**From the author of ‘The Main Heroines are trying to kill me’**

I was framed for killing the number one ranked hero.

Just before I lost everything and was executed, I was saved by the Dominating Hands, a group of villains.

That’s how I became the real villain.

I tried to live my life just for revenge, but…

something strange started to happen.

Novel complete here 😢🥳. Noble thanks and pls update its status.

Warning!!!! Contains spoilers!!

If you did not read until chap 30 then skim through this

Just a question?Do ariel’s ability creates separate timelines from the original at her point of death? And does the timelines just end or still continue when she dies? Since her ability is pretty op when it comes for time-related abilities

And also, Is the original r(l)umia already obsessed with the mc? Since the things in that basement and diary is already taken way before the time of justia’s death(a week before), adding to the info that the possessor comes in the body A DAY(?) After the MC’s framing, but thinking of it, it’s quite contraidictory from the behavior of the original rumia from the first save point.

Note:Rn I’m on chap 49 forgive me from my lack of knowledge

Eww misunderstandings

Perfect comment, its extremely cringe though its a phase all teens go through. Feeling like oh how much pain I handle and what not but now I just laugh at my old pathetic self. Not reading this, also not fan of his other novel

Read up to chap 16.

The way author convey his write is astounishing confusing, who is the mc, who is fl, villain etc monster. The plot etc

You need to think to read this kind of novel. And im done

The fact that this is an mtl is not helping

“Bloody Mary, Bloody Mary, Bloody Mary!!”

And then the demon king queen whatever poops themself in terror!

Or solve for x: (x) = (e2ix + e-2ix )/4 + e2ln(sin(x)) + 1/2

!!!

To solve the equation for \(x\), let’s first simplify it step by step. The given equation is:

\[

x = \frac{e^{2ix} + e^{-2ix}}{4} + e^{2\ln(\sin(x))} + \frac{1}{2}

\]

Let’s break it down:

1. The term \(\frac{e^{2ix} + e^{-2ix}}{4}\) can be simplified using Euler’s formula, where \(e^{ix} = \cos(x) + i\sin(x)\). Thus, \(e^{2ix} = \cos(2x) + i\sin(2x)\) and \(e^{-2ix} = \cos(-2x) + i\sin(-2x) = \cos(2x) – i\sin(2x)\), because cosine is an even function and sine is an odd function. Adding these together, \(e^{2ix} + e^{-2ix} = 2\cos(2x)\), and so \(\frac{e^{2ix} + e^{-2ix}}{4} = \frac{1}{2}\cos(2x)\).

2. The term \(e^{2\ln(\sin(x))}\) can be simplified by recognizing that \(e^{2\ln(a)} = e^{\ln(a^2)} = a^2\), where \(a = \sin(x)\), thus it becomes \(\sin^2(x)\).

So, the equation now looks like this:

\[

x = \frac{1}{2}\cos(2x) + \sin^2(x) + \frac{1}{2}

\]

Now let’s simplify further. Recognizing that \(\sin^2(x) + \cos^2(x) = 1\) and \(\cos(2x) = 2\cos^2(x) – 1\), we can try to express everything in terms of either sine or cosine, but given the original equation, there’s not a straightforward algebraic way to isolate \(x\) due to the trigonometric and exponential terms mixed together.

The equation involves transcendental functions (sine, cosine, exponential), making it impossible to solve for \(x\) using algebraic methods alone. The solution for \(x\) in this equation would typically require numerical methods or graphing to approximate the values of \(x\) that satisfy the equation.

To solve this equation accurately, one would typically use a numerical solver available in software packages like MATLAB, Mathematica, or Python’s SciPy. These tools can find roots of equations (values of \(x\) that make the equation true) by iterating through potential solutions until they find one that works to within a desired level of accuracy.

If you have a specific domain for \(x\) in mind or any additional constraints, let me know, as that could potentially simplify the problem or make a numerical solution more straightforward to approach.(ChatGPT)

P A I N

How to defeat demon king

Go back in time to when they were a wee child

Teach them math

Go back to the future and go up to them and say this ☹️

Thx for the update!!

wow its finally back

It is finally updated, thank you gods of translations for bringing this great novel to our table, amen 🙏

In mamo kim (author) we trust!!!

Tbh this novel isnt as good as MAIN HEROINE but! I really like the female charas her, especially justia (& the possessor)

8/10

huh? this novel existed? I’ve never seen it before

when is this continuing? novel ended with ch 213

R19 scene starts from chap 121 btw

Read up to the latest chapter and the revenge/karma for the 3 girls who betrayed him is satisfying as hell so far

I think that Lumia is a possessor, but probably she was the original villain. So she tries to make the MC the villain of her story by using her knowledge to predict the future and turn herself into a prophet. Doing NTR to the MC by pretending he is a guy instead of a girl.

Is this good? Its not yuri ryght?

This mc is so ugly bro, that goofy ass hair looks like he chewed it and called it a haircut

Summary please

More chapters please

A great story with a great process uptill 63

But it just feels like the MC will forgive the betrayal too easily……i just want MC to break free of his shackles and find people who would not betray him…

I cried when i read it…

Even though its MTL, somehow i can uderstand the story and i cried…

It’s okay story is very slow and you will skip chs like crazy while reading this , main focus is regret in this one .

It’s amazing. Thanks for this one

have no idea about the plot and skimmed through it, but man the regret is big in this one

Should’ve listened to you

Now I’m emotionally suffering

Yo, thanks. Been wanting to read this for a while!