Theory - All The Rich People Of Wynncraft Possesses Weapons More Powerful Than A Nuclear Bomb

so what you're saying is, aledar is stupid
he had 5 le on him, why didn't he just...

 

Hmm, may need to calculate it's schwarzschild radius if possible...

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Ok, the equation for the schwartzschild radius of a black hole is r=2GM/c^2, G being the gravitational constant 6.67408x10^-11 N/m^2/kg^2, M being mass in kg, and c being the speed of light being 299792458 m/s. putting this all together gives us a scwartzschild radius of 1.756x10-22 m or, if I'm right, is 1 trillionth the radius of an electron in scales of magnitude speaking, scales of magnitude being in powers of 10 so it won't form a black hole.

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Oh, gravitational pull could be next, but I need a radius estimate...

 

To be fair, we could already conjure up entire meteors, I don't think a nuke is anything special.

 

Before I do some more calculating, some ground rules.

1. I am going to be using pixel measurements
2. I'll be using the volume of a cylinder and sphere formula to try and find a radius
3. The cylinder formula will be used to find the radius of a sphere assuming the same volume as the LE bottle, so the radius at the bottom of the LE bottle won't work.
4. The height of a cylinder will use the height of the bottle from neck to bottom.

The formulas being used here first will be these.

• Volume of a cylinder, V=(πr^2)h, V being volume, r being radius, h being height, and π being the pi=3.14159...
• Volume of a sphere, V=(4/3)(πr^3), V being volume, r being radius, and π being the pi=3.14159...

The average block of emerald is about 16 pixels wide, meaning 1 pixel=1/16 of a meter or 0.065 m/pixel or 6.25 cm/pixel. For the LE, I'm going with the ingame LE and am going to be counting the diameter but going from the dark lines and not the outside white line. The average LE bottle, assuming a circular bottom, is 8 pixels in radius and a height of 12 pixels, 8 pixels tall going from bottom to the neck of the bottle. With these numbers, the diameter turns out to be .52 m and the height from the neck to be .52 m. Using the volume of a cylinder formula, V=(πr^2)h, gives us a volume of about .11 m^3. Using a the volume of a sphere formula, V=(4/3)(πr^3), the radius can be found by reworking the formula a bit to get this, r=(3V/π)^.33, .33 being 1/3 but estimated. Using this gives the spherical radius to be about .47 m.

For the gravitational calculation, I'll be using this equation, g=G(m/r^2)

• g being gravitational acceleration, m/s^2
• G being the gravitational constant used earlier, 6.67408x10^-11 N/m^2/kg^2
• m being mass in kg
• r being radius in m

Now to list out the numbers being used

• G=6.67408x10^-11
• m=118272 kg
• r=.47 m

Now put that all together gives a gravitational pull of 3.573x10^-5 m/s^2. To put that into perspective, that's a third the gravitational pull you'd fell the asteroid Bennu, the asteroid we just got a sample return from but is heading towards Earth.

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One more thing and this should be easy, density, which is simply density=m/V, m being mass in kg and V being volume in m^3.

• m=118272 kg
• V=.11 m^3

Putting these together gives a density of 1075200 kg/m^2 or 1075.2 g/cm^2. That is roughly in between the density of the sun and a white dwarf or the density of a brown dwarf so not too bad but not what I was hoping for which was neutronium density.

 

imagine you are doing hardcore and then you die with your 1.5stx of on you and the bottle breaks

 

Woohoo! Tho I just looked at the picture and the black border of the le means that the actual radius of the liquid emerald itself is 6 pixels, with the glass being the black border. So would the density be even greater then? I’m assuming so.

 

finally, elkurn can be no more!

 

Wait, I can also calculate the force of gravity and the energy by just dropping it a meter...
Ok, the equation being used is pretty simple and well known, F=ma

• F is the force on an object in newtons
• m is mass at 118272 kg
• g is 32.4 m/s^2, I got that number from this video on Game Theory and I feel lazy and it will work for what I'm doing:
  

Put everything together gives us a force if it were in your hand of 3832012.8 N which is about 53000 times the force you are feeling on earth right now, assuming a person weighing 72 kg.

Dropping this thing from a meter high is going to be fun as it is going to be kinetic energy instead of force...
To find the energy of by basically pressing Q in Minecraft, I'll need to lay out more groundwork...

• The kinetic energy equation is Ke=.5mv^2, m is mass in kg, v is velocity
• To find velocity, the equation will be v^2=2ad, a being acceleration and d being distance

First, to find the velocity but some rework on the equation is needed to just be v

• v=(2ad)^.5

Put everything together, the velocity turns out to be about 8.05 m/s. Now for the kinetic energy, no equation rework is needed and everything can be plugged in to get the same number as the force of gravity, so 3832012.8 J. To not bore you with more math, the height at which you would need to drop it at to achieve the same value of energy used to change the LE from solid to liquid it into an LE would be about 112.87 km or a little bit past the Karman line. Let's go bigger, how about we drop from the orbit of the ISS?

• Ok, the ISS orbit's about 408 km high or almost 4 times the previous height...
• Acceleration is 32.4 m/s^2 which is 3 times that of Earth roughly
• I'm going to assume the gravity is the same that high up even though on Earth it wouldn't
• The mass is 118272 kg, now for some fun.

To not to bore you with math again, we get the energy of 1540469146 kj or about 3.56 times more powerful than the thermal energy of the LE.
Now even MORE, TSAR BOMBA!

Yield is 210 petajoules or 210x10^15 joules
Acceleration is 32.4 m/s^2
Mass is 118272 kg

For that, it would have to be 54801487.09 km or about 1/3 of an astronomical unit/the distance from Earth to the sun away from the surface to equal the Tsar Bomba. At that point it may as well be impossible as the acceleration due to gravity lessens as you go further out. Also, just a minor stupid nitpick, try to use kelvin instead of Celsius when using Q=n*c*deltaT.

 

well this math has escalated quickly

 

Give or take 2 to 3 hours spent to do that, lol.

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Which meteor do you speak of?

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It would, I'll have to recalculate that later.

 

Probably the mage meteor spell.

 

0ver 100kg

Can hold like 30 stacks in their inventory


we are literally....stronk

 

That thing's puny in comparison to good size meteors and asteroids.

 

They probably have thermal magic or something like that...

 

Jokes on you, Wynncraft doesn't take place under standard atmospheric pressure.

It's actually heavier. :D

 

Not so fast.
Emerald is made from the mineral Beryl with slight traces of Chromium and sometimes Vanadium.
Beryl's formula is this: Be3Al2Si6O18
Therefore only 3/29s of Beryl is Beryllium, just over 10%.
This means that your calculations are off a lot.
However, the emeralds in Wynncraft are very green, so much more Chromium/Vanadium would be in the emerald.
The Chromium/Vanadium could even go up to 1 or 2 %, so Beryllium would be apx. 8% of the block.
This means that your calculations are off by 92% or so, assuming that the low percentage doesn't adversely affect the results.
Therefore it is only about 0.24 - 0.27 times the force of a nuclear bomb at most.

 

Well, emeralds aren't pure beryllium; they're made of of beryl, but beryllium actually only makes up ~5% of the mass of beryl. However, we can't just disregard the other elements in there, all of which are significantly more massive than beryllium; these would also add significantly to the total energy since they don't just go away when the emerald is melted.

 

Checkmate.

 

Uh oh, they're on to us now...

 

Alright, recalculate the density now...
Ok, instead of 8 pixels wide, it might 6 but lets do it anyways as it condenses the LE even more!
So now the radius of the bottle is 3 pixels and the height is still 8. Using the formula for a cylinder again with the mass of 118272 kg and using the fact 1 pixel=.065 m, the density turns out to be 1.903967x10^6 kg/m^3 so almost a 50% increase from the last calculation but still not white dwarf levels of density.