To be godless is probably the first step to innocence," he said, "to lose the sense of sin and subordination, the false grief for things supposed to be lost."
So by innocence you mean not an absence of experience, but an absence of illusions."
An absence of need for illusions," he said. "A love of and respect for what is right before your eyes.

Anne Rice, The Vampire Lestat (The Vampire Chronicles, #2)



What defines a Queen? 
what makes a true Dictator? 
What makes a person a leader OR a follower? 

More importantly what dose it cost?

What exactly is "Family"? Is it just a word used to label people who are blood-related? Dianne in the beginning believes so. but throughout the exploration of different kinds of experiences Dianne has a very different meaning to the word "Family". Read and Find out. What exactly is the definition of... Family?

200 years ago man created the greatest AI known but this Machine eventually grew a mind of its own and evetually it's own body, it rose up with others like it against the human race this battle went on for about 20 years and nature and most resources were dieing off cause of the continuing battles but the final battle it released a large blast but is wasn't a bomb it was something else entirely, the machines had something hidden down their main base, something that wasn't human or machine something not of this earth, the blast brought back nature it changed it along with the humans and Machines closes to the blast.....both of them went a evolution of some sorts and because of this both sides where able to form a peace ending the war



Lia Giles became a border guard and mechanic for the power lines on the in between of the main city and the unearthly forests, no longer being able to stand living in the high technology world where humans are treated like second class citizens. On one of her patrols she discovers something or more like someone that no one has ever seen before.

Man’s empire spanned the entire solar system: from icy outposts in the Kuiper belts, subterranean settlements on Mars, a half-constructed sphere around the Sun and every manner of orbiting space stations in between. 

Yet nothing could have prepared them for the day that would come. The day of first contact. 

They, as it turns out, did not come in peace: they came for conquest. And for the first time in human history, mankind was not the technologically superior side. Not by a far margin. 

A desperate race for survival would begin. Humanity’s only chance at victory is to gain an even footing. They must go faster-than-light.

Caught up in the struggle is the genius Mikale Gedding, a Harvard Professor of Physics. Humanity stakes all their hopes upon him, but yet, he is not the innocuous and stubborn professor he seems to be. Wrapped up inside him are countless secrets: an ancient war, a lost civilisation, a key to a dreadful power. 

But buried deepest of all—his identity.

In mathematics, a ratio indicates how many times one number contains another. For example, if there are eight oranges and six lemons in a bowl of fruit, then the ratio of oranges to lemons is eight to six (that is, 8∶6, which is equivalent to the ratio 4∶3). Similarly, the ratio of lemons to oranges is 6∶8 (or 3∶4) and the ratio of oranges to the total amount of fruit is
The numbers in a ratio may be quantities of any kind, such as counts of people or objects, or such as measurements of lengths, weights, time, etc. In most contexts, both numbers are restricted to be positive.

A ratio may be specified either by giving both constituting numbers, written as "a to b" or "a∶b",[1] or by giving just the value of their quotient a/b.[2][3][4] Equal quotients correspond to equal ratios.

Consequently, a ratio may be considered as an ordered pair of numbers, a fraction with the first number in the numerator and the second in the denominator, or as the value denoted by this fraction. Ratios of counts, given by (non-zero) natural numbers, are rational numbers, and may sometimes be natural numbers. When two quantities are measured with the same unit, as is often the case, their ratio is a dimensionless number. A quotient of two quantities that are measured with different units is called a rate.[5]
Notation and terminologyEdit

The ratio of numbers A and B can be expressed as:[6]

the ratio of A to B

A∶B

A is to B (when followed by "as C is to D "; see below)

a fraction with A as numerator and B as denominator that represents the quotient (i.e., A divided by B, or {\displaystyle {\tfrac {A}{B}}}￼). This can be expressed as a simple or a decimal fraction, or as a percentage, etc.[7]

A colon (:) is often used in place of the ratio symbol,[1] Unicode U+2236 (∶).

The numbers A and B are sometimes called terms of the ratio, with A being the antecedent and B being the consequent.[8]

A statement expressing the equality of two ratios A∶B and C∶D is called a proportion,[9] written as A∶B = C∶D or A∶B∷C∶D. This latter form, when spoken or written in the English language, is often expressed as

(A is to B) as (C is to D).

A, B, C and D are called the terms of the proportion. A and D are called its extremes, and B and C are called its means. The equality of three or more ratios, like A∶B = C∶D = E∶F, is called a continued proportion.[10]

Ratios are sometimes used with three or even more terms, e.g., the proportion for the edge lengths of a "two by four" that is ten inches long is therefore

{\displaystyle {\text{thickness : width : length }}=2:4:10;}￼(unplaned measurements; the first two numbers are reduced slightly when the wood is planed smooth)

a good concrete mix (in volume units) is sometimes quoted as

{\displaystyle {\text{cement : sand : gravel }}=1:2:4.}￼[11]

For a (rather dry) mixture of 4/1 parts in volume of cement to water, it could be said that the ratio of cement to water is 4∶1, that there is 4 times as much cement as water, or that there is a quarter (1/4) as much water as cement.

The meaning of such a proportion of ratios with more than two terms is that the ratio of any two terms on the left-hand side is equal to the ratio of the corresponding two terms on the right-hand side.
History and etymologyEdit

It is possible to trace the origin of the word "ratio" to the Ancient Greek λόγος (logos). Early translators rendered this into Latin as ratio ("reason"; as in the word "rational"). A more modern interpretation[compared to?] of Euclid's meaning is more akin to computation or reckoning.[12] Medieval writers used the word proportio ("proportion") to indicate ratio and proportionalitas ("proportionality") for the equality of ratios.[13]

Euclid collected the results appearing in the Elements from earlier sources. The Pythagoreans developed a theory of ratio and proportion as applied to numbers.[14] The Pythagoreans' conception of number included only what would today be called rational numbers, casting doubt on the validity of the theory in geometry where, as the Pythagoreans also discovered, incommensurable ratios (corresponding to irrational numbers) exist. The discovery of a theory of ratios that does not assume commensurability is probably due to Eudoxus of Cnidus. The exposition of the theory of proportions that appears in Book VII of The Elements reflects the earlier theory of ratios of commensurables.[15]

The existence of multiple theories seems unnecessarily complex since ratios are, to a large extent, identified with quotients and their prospective values. However, this is a comparatively recent development, as can be seen from the fact that modern geometry textbooks still use distinct terminology and notation for ratios and quotients. The reasons for this are twofold: first, there was the previously mentioned reluctance to accept irrational numbers as true numbers, and second, the lack of a widely used symbolism to replace the already established terminology of ratios delayed the full acceptance of fractions as alternative until the 16th century.[16]
Euclid's definitionsEdit

Book V of Euclid's Elements has 18 definitions, all of which relate to ratios.[17] In addition, Euclid uses ideas that were in such common usage that he did not include definitions for them. The first two definitions say that a part of a quantity is another quantity that "measures" it and conversely, a multiple of a quantity is another quantity that it measures. In modern terminology, this means that a multiple of a quantity is that quantity multiplied by an integer greater than one—and a part of a quantity (meaning aliquot part) is a part that, when multiplied by an integer greater than one, gives the quantity.

Euclid does not define the term "measure" as used here, However, one may infer that if a quantity is taken as a unit of measurement, and a second quantity is given as an integral number of these units, then the first quantity measures the second. These definitions are repeated, nearly word for word, as definitions 3 and 5 in book VII.

Definition 3 describes what a ratio is in a general way. It is not rigorous in a mathematical sense and some have ascribed it to Euclid's editors rather than Euclid himself.[18] Euclid defines a ratio as between two quantities of the same type, so by this definition the ratios of two lengths or of two areas are defined, but not the ratio of a length and an area. Definition 4 makes this more rigorous. It states that a ratio of two quantities exists, when there is a multiple of each that exceeds the other. In modern notation, a ratio exists between quantities p and q, if there exist integers m and n such that mp>q and nq>p. This condition is known as the Archimedes property.

Definition 5 is the most complex and difficult. It defines what it means for two ratios to be equal. Today, this can be done by simply stating that ratios are equal when the quotients of the terms are equal, but such a definition would have been meaningless to Euclid. In modern notation, Euclid's definition of equality is that given quantities p, q, r and s, p∶q∷r ∶s if and only if, for any positive integers m and n, np<mq, np=mq, or np>mq according as nr<ms, nr=ms, or nr>ms, respectively.[19] This definition has affinities with Dedekind cuts as, with n and q both positive, np stands to mq as p/q stands to the rational number m/n (dividing both terms by nq).[20]

Definition 6 says that quantities that have the same ratio are proportional or in proportion. Euclid uses the Greek ἀναλόγον (analogon), this has the same root as λόγος and is related to the English word "analog".

Definition 7 defines what it means for one ratio to be less than or greater than another and is based on the ideas present in definition 5. In modern notation it says that given quantities p, q, r and s, p∶q>r∶s if there are positive integers m and n so that np>mq and nr≤ms.

As with definition 3, definition 8 is regarded by some as being a later insertion by Euclid's editors. It defines three terms p, q and r to be in proportion when p∶q∷q∶r. This is extended to 4 terms p, q, r and s as p∶q∷q∶r∷r∶s, and so on. Sequences that have the property that the ratios of consecutive terms are equal are called geometric progressions. Definitions 9 and 10 apply this, saying that if p, q and r are in proportion then p∶r is the duplicate ratio of p∶q and if p, q, r and s are in proportion then p∶s is the triplicate ratio of p∶q.
Number of terms and use of fractionsEdit

In general, a comparison of the quantities of a two-entity ratio can be expressed as a fraction derived from the ratio. For example, in a ratio of 2∶3, the amount, size, volume, or quantity of the first entity is {\displaystyle {\tfrac {2}{3}}}￼ that of the second entity.

If there are 2 oranges and 3 apples, the ratio of oranges to apples is 2∶3, and the ratio of oranges to the total number of pieces of fruit is 2∶5. These ratios can also be expressed in fraction form: there are 2/3 as many oranges as apples, and 2/5 of the pieces of fruit are oranges. If orange juice concentrate is to be diluted with water in the ratio 1∶4, then one part of concentrate is mixed with four parts of water, giving five parts total; the amount of orange juice concentrate is 1/4 the amount of water, while the amount of orange juice concentrate is 1/5 of the total liquid. In both ratios and fractions, it is important to be clear what is being compared to what, and beginners often make mistakes for this reason.

Fractions can also be inferred from ratios with more than two entities; however, a ratio with more than two entities cannot be completely converted into a single fraction, because a fraction can only compare two quantities. A separate fraction can be used to compare the quantities of any two of the entities covered by the ratio: for example, from a ratio of 2∶3∶7 we can infer that the quantity of the second entity is {\displaystyle {\tfrac {3}{7}}}￼ that of the third entity.
Proportions and percentage ratiosEdit

If we multiply all quantities involved in a ratio by the same number, the ratio remains valid. For example, a ratio of 3∶2 is the same as 12∶8. It is usual either to reduce terms to the lowest common denominator, or to express them in parts per hundred (percent).

If a mixture contains substances A, B, C and D in the ratio 5∶9∶4∶2 then there are 5 parts of A for every 9 parts of B, 4 parts of C and 2 parts of D. As 5+9+4+2=20, the total mixture contains 5/20 of A (5 parts out of 20), 9/20 of B, 4/20 of C, and 2/20 of D. If we divide all numbers by the total and multiply by 100, we have converted to percentages: 25% A, 45% B, 20% C, and 10% D (equivalent to writing the ratio as 25∶45∶20∶10).

If the two or more ratio quantities encompass all of the quantities in a particular situation, it is said that "the whole" contains the sum of the parts: for example, a fruit basket containing two apples and three oranges and no other fruit is made up of two parts apples and three parts oranges. In this case, {\displaystyle {\tfrac {2}{5}}}￼, or 40% of the whole is apples and {\displaystyle {\tfrac {3}{5}}}￼, or 60% of the whole is oranges. This comparison of a specific quantity to "the whole" is called a proportion.

If the ratio consists of only two values, it can be represented as a fraction, in particular as a decimal fraction. For example, older televisions have a 4∶3 aspect ratio, which means that the width is 4/3 of the height (this can also be expressed as 1.33∶1 or just 1.33 rounded to two decimal places). More recent widescreen TVs have a 16∶9 aspect ratio, or 1.78 rounded to two decimal places. One of the popular widescreen movie formats is 2.35∶1 or simply 2.35. Representing ratios as decimal fractions simplifies their comparison. When comparing 1.33, 1.78 and 2.35, it is obvious which format offers wider image. Such a comparison works only when values being compared are consistent, like always expressing width in relation to height



"What is the fundamental nature of law? It's simply a tool to rule over the social classes. Law is the materialization of the will of the ruling class. Law is a way by which the ruler will regulate every part of society."
Back in China of my original world, every law student who just started to study law would have to learn this definition regarding the fundamental nature of law.
Maybe since China was deeply influenced by Communist thinking, China's definition of law was also filled with class conflict.
"Law is a tool for the ruling class to control the social classes."
Back in China, this was considered the public opinion, orthodoxy, and a definite. In fact, most legal scholars and those in the law profession viewed this as a maxim… but, at least in my opinion, that wasn't everything there was to law.
It was quite evident that such a definition of law could only become reality after a country and social classes were formed. But, what about a society that was still unstructured, such as a primitive society that didn't have written or systematic rules? In that case, weren't the basic social norms the same as laws?
My old world's definition of law was endlessly battered in this new world where many different intelligent species coexisted together.
For instance, to use the Silver Dwarves as an example, they were abnormally successful in realizing equality for everyone in the tribe. They had no officials or tribe leaders, yet they were abnormally strict in obeying the tribe's rules. In that case, since there wasn't even a ruling class in the Silver Dwarves species, the classical Chinese definition of law was nothing more than a joke.
Another example would be the Antmen, a minority species. Every single Antman would be born for the sake of serving the Ant Queen. But actually, the Antmen had no self will at all. The Antmen had successfully connected all of their wills as one. There was only actually one mind for an entire Antmen tribe. If there was only one person in the entire tribe, then it would be quite difficult to say who was ruling whom. It was also quite common for the Ant Queen to be sacrificed.
There were also undead tribes, as well as dragons who had even stranger societal structures…
Such situations were actually quite common. In this world, orderly societal structures like the humans' and elves' societies with nobles and commoners as separate social classes were actually in the minority. I had witnessed countless societal structures which were even stranger than that of the Silver Dwarves' before.
Since the majority of species hadn't constructed countries for themselves, continuing to use social class theory as the basis for law would obviously be nothing more than a joke.
If I still used such a legal theory as basis, then the idea of "unjust laws are still laws" from my original world would only become an ever more vicious debate that would be impossible to solve here.
Maybe abstract theories would be difficult for readers to understand, so I will give an example. If a tyrant's depraved rule, a terrorist organization's internal rules, or an assassin organization's unwritten rules about killing were all recognized as laws, then the new power of Law that I created in this world would only become the strongest weapon of all for villains and tyrants in this world.
Eich was a world where a person's will was equivalent to actual power. Not giving a definition carefully enough would absolutely lead to complete disaster.
If there was a problem with the foundational definition that I gave to Law in this world, then my system for Law would either end up collapsing or become distorted sooner or later.
"Is Law only a tool for ruling? Law's functions for guiding people towards kindness and punishing evil in society can simply be explained as 'maintaining social stability'? Perhaps the kindness and benefit for society is what Law's true nature really is."
In the end, when creating the Original Codex of Law for this world, I abandoned the old Chinese "bible" of law on classical legal theory, and instead wrote my personal understanding of law based on the special nature of society in this world.
"Law is something that should guide people towards kindness."
From that moment onwards, law in Eich was destined to be different from the definition of law in China. The debate over "unjust laws are also laws" would never happen here at all. Evil laws enacted by tyrants would be disqualified from being laws in my Original Codex of Law.
"Law is something that should treat all criminals equally."
From that moment onwards, the power of Law would only act because of a crime, and the power of Law would never waver or change no matter the criminal's status or power.
"Law is limited to divine laws and manmade laws…"
As I completed my definitions for Law, I discovered to my astonishment that a certain way of thinking which had long since been discarded by my original world of Earth was actually the best explanation for my personal interpretation of Law.
"…It's actually the bloody and primitive… principle of retaliation."
Maybe legal retaliation had a certain definition, but what I meant was actually quite simple.
"An eye for an eye, a tooth for a tooth."
Someone who harmed or killed others should be treated in the same way depending on how many crimes they committed. Someone who tore out another person's eye should have their own eye torn out. Someone who killed another should be killed as well. In the most primitive societies, it was a blood relative of the victim who would take revenge in the majority of situations. Thus, this concept had another name… blood vengeance.
Since taking blood vengeance was far too barbaric, vicious, and cruel, modern-day countries in my original world had long since forbidden such a thing.
However, perhaps it was precisely because the world of Eich was too cruel and barbaric that my power of Law could be created in this world with such a form.
The power of Law would use even crueler methods to scare evil villains. Even if a villain was able to escape judgement in their life, they would still be punished after death in Hell. There would be zero exceptions to this.
Law gave victims the right of vengeance. Once an evil villain's deeds were exposed for all to see, once the Codex of Law at the River Styx Hall recorded a person's entire life, their heavy crimes would finally become a noose that would strangle them.
Law was something that gave the innocent and weak a necessary sense of safety because the cut-off heads of villains would remain hanging high up on the castle walls in order to strike fear into the hearts of would-be villains in the future.
Law gave the protectors and enforcers of the law an incomparably sharp sword as they were the protectors of the weak and ordinary people, as well as the representatives of vengeance for the victims.
Obviously, this was rather extreme, bloody, barbaric, and unreasonable.
But in this cruel world, if I used modern-day laws from Earth… which was a place where some places were already beginning to get rid of the death penalty, and the rich could simply pay money to get out of jail… using such "laws written in a peaceful generation" for this world would only mean that I was a huge idiot.
To give a very simple example, if I continued to use legal theory from modern-day Earth as the foundation for Law in Eich, then my Justice Knights would have to act like modern-day policemen even if they witnessed a murder themselves. They would have to first gather evidence and witnesses, then send the criminal to court to accept a fair and just judgement… in a way, the Justice Knights would be even weaker than modern-day policemen because the fixed Concept of Law would be far more inflexible and foolish than any justice system from Earth.
I should also mention that the death penalty as a concept of vengeance was becoming ever rarer on modern-day Earth.
"A murderer should pay with their own life."
This was considered common sense back in more ancient and primitive societies on Earth. However, many modern countries of Earth were already rejecting this idea that murderers had to face the death penalty. Laws on Earth were becoming ever more complex, which actually gave criminals who committed horrible crimes even more opportunities to commit evil deeds once again.
Eich was a world with limited resources. This was far too much of an extravagance to afford.
"A chaotic world requires strict laws… this world is more chaotic than the word chaotic can describe, so the laws naturally must be endlessly severe."
Only after I confirmed the core of the fundamentals of Law that I wanted were Law Incantations born.
Still, no matter what, Law was still a power of Order, and a type of elemental power in this world. While Law needed to obey the definition of its own Concept, it also needed to obey the natural laws of the elements.
Setting rules was a power of Order. The power of Law wasn't the only power of Order related to rules.
Prophecy magic, wish magic, and other such types of magic relying on "reason" were actually using the various layers of rules. This was quite similar to the power of Law. The traits of such magic spells were also the same as either the spell would succeed as expected, or the spell would fail and produce nothing.
Wish magic would distort any wish that was difficult for the caster to achieve. It would be impossible for any major prophecy spell to determine something overly complex or to try and force a specific future to happen. Thus, even if a pope tried to force a prophecy, he would still say that it was something really simple.
The power of Law was the same. Using a Law Incantation was still a competition of power between the two sides. If the Law user won, then the Law Incantation would succeed. If the villain was far too strong, then the attack-type Law Incantations would be weakened, and the binding incantations would become ineffective. It was still a contest of elemental power.
The more complex something was, the weaker its foundation would be. The more simple and direct something was, the stronger and more difficult to distort it would become.
In the end, when I resolved myself to create my Law sword, I finally used the most basic and primitive method to achieve my goal.
"Begin judgement, Law Sword Vengeance, an eye for an eye, a tooth for a tooth… a life for a life!"
My double-edged runic short sword suddenly appeared in midair. As Karwenz watched in surprise, his physical body was directly torn apart into several pieces. As I laughed at him, my physical body exploded at the same time.


This is the story of a crazy lich who possesses an internal game system and brings catastrophe to the entire world.
“Let’s look at the daily quests today… it’s the damned choose one-of-two-options-type again. Destroy a town with a population of 30,000 people or above; reward: 10,000 evil points. Steal lollipops from 3 children; reward: 1 evil point. If neither of the quests is completed, then 2 points will be deducted.”
“Tsk! You think I’m stupid? If I really destroyed a town, a crusade of Myth-ranked Holy Knights would definitely come hunting me down. Even if I earned the points, there wouldn’t be any life left in me to spend them. I better just go be a kindly lollipop bandit.”
I’ve already had enough of being a notorious lich. Who says a lich can’t be a good person? I’m definitely going to beat this damned system and be an upright and dignified good man.

"Yun He, Qingfeng is really the guest professor. He wasn't lying in the taxi," Hong Wang said to his girlfriend, who was sitting beside him.
 
Yun He nodded as she also felt extremely surprised.
 
Certainly, besides Hong Wang and Yun He, Xiaoman Lu who was sitting in the classroom also felt shocked.
 
Xiaoman knew who Qingfeng was since she had received a lot of help from him yet, she would never expect that he was actually a professor.
 
"Hello, class. My name is Qingfeng Li, I'm the new guest professor for the Chinese Medicine Department. I'm going to give a lecture today and hopefully, you'll take something away from it," Qingfeng smiled faintly and said to the class.
 
Once Qingfeng finished his introduction, only a few students, like 4 or 5, clapped for him. Xiaoman was the one clapping the hardest, and the rest of the class didn't do anything since they weren't really interested in Qingfeng.
 
Qingfeng was in his 20s and he was almost as young as the students in the university. Therefore, the students wouldn't want to clap for him.
 
After seeing only a few students clapping for Qingfeng, Liang Chen and other professors all looked at one another and felt glad.
 
They were glad to see Qingfeng being embarrassed in front of the class.
 
Qingfeng smiled vaguely, he knew what these students were thinking but he didn't want to be bothered. You didn't clap because they don't trust my medical skills. I'll show you what my real skill is.
 "Let me ask you guys, what is Chinese Medicine?" Qingfeng slightly smiled and asked the first question.
 
What is Chinese Medicine?
 
All the students in the class looked at each other and felt confused. What is the new dude doing here? They certainly would know what Chinese Medicine was since they specialized in this program.
 
"Chinese Medicine is to save people by using Chinese herbal decoction."
 
"Right, it also saves people by using acupuncture."
"Yes, it has four ways of diagnosis: Observing, listening, questioning, and feeling the pulse."
 
Everyone started to discuss their opinions about Chinese Medicine in the class.
 
All the sudden, Xiaoman spoke up loud, "Professor Li, what do you think Chinese Medicine is?"
 
Nobody approved of Qingfeng as a professor except for Xiaoman.
 
Everybody looked straight at Xiaoman after hearing what she said. They definitely knew her since she was the most beautiful girl in the whole university. If it was somebody else calling Qingfeng a professor, they would have already snapped at her/him. Yet, they didn't say anything since it was called out by Xiaoman.
 
Qingfeng nodded and said loudly in the class, "Xiaoman has asked a great question. So many of you have shared your definition of Chinese Medicine, but to me, it is too partial."
 
After hearing what Qingfeng said, somebody immediately got irritated. a short-hair guy stood up and said loudly, "If you said our definition is partial, then explain what do you think Chinese Medicine is to us."
 
Qingfeng looked at him and said calmly, "Chinese Medicine is a traditional medical science in Huaxia. It is the study of human physiology and pathology that uses the Ying, Yang and five elements as a function, through observing, smelling, questioning and feeling to analyze the viscera of the internal organs of the human body and treat all kinds of diseases." 
 
All the students' froze after listening to the explanation of Qingfeng. Qingfeng had articulated out the essence of the Chinese Medicine which was way deeper than what they thought.
Gradually, there were dozens of students clapping hands for Qingfeng, which was more than a half of the previous number.
 
"For the class today, I'm not going to lecture. Instead, I'm going to answer all of your questions in terms of Chinese Medicine. You can ask me any questions you have?" Qingfeng smiled faintly and said to the students.
 
All the students were shocked when they heard what Qingfeng said. They have never experienced this novel way of lecturing. In the past, professors or TA would usually just start their lecture and write down the class content on the blackboard, which was kind of dry and boring. The way how Qingfeng taught was actually really new and interesting.
 
As the hardcore fan of Qingfeng, Xiaoman was the first one to stand up. "Professor Li, I wonder what theories are there in Chinese Medicine and which genre you think is the best?"
 
Qingfeng looked at her gladly and was grateful for her intelligence. She looked like she was just asking him a question, but in fact, she was giving Qingfeng a chance to show his knowledge to the class.
 
Qingfeng looked around the class and said, "Chinese Medicine is divided into several theories including Qi Theory, Essence Theory, Ying and Yang Theory, Five Element Theory, Blood and Viscera Theory and Pulse Theory and so on. Each theory has its own genre and its own technique to treat patients. There is no way to figure out which one is the best, but whether the practitioner has profound knowledge or not.
 
What Qingfeng said this time received more applause. Hundreds of people were clapping for him now, which was nearly 1/3 in the class.
 
At this moment, the short-hair guy stood up again and asked loudly, "You said there is no way to figure out which genre is the best, then let me ask you, what theory are you in, could you tell what is wrong with my body currently?"
 
"I am in all theories, I learn every single Chinese Medical Theory. In terms of your condition, are you sure you want me to disclose your privacy?" Qingfeng smiled vaguely and said.
 
The short-haired guy froze and felt slightly nervous when he saw the confidence from Qingfeng yet, he got his courage back after seeing the eyes of Liang Chen. He asked, "Then tell me, what's wrong with my body."
 
Qingfeng smiled and answered, "You have chronic laryngitis, turbinate hypertrophy, and sinusitis."
 
What the heck, he got them all right?!
 
The short-haired guy was astonished. He was pretty sure it was his first time talking to Qingfeng since he has never seen him before. How could he tell that?
 
Qingfeng seemed to be able to tell that the short-hair guy was confused, he then explained, "When you were asking me questions, your voice had a strong nasal sound and your throat kept vibrating with tons of swallowing movements. Those are characteristics of sinusitis and pharyngitis. I could tell it by using the "observing" technique from the four diagnoses techniques of Chinese Medical Science."
 
The short-hair guy sat down with his pale face. He felt extremely uncomfortable that his syndrome was disclosed by Qingfeng in public. 
 
Clap Clap Clap Clap~
The classroom suddenly burst into a roar of applause. This time, more than 100 people, which was even more than half of the class, were clapping for Qingfeng.
It was their first-time witnessing this magical Chinese "Observing" technique. It is remarkable to be able to tell one's body condition by merely observing their sound and behavior.


Qingfeng was known as the Wolf King, a legendary mercenary that had mastered peerless martial arts and the sophisticated art of medicine. He originally wanted to just live a peaceful life, but his arranged wife, who is a CEO, thinks he is a loser and wants a divorce. The cold war between husband and wife began.
Translated by: Noodletown - Turbo Turtle Division
(We fast as fuc boooiiii) 
Current Release Speed Tier - Basic Turtle (2 chapters/day + mass release on Saturday), Release Speed Tier is upgradeable through Patreon 

The definition of a theory: A group of ideas put into a system to explain something (like a thesis or hypothesis). When really thinking about something like a character from your favorite movie and what their untold backstory is, things that the people beyond the movie who know more about the character then we do. Just like in real life, there is always someone who has less than you or knows more than you, people have to figure out the secrets of the world while also looking through multiple perspectives. My theory? It is that everyone has a sense of purpose in this world. I would think that if I died it wouldn't be a big deal but how wrong I was! If 1 person is gone, it means that 1 less person is working hard whether it's right or wrong. Like pizza, the more left, the more work to eat it.

Nalan Chunbo quickly realized that he was being silly. 'If Only Time Froze When We First Met' was actually him, so who did he have to be jealous of? 
Wen Shan saw Nalan Chunbo smiling out of the corner of her eye and wondered what he was smiling at. 
Determined to ignore him, she swallowed her words before she accidentally asked. 
[If Only Time Froze When We First Met: That's great, you can go to him for anything. 
Shanshan: Would that be appropriate? He is the head of the department after all.] 
Nalan Chunbo glanced at Wen Shan and got yelled at when she caught him looking at her. 
"What are you looking at?!" 
Nalan Chunbo realized that he actually liked Wen Shan's angry face. It didn't feel right when she was too obedient, and her current attitude made it feel like things were back to normal. 
"I remembered you saying that you were determined to marry a head of department," said Nalan Chunbo casually. 
"What does it have to do with you? So what if I am determined to marry a head of department?" Wen Shan let out a humph and continued typing on her phone. 
[Shanshan: But thanks anyway, I have already thanked him too.] 
Nalan Chunbo looked down at his phone. So Wen Shan wasn't being serious when she said that she wanted to marry a head of department. Too bad that he had taken her words seriously. 
[If Only Time Froze When We First Met: Don't mention it. I enjoyed reading your dissertation. It's not perfect yet but I could see an improvement. 
Shanshan: Thank you.] 
Wen Shan's text looked alright, but the man sitting next to her could feel her letting out a sigh. He also knew that she would not tell him what was wrong even if he asked. 
[If Only Time Freezes When We First Met: You don't seem too happy.] 
She might talk to his other identity then? 
[Shanshan: It's the crazy old professor that I was telling you about. The school reformation now requires all claims to be submitted with an itinerary. His receipts were all for his personal expenses and there was no way that he could provide his itinerary so he insisted that he had already given it to me and that I lost it maliciously, and threatened to fail my internship review if I didn't come up with his itinerary! How annoying! 
If Only Time Froze When We First Met: Why do you have to listen to him? 
Shanshan: Because our head of department told me to get evidence of him using students' dissertations as his own so that we could get rid of him before the new head of department takes over. I don't even have the time to do that anymore now that that crazy old man has been picking on me.] 
Nalan Chunbo frowned unhappily. 
He would take care of that old man and not let her be bullied, Nalan Chunbo thought to himself and walked away to make a call. 
Wen Shan remained seated while looking at the man who was standing nearby but far enough that she could not hear the conversation. 
"You might need a proper assistant for the micro mathematics theory shooting," said Nalan Chunbo into the phone. 
He had written the script for Gu Juexi's new movie. It was a movie that combined both physics and mathematics. Just like the definition of mathematics, the male lead was a mature and reliable mathematician who calmly speculated the evolution of species in the world. And like the definition of physics, the female lead was a bold and uninhibited girl and a genius in physics who used direct and enthusiastic means to show people the mysterious powers of space and their connections to the world. 
Both mathematics and physics had special meanings for Gu Juexi and Nalan Chunbo, so Gu Juexi decided to invest in the movie the moment he read the script, and actually chose the actors starring in the movie himself. As for the female lead, he had been considering Ding Ning who was as bold and uninhibited as the character was. 
It was obvious how much this movie meant to him. 


He was the powerful and influencing heir of B City, the merciless head of the commercial world, but the divorce papers made him lose his cool. 
“Sign the divorce papers, daddy,” said the 5-year-old boy. 
This man had the divorce papers thrown in his face by his wife six years ago, and was now being pushed by his own son to sign the papers. 
“That would make you a single-parent child,” said Gu Juexi coldly. 
“Mommy said unicorns don’t exist but men like you do,” the boy leered at his father and said. 
Gu Juexi’s face fell. ‘That damned woman.’
“You haven’t signed the papers,” the boy reminded as the man left. As usual, the door shut in his face. 
Good lord… Dad and mom are not getting a divorce and are giving him a baby brother? How worrying!

Feel free to refer to this definition page throughout your reading to clear up any misconceptions

Abuse: cruel and/or violent treatment of a person or animal, especially if done repeatedly

Accountability: in ethics, to accept responsibility for one's actions

Biological: 1) relating to biology 2) being genetically related

Discrimination: the act of making distinctions between groups of people and acting unjust in accordance with those distinctions

Epistemology: in philosophy ethics, a theory of knowledge with regard of distinguishing justified belief from opinion 

Evolution: the process of development of a group of organisms gradually over time from a simple form to a more complex form

Gene: a unit of heredity that is passed down from parent to offspring

Migration: movement from one place to another

Mutation: the changing of the structure of a gene caused by the alteration of single base units in DNA, or the deletion, insertion, or rearrangement of larger sections of genes or chromosomes

Power Structure: a hierarchy that places one group of people in power over the rest

Prejudice: a preconceived notion that is not based on legitimate reason, usually harmful or hateful

Post Traumatic Stress Disorder (PTSD): a mental health condition triggered by experiencing or witnessing a horrific event

Race: a group of people identified as being distinct from other groups due to SUPPOSED genetic disparities

Racism: prejudice, discrimination, or antagonism coupled with power directed towards a person or people on the basis of their membership in a particular racial or ethnic group

Realization: the act of becoming fully aware of something

Social: relating to society or its organization

Species: a group of living organisms consisting of similar individuals capable of exchanging genes or interbreeding (note: INTERBREEDING IS NOT INBREEDING)

Trauma: a deeply distressing or disturbing experience

White Supremacy: the belief that white people constitute a superior race and should therefore dominate society, typically to the exclusion or detriment of other racial and ethnic groups aka bullshit

First off: I apologize for the novel genre category. Obviously this isn’t realistic fiction and is a harsh reality. This site just isn’t really geared towards non-fiction and none of the pre-set genres describe my book well enough.

Anyway, I've created this education series in aims of teaching people about the important things in life that they never really learned. Our education system is so faulted that we aren't learning the right things to be successful in life and live happily.

The first of this series is this book regarding race and racism. This book discusses what race and racism are, how they relate, how they impact POCs, and how we can combat these negative effects through education and embracing anti-racism.

definition of a theory novel

Definition of a Queen

Definition of

Definition Humane

A Theory Of Everything

MATHEMATICS CORE

Experimental Log of the Crazy Lich

My Cold and Elegant CEO Wife

That one story I made over a year ago lol

The Bumpy Road of Marriage: Divorce Now, Daddy

Teaching You Things You Should Have Learned in School: Racism Edition

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