Premise[]
Chakravartin gets some... calcs.
Size and Explosion[]
As per this thread, we will now assume that the galaxies around Chakravartin are indeed real galaxies.
Size taken from here.
We will use the Milky Way Galaxy as our average galaxy size, as per the site standards. It is approximately 100,000 light-years in diameter.
Aqua Blue Galaxy (Yellow): 78px or 100,000 light years.
Chakravartin (Red): 406px : 100,000 * (406/78) = 520,512.820513 light years (Type 7 Large Size).
Explosive Radius (Green): 884px : 100,000 * (884/78) = 1,133,333.33333 light years. That's a 1.0722467e+22 meter radius.
Time to use the cosmic inverse-square law formual.
E = 4*U*(Er/Tr)^2, where U is the energy that remains at the edge (Galaxy-busting energy, 1.053e+66 J), Er is the Explosive Radius, and Tr is the Target Radius (AKA the radius of the target at that distance which we wanna blow the fuck up to kingdom come).
Er = 1.0722467e+22 meters
Tr = 50,000 light-years or 4.7305e+20 meters (Radius of the Milky Way Galaxy)
E = 4 * 1.053e+66 * (1.0722467e+22/4.7305e+20)^2 = 2.1640321e+69 J or 21.640321 YottaFoe (3-B, Multi-Galaxy level)
Great. It's a downgrade, but that means Demigod Kratos and Saitama can't fight him. Awwww Shucks.
Chakravartin Yeets a Big-Ass Moon[]
Feat here.
As per this thread, we are now to use the Black Hole Formula to figure out its GBE since the Moon exceeds its Schwarzchild radius. LS stays tho. But let's get to it.
Chakravartin (Green): 1200px or 520,512.820513 light-years.
Moon (Red): 492px : 520512.820513 * (492/1200) = 213,410.25641 light-years or 2.0190744e+21 meters in diameter. Radius is 1.0095372e+21 meters.
Time to find the mass. Square-cube law time. Mass of template object * (Size of enlarged object/Size of original template object)^3.
Moon mass: 7.342e+22 kg
Moon radius: 1737.4 km or 1.7374e+6 meters
Mass of the bigger moon: 7.342e+22 * (1.0095372e+21 / 1.7374e+6)^3 = 1.440396e+67 kg (Universal LS). LMAO.
As per this accepted blog which is in the Black Hole Feats in Fiction page, we are to use this formula for this exceedingly large object:
((299792458^2/(2*6.674*10^-11))/(1.989*10^30))*(5.693*10^41) * radius in meters = energy in joules
E = ((299792458^2/(2*6.674*10^-11))/(1.989*10^30))*(5.693*10^41) * 1.0095372e+21 = 1.9456017e+59 J or 1.9456017 PetaFoe (4-A, Multi-Solar System level)
For a moon this big IDK why it's not higher than Tier 3 but eh, black hole rules be black hole rules.
Don't ask me to do the statue, find someone else.
Chakravartin Firin' His Lazer (Part 1)[]
Scene taken from here.
Size for Chakra for angsizing gotten from here. Actual feat here. The video runs at 60FPS.
Chakravartin (Red): 324px or 520,512.820513 light-years
Panel height (Green): 1824px
As per the Calculation Guide page, the formula for finding distance via angsizing given object size is...
Distance from point of view to object = object size * panel height in pixels/[object height in pixels*2*tan(70deg/2)]
Distance from point of view to object = 520512.820513 * 1824/[324*2*tan(70deg/2)] = 2092447.05109 light-years or 1.9796642e+22 meters.
His beam, according to this, fires at Frame 14896, reaching Earth at Frame 16394. That's 1498 frames.
Timeframe: 1498/60 = 24.9666666667 seconds.
Speed: 1.9796642e+22 / (1498/60) = 7.9292291e+20 m/s or 2,644,906,100,000 (2.6449061 trillion) times FTL (MFTL+)
Chakravartin Firin' His Lazer (Part 2)[]
Feat here.
Now, the distance between PoV and Chakra.
Chakravartin (Green): 1086px or 520512.820513 light-years.
Screen height is 2160px, that's literally the image height itself.
As per the Calculation Guide page, the formula for distance via angsizing given finding object size is...
Distance from point of view to object = object size * panel height in pixels/[object height in pixels*2*tan(70deg/2)]
Distance from point of view to object = 520512.820513 * 2160/[1086*2*tan(70deg/2)] = 739,262.334132 light-years or 6.9941609e+21 meters.
Timeframe? One single frame with a framerate of 60 FPS.
1/60= 0.01666666666 seconds.
Speed: 6.9941609e+21 / (1/60)= 4.1964965e+23 m/s or 1,399,800,600,000,000 (1.4 quadrillion) times FTL (MFTL+)
Finally. An upgrade. A good one at that.
Final Results[]
Chakravartin's Size: 520,512.820513 light years in size (Type 7 Large Size)
Chakravartin Goes Kaboom: 2.1640321e+69 J or 21.640321 YottaFoe (3-B, Multi-Galaxy level)
Chakravartin Throws His Moon (Lifting Strength): 1.440396e+67 kg (Universal LS)
Chakravartin Throws His Moon (AP): 1.9456017e+59 J or 1.9456017 PetaFoe (4-A, Multi-Solar System level)
Chakravartin be Firin' His Lazah (Part 2): 7.9292291e+20 m/s or 2,644,906,100,000 (2.6449061 trillion) times FTL (MFTL+)
Chakravartin be Firin' His Lazah (Part 2): 4.1964965e+23 m/s or 1,399,800,600,000,000 (1.4 quadrillion) times FTL (MFTL+)