This Game - Calculus AMV

I made a calculus AMV for a school project!
Inspired by my friend Minami c:

Most of the AMV visuals are synced with that of the actual anime opening (No Game No Life). This was created completely on Adobe After Effects and Google Drawings.

The music belongs to the original creators of No Game No Life.

[eggsbennedit]

This is the kind of video that gets recommemded 6 years later and in 3 days goes from 1.8k views to 1.8m views

[vortex__]

The integration arc was insane. Finally got to see the backstory of the derivative.

[twincherries]

Bros putting late story spoilers in the op, how accurate

But seriously, this is really impressive, I'm sure this project must have gotten a perfect grade. Awesome work

[saiko]

dude made the hardest calculus edit 7 years ago and thought we wouldnt notice 💀🔥

[Wmann]

That scene of the irrational numbers pi, e, phi and root 2 just felt magical, as if they’re the known 4 powerful beings of what they are.

[mrtoast]

"The world is even and the world is odd, however you decide to put the pieces together the result is still the same"

-the MC realising how every function is just a combination of sines or cosine.

[log_e]

jesus the fact that this doesn't have hundreds of thousands of views makes me irrationally mad💀 *I see order has been restored!*

[chrell]

How was this made 6 years ago, this is a pure masterpiece! Bless the heavens for this holy video they sent me!

[Kay_R]

"World is fair."
**Watches this edit and views on it"*
"This world is cruel."
*Proceeds to destroy humanity beyond walls.*

[robertryansantiago]

Mastering both math and animation really is an insane combination of skills.

[Jah_Rizz]

The trigonometry arc really was one of the best arcs 🥲

[mythic]

Guys don't worry this masterpiece is on the verge of becoming popular, it has the 6 years old underrated video privilege

[InOut]

As a teacher, this explains a lot about society

[zneuph]

I really liked the fact that in this Cartesian Plane Sekai filled with real numbers, Function was finally able to unlock his fifth form, piecewise, which can actually have his previous functions combine into a stronger form. But really, the moment where the point of discontinuity struck Function so hard that he almost believed that the limit doesn't exist made my heart broken. Until Integral said to Function that "Having an undefined doesn't mean the limit doesn't exist. You just have to prove it with the limit law!" which helped Function unleash his "Final Attack: Absolute Value" move. It really was one of the moments of all time to be reckoned with.

[drstepan]

Wtf this level of quality and only 1.8k views? YouTube stop sleeping on this man

[ohwow]

Bro this anime is insane! The scene where e^x survived derivative's attack is honestly just so badass. It's probably my favorite scene in the derivative arc. The integral arc is pretty insane too. I was blown away at square root of pi's transformation. Probably one of the best glowups in anime tbh.

[TNPhan]

How can this work of art hasn’t reached 100k views yet?

Spoiler alert: I love the last episode when Riemann said “It’s summing time!” And start summing. Hopefully the second season is gonna reveal the prove for Riemann’s conjeture

Edit: dang, from 23k to 183k views within 7 days. Finally the alg found this masterpiece

[lamperouge]

The Riemann Summation arc drove me to tears. Rest in Peace Riemann-san. Your efforts will not be in vain.

[felixarsene]

The relationship between Integral-san and Triangle-san is really touching for real😢. I recommend this 10/10 anime.

Synopsis (slight spoiler alert!!!)

Once upon a time, in a world of math and logic, there was a protagonist named Integral-san. He was a brilliant mathematician who loved to calculate areas and volumes of various geometric shapes.

Integral-san was always seen with his friend Riemann, who was also a genius in the field of calculus. Together, they solved complex mathematical problems and discovered new ways to approach them.

Despite having Riemann by his side, Integral-san never left Triangle-san, who was always with him. Triangle-san was a geometric figure that Integral-san admired and loved working with.

Integral-san's teacher was none other than Taylor-san, who was a wise and knowledgeable person. Under Taylor-san's guidance, Integral-san learned many new techniques and ways to solve mathematical problems.

However, one day, Integral-san's world changed when he encountered Euler-san. Euler-san was a brilliant mathematician who had discovered many new mathematical concepts and theories. He wanted to change the world for the better, but his ideas were often misunderstood by people.

Integral-san was scared of Euler-san's power and feared that his ideas could disrupt the balance of their world. He refused to listen to Euler-san and continued with his own methods of solving mathematical problems.

Despite this, Integral-san never forgot his friend Riemann and continued to work with him to solve even the most challenging mathematical problems. He also remained loyal to Triangle-san, who was always by his side.

In the end, Integral-san learned that there was more than one way to approach a mathematical problem, and he realized the importance of working together with others to find solutions. He also realized that he should never fear new ideas and concepts, but rather embrace them with an open mind.

And so, Integral-san continued to work alongside his friends and teacher, exploring new concepts and solving complex mathematical problems, always with Triangle-san by his side.

[spirit]

Finally, an anime i can watch with my dad