Gods and Buddhas die when they go to sleep at night, and come back to life when they wake up in the morning. I write articles thinking that I have a partner. by Nada 20231001

Hello. This is Nada. Last time I wrote about maintaining the status quo, but it was a bit too spicy so I decided not to post it.

This time, I would like to write about something I would like to propose to an old acquaintance. I think maintaining the status quo is extremely difficult for people at a high level. The higher your level, the more you will have to practice, and the more you will not be able to do anything else. The idea was that if a few changes were made to this, the growth rate could be dramatically increased. I want to tell my old acquaintance that you are doing your best and that you are amazing. You'll probably be passed over, but if you're my age, I think you're definitely a winner. However, if you slack off at that point, you won't get the next promotion. I have rarely talked to my old acquaintances. However, my feelings towards that acquaintance were not bad; I followed my path, and that acquaintance followed his/her path. It's simply written as an acquaintance, but since it's written as an acquaintance, that acquaintance is wise. However, I don't feel like I've been able to break through. I don't think I can expect great success if I stay quiet and stay quiet, so I think it's time to step out into the world, even into a world that I don't know about. I don't remember if I've known it yet, but I would like to reset all my knowledge and skills. After that, I would like to continue to expand based on my sense of smell and "intuition" as to where there is something interesting.

``Gods and Buddhas die when they go to sleep at night, and come back to life when they wake up in the morning.'' This is a phrase I came up with, but it may be that Gods and Buddhas reincarnate and receive a new life every time they sleep. By the way, this word is contradictory.

It takes courage to throw away something you've built up so far, and you'll probably feel lost. However, if you think of it as progress, you may find that your past knowledge and experience come to light in unexpected places as you walk down a new path. The idea is to leave your previous knowledge and experience as is, and build up new experience and knowledge from scratch next to it. If you wish that your new life will begin on October 1, 2023, you may be able to come back to life many times like God or Buddha. If you are reading this article, your life must have already come full circle. I would like to suggest to my acquaintances that they try jumping out into the outside world without fear during the second week. See you soon.

He boasted that he had solved prime factorization, but in reality it seems he was still a little early resurrection spell by Nada 20231001

Hello. This is Nada. This time, there was an error in the previous article about solving prime factorization, so I would like to post a rewritten article.

First, let's talk about prime factorization of 3511×1429=5017219.

5017219=79mod108, 5017219=58mod109, 5017219=103mod116,

79mod108-58mod109=a

(5017219-108×1429)-(5017219-109×1429) = 4862887-4861458 = 1429

58mod109-103mod116=7a

(5017219-109×1429)-(5017219-116×1429) = 4861458-4851455=1429×7

Substitute the right-hand side a of the first equation into the right-hand side 7a of the second equation.

58mod109-103mod116=7x(79mod108-58mod109)

4862887×7-4861458×7

(8×58)mod109=103mod116+(7×79)mod108

38891664

28mod109 = 103mod116+13mod108

38891664 = 4851455 + 4862887×7

28mod109 = 88mod224

38891664 = 38891664

From now on, think for yourself!

28+109p = 88+224q is also fine.

Modifications such as 79mod108=5017219-108a=79+108s+108a are also possible. Extreme story. You can also replace it with 79mod108=5017219. I'll think about it some more, so if you have any interesting suggestions, please drop them in the comments. See you soon.

(Supplementary information) What does 28 mod 109 = 88 mod 224 mean? 28 mod 109 is (58mod109)x8. On the other hand, 88mod224 has also been x8ed, but when you return it to the value before x8ing, (88mod224)/8=11mod28, and although I don't know if it's a coincidence, you can see that it is the same as 3511=11mod28. The challenge this time is to factorize 3511×1429 into prime factors, so please check other samples to see if this is correct.

If you have something to immerse yourself in, you might be able to make money and live an easy life by Nada 20231001

Hello. This is Nada. It's important to be able to immerse yourself. No matter how long you practice, growth depends on time x quality. If you immerse yourself in it and forget about eating and sleeping, great results may be waiting for you. For me, if I have time in the day to do what I like, I can use that day more meaningfully. Anything you do requires concentration, so unless you're doing something you like to a certain extent, it's difficult to concentrate completely. There are probably many ways to approach this, but I would like to use the same concentration that I show in my research hobbies in reading.

What I'm thinking now is that posture is important when practicing, such as reading. Poor posture increases the burden on your body and reduces your concentration. I sometimes read books while sleeping, but I think it's a more effective use of my time if I sit down and read a book. If you want to improve your concentration, meditation is good, but if you can find something that you can't help but enjoy while doing it, you'll be able to do it faster. If you devote yourself to it and work on it every day, even if it starts out as a hobby, it may eventually turn into a job where you can earn a living. Personally, there are things that I can completely immerse myself in for about 12 hours, forgetting to eat and sleep, but it seems to yield better results than doing it over several days. This means that you can see the whole picture better if you read a book in one day rather than spending days reading it. Some people can spend the rest of their lives in easy mode if they keep doing what they're immersed in.

Returning to the topic of posture, perhaps a slightly hunched back is just right. See you soon.

I tried to explain the impact dragons have on the ecosystem A law that turns into candy? by Nada 20230929

Hello. This is Nada. I would like to play a game about the impact dragons have on the ecosystem. First, the purpose of this game is to find common elements from multiple random keywords and create something new.

I digress, but lately I've been licking Ame-chan when I go out. I find it useful because I don't have to think about unnecessary things when I'm licking Ame-chan. That's why the first keyword is candy. Recently, I've been thinking about how far the law actually goes. This means that the law is only as good as the judge's interpretation. So the second keyword is law. And since this blog is called Clear File, I would like the third keyword to be file.

First, from laws and files to legal documents and then carrots and sticks. I don't know anything about the law, so I can't talk about it in depth, but in a criminal case, it can be used as a whip to punish someone. Are laws made with the whip as the fundamental principle? "An eye for an eye and a tooth for a tooth" from the Code of Hammurabi. One question arises here. Is there no such thing as a legal carrot? The law may be a carrot for victims. However, is it possible to legally confer benefits to a party in a state where there is no other party to the lawsuit? I think one of them is subsidies. This is funding provided by the government when it wants to promote something. I think it would be good to have a law that actively provides a carrot, rather than something like a subsidy.

It's interesting when you think about it in concrete terms. Please think about what this means for you too. You may discover something new. See you soon.

Throw away your experiences of success Taro should have worked instead of playing by Nada 20230929

Hello. It's Nada. Today's topic is about not holding back when something goes well. In this world, there are people who always brag about their glory after hitting the jackpot. These people have the great experience of getting one hit, but in many cases that experience hits a ceiling and they can't move on. I also spent five years worrying about how to solve prime factorization, which I wrote about in an article a few days ago, so when it worked out, I was not surprised and happy, but... I was humbled and thought, ``Let's move on quickly.'' There's nothing wrong with being successful, but if you stop at that point, you'll end up wasting 5 or 10 years. There's something chilling about the Urashima Taro-like story where 30 years pass without any progress and then he realizes he's an old man.

Now, I would like to continue talking about Urashima Taro for a moment, but I think it would have been better for Urashima Taro to have worked hard as an employee of Ryugu Castle instead of playing around with Otohime and the others. Princess Otohime would not have sent her a treasure box, and her second life should have been waiting for her in the earthly world after that. Although her biological parents were no longer alive, there was no way she could have been saved. Rumors about past glory last for 75 days, so let go of your thoughts in two and a half months and start piling up stones all over again. Of course, if it means I can experience great success and have fun with it for a living, I won't stop. Enjoy your life. However, if you want to enjoy the sense of fulfillment that comes from work, which is a big part of your life, put money aside and work. He must be the one who knows best that he is no longer at the stage where he wants to work to the death. He should work hard, live a long and healthy life, and become a person who is respected by the people around him. If so, experiencing success will be the first step towards stepping up from the disappointing things that are holding you back. If you succeed once, try to reproduce it. And be successful in other ways. Your life will become richer. See you soon.

Negotiation is the origin of all human relationships Try to offer benefits to your competitors by Nada 20230928

Hello. This is Nada! It may seem sudden, but discussion is important. There are many issues that can be resolved through discussion. I also think that a solution through discussion is much better than a solution by force. Of course, that's an ideal situation, but in reality, sparks might be flying everywhere and it might not be much of a conversation. Speaking of fireworks, when Tamaya and a locksmith discuss who should sell the fireworks and at what price, they end up being referred to the prosecutor's office on suspicion of being part of a cartel. Negotiation is important, but it's not everything, and there must of course be other ways to resolve the issue other than arguing.

I think that the more people you consider to be enemies, the more effective your negotiations will be. To negotiate, you must present the benefits to the other party. The advantage should not be a disadvantage that is unacceptable to this side, and it is desirable that there is also an advantage to this side. When there is an argument between one side and the other side, neither side understands the situation objectively. Even if the wig was out of place, the other party would not know about it and would claim it was my fault. What I want to say is that in order to settle a dispute, a third party is needed who can calmly weigh up the arguments of both sides. The disputes between the parties become heated and it becomes impossible to make calm decisions. In society, lawyers step in at such times and teach us how to negotiate.

It's not often that you simply like someone. The reason we like each other is because there are benefits for us as well. If the other party is willing to go along with you, then you are also providing benefits. It is said that it is not a good idea to calculate things on a profit and loss basis, but we are wired to prefer people who give us profits over people who cause us losses. If you want to move a difficult opponent with your own strength, it is better to provide benefits that outweigh the costs involved in moving the opponent. When you want someone to take action, it might be a good idea to first consider whether you are providing benefits. See you soon.

A simple method of prime factorization. Pull mod from mod!? In fact, I will explain what is correct by looking at the movement of numerical valuesby Nada 20230926

Hello. This is Nada from Seito Medical School. This time, we will talk about a powerful tool that performs prime factorization. Prime factorization? I've never heard of it. Look at the reality now. Get out of bed, brush your teeth, and go to school. yes. Look at reality. Let's start with something realistic. Prime factorization is a difficult problem to solve, similar to the one used in cryptography. This problem is related to a difficult mathematical problem called PvsNP, and current computers cannot solve the RSA encryption, which is a code for decomposition of prime factors. So, let's solve prime factorization using a new methodology. First of all, the tool we use is a mod. mod is also called remainder operation and is a tool related to remainders. 54=3mod17 indicates that the remainder when 54 is divided by 17 is 3. Furthermore, the problem 17×11=187 means that when a=11, there are 17 a's. Let's introduce a new way of thinking or a new set of values. mod3 means divide by 3. If you divide a multiple of 3 by 3, the remainder is 0. In other words, when 3a out of 11a is divided by 3, the remainder is 0. 17a=14a mod 3. If it is mod5, 5a=0mod5, 17a=12a mod5. What happens if we subtract these two equations? 11×17=1mod3, 11×17=2mod5. (1mod3)-(2mod5)=2a. In other words, 14a-12a=2a. Furthermore, arbitrarily, (2mod5)-(7mod9)=4a.

Here, subtract (2mod5)-(7mod9)=4a from both equations (1mod3)-(2mod5)=2a.

Then, (1mod3)+(7mod9) = -2a+(4mod5).

Here, 1mod3 means 11×17-11×3=154=1mod3, and 7mod9 means 11×17-11×9=88=7mod9, so the left side is 154+88=242. 4mod5 is 2mod5+2mod5, so 11×17 is multiplied twice. That is, (11×17-11×5)x2=264=4mod5. Looking at the total, it becomes 154+88=(-2)x11+242.

Now add (1mod3) and (7mod9). There are two 11x17s, so (11x17x2)mod(3+9)=2mod12=154+88=242. This is because we know that the number that can be calculated using this method is 11×17=187.

Then, (1mod3)+(7mod9)=(2mod12)= -2a+(4mod5).

This becomes (2mod12)-(4mod5)=242-264=-2a. (2mod12)-(11×17-4-5a)=-2a.

22-183mod12=7mod12=-7a, so (-7×7)a=(7×7)mod12. a=(-1)mod12=11mod12.

a=11, b=17, axb =187