To use info that we have to start off on how powerful Dust truly is, we should look at Amity Arena once again.

The crystal used to hold the stadium is about 375 feet long and 187.5 feet wide

First, we need to find out how many people are in the stadium to figure out their total weight. Using multiple images and a scene from the end of Volume 3 chap.1, I found for the smaller benches that have stairs on either side that 16 people sit on each bench. Since there are about 30 benches, one set of smaller benches will have about 480 people. Using this set of benches as a reference, the larger benches are 3 times that size while the shortest is half.

There are 16 sets of small benches, = 7680 people

30 smaller sets with 15 benches each, = 7200 people

16 sets with 48 people on each bench = 23040 people

16 large sets of benches as long as 20 benches and 4 times as long = 20480 people

16 large sets with 10 benches and 4 times as long = 10240 people

One large ring that is the closest to the arena that I estimate to have 480 people in total and the larger outer ring that is the furthest from the arena to be about 4000-10000 people

Adding all these results will give about at least 73120 seats to upwards of 79120 seats. If put to weight, that'd be at least 5008.72 tons upwards to 5419.72 tons. This is not including the weight of the materials used in the actual stadium.

The weight of the total seats would be about 281.25 tons,

The steel beams needed for a stadium would be about 750 tons,

The amount of concrete would be 140,000 cubic yards or about 284,000 tons.

While there are the other materials and smaller details, these are the big four that will really add to a grand total of about 290,031 tons, which means that 375 feet tall Dust gem must be carrying about the same force as twice the weight of the CN Tower, which is 129,970 tons.

This is still impressive by how this stadium is being held hundreds of feet in the air and is constantly hovering, showcasing the amount of energy this single gem is producing 236599.45 tons of force just to keep it in the air if we take into account Remnant's gravity when we use F=ma (See next page on data.)

I sincerely apologize for not updating sooner, life has been busy with the Senior year. I'm hoping to have these notes done by the end of the year and I thank everyone who has been bothering to read my garbage!

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