Hypothetically

Table of Cohesion and Coupling (Source: https://feature-sliced.design/docs/reference/isolation/coupling-cohesion License: Unknown / Probably Copyrighted )   This is a method by which we understand systems in programming. As the image shows, cohesion is how much similar things are grouped together, and coupling is how much different groups are connected to one another. If I'm thinking about nature, there are a plethora of behaviors, but all of them have common fundamental behaviors. It is easy to understand it as how if we consider the known materials of the world, they are all built up from the same types of elements, which we call atoms. Elements of reality, as we could call them. At the same time, the combination of different elements is what makes reality wonderful, as otherwise everything would have been so stagnant or predictable. This is the general principle of art, to bring into attention a new perspective, and that is ingrained with every part of reality. Thinking in that

I did my best at all points in life. I was an excellent student, and then they sent me to a military school, hoping I could have an easy military life, which actually meant I'd just be unable to use any of my abilities and feel useless. In 2021, I decided to clean plastic waste and do gardening. It was my insecure father who fought against me and stopped me from doing so, leading to nothing but him being ignored and me losing my health. Same in 2022 when my father would criticize my projects because he wanted a normal life, and I couldn't care less about it. Fighting ensued, I hit his nose and my spine health deteriorated from the pressure I was carrying.

Except that's not how meditation works. You don't be meditative by cramming all the information you can get. You get it by being like a child, free from the chains of thoughts. Like a blank canvas. Listen to "Daft Punk - Giorgio by Moroder", where Giovanni Giorgio describes his history of learning music.

Smartphone cameras use a complex set of lenses, that aren't simply convex or concave, or a simple combination of them. I first saw it while looking it up in a patent paper by Apple, but then recently, a person named Stephen Remillard has uploaded a video on YouTube explaining one such paper. I found it interesting, so I'm linking it here:

#Draft You cannot blame someone for teaching something without knowing perfectly what it is. Because no one knows anything perfectly well. Your parents don't know how to be the best parents, they are imperfect. In case of science it is still the same. Isaac Newton did not know everything about colour theory. He just knew what he observed. He isn't god. Maybe he was, but on planet earth, he is a human and has the same problems as everyone else. I did something there, didn't I?

While I was philosophizing, I forgot how this could happen XD! So I had to rethink how it works. So multiplication can be thought of as repeated addition. This even true for non-integer real numbers, just that sometimes you are adding it only by a non-integer proportion sometimes. Addition is commutative, so you can explain adding A B times also as adding B A times. With negative numbers, when we take B from A and if B is greater than A, we can say that the result is a negative number with the value of taking A from B, so that the borrowed amount is represented as the difference between the larger and smaller number. Since we have established the origin of negative numbers through subtraction, we can add a positive number to a negative number to bring it closer to the positive realm. Adding a postive number reduces the borrow from the negative number, until it reaches zero, and then the familiar addition of applies. Since we have established subtraction as removal earlier, we can use t