ssss.gridman

  1. Stocking Anarchy

    Gridman Universe

    A thread for all Gridman related goodness. So far Gridman Universe consists of Hyper Agent Gridman, Gridman: Boy Creates Hero, SSSS.Gridman and SSSS.Dynazenon, as well as various manga and novels. A movie is also in the works, with a working title of Gridman X Dynazenon. There's also a bunch of...
  2. Stocking Anarchy

    Calc SSSS.Gridman - Gridman vs Go'yavec

    So far we've had some pretty impressive kaiju feats. But time to step up the game with a mountain-sized kaiju; Go'yavec. According the SSSS.Gridman Super Complete Works, Go'yavec stands 399m tall with a mass of 5.6 million tons (or 5,600,000,000kg). (Relevant text) (Rough translation) 1...
  3. Stocking Anarchy

    Calc SSSS.Gridman - Gridman vs Diriver

    Gridman battles Diriver in the sky. Impressive things happen. 1. Gridman flies upwards Gridman flies high into the sky. Gridman as of Primal fighter is 50m tall and weighs 44,000 tons (or 44,000,000kg). (Relevant text) (Rough translation) With that, let's get to scaling. 5 pixels = 50m 1...
  4. Stocking Anarchy

    Calc SSSS.Gridman - Super Lightning Kick!

    Gridman kicks Gonglee in the face, killing the fuck out of it! Gridman stands 70m tall weighs about 60,000 tons at his tallest (this is before he manifested smaller to allow more processing space; 60,000 tons being 60,000,000kg). (Relevant text) (Rough translation) 879 pixels = 70m 1 pixel =...
  5. Stocking Anarchy

    Calc SSSS.Gridman - Gridman punches Anti's light out

    Gridman punches Anti, sending him flying. Anti's kaiju form is 65m tall and weighs 55,000 tons (or 55,000,000kg). (Relevant text) (Rough translation) So...let's get calcing! 691 + 149 = 840 pixels 840 pixels = 65m 1 pixel = 65m/840 = 0.0773809524m 0.0773809524m X 166 = 12.8452381m Timeframe...
  6. Stocking Anarchy

    Calc SSSS.Gridman - Gridman fixes the world

    2:02 Gridman's fixer beam creates the planet and fires out into space. As far as I know, creating the planet in this way can't really be quantified, but the speed of the beam can be. We'll need to find the radius of the planet. R = (h/2) + c^2/(8h) = (115/2) + 1605^2/(8 X 115) =...
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