for quantum encryption, where the system sends information in the form of an image. The binary version works like this. If the information is sent as an image of Mickey Mouse. And the decoding algorithm accepts only this image. The system can send zero and one by blinking the image.
If the image that the receiver sees is Mickey, it accepts the mark. But if the system sees. Some other image. It will not decrypt that data. This means that the transmitter must use a certain image. That it can get a message through the filter. The encryption protects messages. But that protects the receiver from the harmful information.
This type of technology. Makes the GSM telephones possible. The GSM system can send data to multiple cell phones by using the same frequency. The system uses encrypted data packages. And if the encryption key for the message is wrong, the cell phone doesn’t accept that data package. The quantum system. It makes the same thing possible in optical data transmission.
In regular binary microchips, the higher energy level means one. And the lower energy level means zero.
But
What if a lower energy level means one and a higher means zero?
AI-based operating systems. It can make it possible to create computers with a lower energy level. It means one in a binary system. And a higher energy level means zero. That. Oppositely, a way to think. It can make the system more secure and faster.
And maybe in the future we can program robots. By putting them in front of computer screens. And then. The screen sends the information to the robot. By adjusting the image and light level.
If we think oppositely. We can make faster computer processors. This means that if the computer thinks. That lower energy level in a binary system is one, and the higher is zero. That helps to separate. If the system sends zero. Or electricity is cut.
A certain light level can mean one. And another level can be zero. If the system uses an AI-based operating system, a higher light level, or a brighter screen, it can mean zero. And the lower light level. It can mean one. This. Kind of opposite. Way to think. It can help to solve the problem of zero. If the lower energy level is one and the upper is zero, that can make it easier to detect if the system is shut down. When the energy level is lower than a certain value, that means one. And if there is no electricity in the wire, the system interprets that. As a cut of electricity in the wire.
And one of those applications is the protective field. Which we can call that thing. The extremely low-energy quantum-corrected photons can pull energy from the cosmic rays before they hit the spacecraft. These kinds of photon clouds can also protect quantum entanglements in quantum computers. They can pull energy out from radiation that disturbs the quantum systems. And that decreases interferences.
And another thing is this. If. A low-energy photon swarm can be shot against the laser beams that photon swarm can pull energy out from that beam. This means that. These kinds. Of extreme. Low-energy photons. They can deny the use of the laser scanners. Or control energy levels in one radiation string.
https://scitechdaily.com/scientists-just-used-sunlight-to-pull-off-a-quantum-physics-feat-once-thought-impossible/
https://en.wikipedia.org/wiki/Rydberg_atom

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