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Calc request from @John Wayne . Obviously, this is the movie version. 1:03 Voldemort lights up the clouds with the Elder Wand. Not entirely sure how to go around this, but I'll do my best. First off, the speed. Voldemort is played by Ralph Fiennes, who is 1.8m tall. 41 pixels = 1.8m 1 pixel =...
3:56 The Nazi's open the Ark and soon regret it. We also have some impressive speed and noticeable cloud movement. I'll need to rewatch the movie to see if there's a proper reference frame, but on average low level clouds are below 6500 feet (1.9812km, or 1981.2m), while stratonimbus clouds...
Vin with the power of Preservation spins the planet around in an incredibly short timeframe, and the Sun is noted to drop below the horizon in less than a second. Using this formula for help. Using the values of the Earth for this. The circumference of the Earth is 40075km, and half of that is...
19:53 Captain Planet foils Punders dastardly plan to turn the Earths forests into air conditioners by collecting all the glass domes and recycling them. The diameter of the Earth is 12756.2km, or 12756200m. 1264 pixels = 12756200m 1 pixel = 12756200m/1264 = 10091.9304m 10091.9304m X 220 =...
Mr Wednesday tells Shadow to think of snow, which he does, and this creates snow. Shadow imagines that the snow will cover Chicargo, and that there will be 12 inches of it, so this should be relatively straight forward. Chicargo covers an area of 606.1km^2, or 6.061e+8m^2. 12 inches is 30.48cm...
Saw an Animorphs debate that had some surprisingly impressive feats for Animorphs. Note that I don't really know the complete context, I just feel like calcing the feats. Because why not? 1. Andolite fighter reaches one-tenth the speed of light. This one does itself; 10% C. 2. Skrit Na...
Skywell-27, a satalite laser powered by a fragment of the Vault Key, fires upon Promethia, causing a colossal explosion. Promethia is a small planet, said to be 'almost moon-sized.' Thus, we'll use the Moon as reference. The Moon has a diameter of 3474.8km. 866 pixels = 3474.8km 1 pixel =...
Troy phaselocks Elpis. Note that Elpis gets progressively closer in later shots. This is Elpis before Troy phaselocked it... ...and this is after... ...and this is during the battle with Troy. The map markers also note the moon is falling. So yes, Elpis is definately getting closer...
Various calc requested by @MatthewSchroeder. 1. Dragon monster melts the Moon A dragon monster melts a chunk of the Moon. Diameter of the Moon is 3474.8km, or 3474800m. 467 pixels = 3474800m 1 pixel = 3474800m/467 = 7440.68522m 7440.68522m X 116 = 863119.486m 7440.68522m X 47 = 349712.205m...
During the final battle, Kala sucks in the universe in order to consume Ajna, but Ajna breaks free. How can I be sure it's the universe? Foremost, Kala is the creator and destroyer of the universe, and has done this repeatedly. 5:38, Ajna enters the area Kala is, and the final battle begins...
Tara Ajna launches into space and leaps/flies to Kala. How can I be absolutely sure that she is travelling through space? At the end of the game, we can see the location of the final battle compared with the planet. Now we have that sorted out, let's find the distance moved, and the timeframe...
Maha Heruka Ajna's beam attack is powerful. I might come back for the energy at some point, but for now, I want to look at the speed. Previously, I used the average height of a 16 year old Indian girl for Ajna (that being 1.56m), so let's stick by that. First we'll scale to Dhar... 177 pixels =...
Indivisible has a few minor impressive speed feats. Let's take a look at them before going into the big stuff. 1. Garuda Cruel's swoop attacks Garuda Cruel makes several swoop attacks during your fight against him. Ajna is from the country of, which is the fantasy equivalent of India. Ajna is...
Kala's awakening is felt all over the world (and tanked at ground zero by Heruka Ajna). As everyone felt it, and we see the ground visibly shake, that would be a VI, or strong. To shake the planet, we'll need the circumference of the planet, which is 20,037.5km, or 12450.725264 miles. Now we...
In Space 1992: Rise of the Chaos Wizards, there are multiple examples of characters travelling interstellar, and even intergalactic distances by riding giant metal dragons through space (as well as on giant eagles). In total, the events of 1992: Rise of the Chaos Wizards takes place in a...
3:54 Angus McFife XIII, the Hootsman, Proletius, Ralathor and Zargothrax ride a meteor down onto the Earth, which creates a colossal explosion. All of them survive said explosion. The Earth has a diameter of 12,742km. 782 pixels = 12,742km 1 pixel = 12,742km/782 = 16.2941176km 16.2941176km X...
LASER. POWERED. GOLBIN. THRASHER. 0:31 Best husbando Angus McFife XIII flies into space in seconds, without using the Legendary Enchanted Jetpack. The planet doesn't really look like Earth, although Angus, Hootsman and Ralathor are walking around fine on it (plus this is an alternate dimension...
7:08 Mecha Gilarus messes with the Computer World in Greenwich, which messes with time (or peoples perceptions of time) around the world, which causes the Moon to move. Naoto and Yuka were unaffected by the time hypnosis made to convince everyone that the false time was the real time. Either...
Let's look over some statements of speed from the Hyper Agent Gridman book (which came with the SSSS.Gridman book). The Ultraman wiki pages for Gridman, God Zenon and Dyna Dragon list the speeds and masses too, but let's get it directly from the source. Thunder Jet has a mass of 47,000 tons...
I love it when the series calcs the feats for you. :smugnon 8:17 MechaStealgun can fly at speeds of mach 15. According to the Hyper Agent Gridman guide (which I got with the SSSS.Gridman guide) Stealgun weighs 68,000 tons. (Relevant text) 68,000 tons is 68,000,000kg. What's mach 15 in m/s...
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