Yes I have made this title for other blogs before and no I don't care that I have, I'll do it again as many times as I feel like. 
Anyway, to business.
Pandy and Retro are arrested and flown to the Dead Leaves prison on the remains of the Moon. The flight only takes a few seconds. This is super straight forward, but due to the wonky visuals we'll be using a low end via scaling off the Earth and a high end of the distance between the Earth and the Moon. The diameter of the Earth is 12,742km, and the distance from the Earth to the Moon is 384,400km.
(Low end)
185 pixels = 12,742km
1 pixel = 12,742km/185 = 68.8756757km
68.8756757km X 190 = 13086.3784km
(High end)
729 pixels = 384,400km
1 pixel = 384,400km/729 = 527.297668km
527.297668km X 190 = 100186.557km
Timeframe is 1 second and 7 frames.
T = 1s/24
= 41.6666667ms X 7
= 0.291666667s + 1s
= 1.29166667s
(Low end)
523 X 68.8756757km = 36021.9784km
36021.9784km - 13086.3784km = 22935.6km
T = 22935.6km/1.29166667s
= 17756593.5/340.29
= Mach 52180.7679
(High end)
527.297668km X 523 = 275776.68km
275776.68km - 100186.557km = 175590.123km
T = 175590.123km/1.29166667s
= 135940740/299792458 X 100
= 45.3449499% C
At the end of the film, we see the opposite when Pandy and Retro escape and return to Earth.
No harm doing this all over again is there?
(Low end)
181 pixels = 12,742km
1 pixel = 12,742km/181 = 70.3977901km
70.3977901km X 497 = 34987.7017km
(High end)
708 pixels = 384,400km
1 pixel = 384,400km/708 = 542.937853km
542.937853km X 497 = 269840.113km
Timeframe is 8 seconds and 22 pixels.
T = 41.6666667ms X 22
= 0.916666667s + 8s
= 8.91666667s
(Low end)
70.3977901km X 101 = 7110.1768km
34987.7017km - 7110.1768km = 27877.5249km
T = 27877.5249km/8.91666667s
= 3126451.39/340.29
= Mach 9187.60877
(High end)
542.937853km X 101 = 54836.7232km
269840.113km - 54836.7232km = 215003.39km
T = 215003.39km/8.91666667s
= 24112529.7/340.29
= Mach 70858.7666
Final Results
Pandy & Retro are flown to the Moon (low end) = Mach 52180.768
Pandy & Retro are flown to the Moon (high end) = 45.345% C
Pandy & Retro return to Earth (low end) = Mach 9187.609
Pandy & Retro return to Earth (high end) = Mach 70858.767
Anyway, to business.
Pandy and Retro are arrested and flown to the Dead Leaves prison on the remains of the Moon. The flight only takes a few seconds. This is super straight forward, but due to the wonky visuals we'll be using a low end via scaling off the Earth and a high end of the distance between the Earth and the Moon. The diameter of the Earth is 12,742km, and the distance from the Earth to the Moon is 384,400km.
185 pixels = 12,742km
1 pixel = 12,742km/185 = 68.8756757km
68.8756757km X 190 = 13086.3784km
(High end)
729 pixels = 384,400km
1 pixel = 384,400km/729 = 527.297668km
527.297668km X 190 = 100186.557km
T = 1s/24
= 41.6666667ms X 7
= 0.291666667s + 1s
= 1.29166667s
(Low end)
523 X 68.8756757km = 36021.9784km
36021.9784km - 13086.3784km = 22935.6km
T = 22935.6km/1.29166667s
= 17756593.5/340.29
= Mach 52180.7679
(High end)
527.297668km X 523 = 275776.68km
275776.68km - 100186.557km = 175590.123km
T = 175590.123km/1.29166667s
= 135940740/299792458 X 100
= 45.3449499% C
At the end of the film, we see the opposite when Pandy and Retro escape and return to Earth.
No harm doing this all over again is there?
181 pixels = 12,742km
1 pixel = 12,742km/181 = 70.3977901km
70.3977901km X 497 = 34987.7017km
(High end)
708 pixels = 384,400km
1 pixel = 384,400km/708 = 542.937853km
542.937853km X 497 = 269840.113km
T = 41.6666667ms X 22
= 0.916666667s + 8s
= 8.91666667s
(Low end)
70.3977901km X 101 = 7110.1768km
34987.7017km - 7110.1768km = 27877.5249km
T = 27877.5249km/8.91666667s
= 3126451.39/340.29
= Mach 9187.60877
(High end)
542.937853km X 101 = 54836.7232km
269840.113km - 54836.7232km = 215003.39km
T = 215003.39km/8.91666667s
= 24112529.7/340.29
= Mach 70858.7666
Final Results
Pandy & Retro are flown to the Moon (low end) = Mach 52180.768
Pandy & Retro are flown to the Moon (high end) = 45.345% C
Pandy & Retro return to Earth (low end) = Mach 9187.609
Pandy & Retro return to Earth (high end) = Mach 70858.767
