Overview[]
So yesterday, The Everlasting told me about a Powerpuff Girl feat where a super laser throws the Earth out of orbit, hurdling into the Sun, only to be put back in place by HIM. The feat can be found here, near the end of the video.
PowerPuff Girls S06E02-a Custody Battle
The Calculation[]
Low End[]
Now, since throwing the Earth in the Sun in this timeframe would be FTL, thus cannot be calculated. Because of that, I'll be using the Earth-Moon Distance for the calculation.
It takes around 3 Seconds for the Earth to get past the Moon.
Earth Moon Distance is roughly 363,104 km at its nearest.
Traveling 363,104 km in 3 Seconds would be 121034666 m/s, 0.40373 Speed of Light or Mach 352870
According to Google, the Mass of the Earth is 5.972 × 10^24 kg
0.5*5.972e+24*121034666^2 = 4.374308e+40 Joules
KE = 4.374308e+40 Joules
KE = 10454847.0363 Yottatons
KE = 10454.8470363 Ronnatons
KE = 10.4548470363 Quettatons (Small Star level)
High End[]
363,104 km / 2 seconds = 181,552,000 km
KE = 9.8421930310144e40 Joules
KE = 23523405.9059 Yottatons
KE = 23523 Ronnatons
KE = 23 Quettatons (Small Star level)
As for the full speed of the Earth going into the Sun.
Using the Earth-Mercury Distance
77 million km / 7 seconds = 11,000,000,000 m/s (36c)
Using the Earth-Sun Distance
149.6 million km / 7 seconds = 21,371,428,600 m/s (71c)
Final Tally[]
HIMs casual power: 10 to 23 Quettatons (Small Star level)
Speed of the Earth: 36c to 71c (FTL+)
As I mentioned before, HIM casually overpowered the KE of the Earth by a simple hand gesture so it obviously scales to him. If I recall, the Powerpuff Girls were consistently depicted as being weaker than HIM, so maybe Brown Dwarf level+ for them?