**LONG POST WARNING**Hello All,
Something has be rattling about my mind for some time now. We know from "A Clone Of My Own," "When Aliens Attack," and so on, that scientists in the Futurama universe have increased the speed of light gazillions of times.
"Gazillion's;" that's a technical term...
This is the plot device the writers used to move the plots forward without ridiculously long travel times between stars, galaxies, etc.
It's a snide tongue-in-cheek creative alternative to "faster-than-light" space travel, doesn't violate Relativity, cosmology, causality, blah, blah blah...
All of this has been discussed 'round and 'round before, elsewhere in these forums, ad infinitum, and I don't want to become embroiled in that again.
What I want to discuss is this:
So just how fast is the 'new' speed of light?
Having far too much free time on my hands
Being scientifically curious, I did a bit of research, and found no threads that quite address this issue. If this has been discussed before, I didn't find it. Kindly point me towards said thread, and I'll be on my merry way...
Until then...
Here goes:
In "The Route of All Evil," Dwight and Cubert send the crew on a fake delivery to Dog-Doo 8. In other words, to the edge of the universe and back. From "Teenage Mutand Leela’s Hurdles," we know the PlanEx ship has a top-speed of 99% the speed of light.
The trip, there and back, takes a week.
Hmm, I says, hmm... Current cosmology tells us the edge of the observable universe is between about 14-billion and about 42-billion light-years.
That means the PlanEx ship travels between 28 and 84-billion light-years in a week.
Let's take the lower number, as it will give us a lower limit for the 'new' speed of light, and the math is a mite easier.
Now, rightly or wrongly, I'm assuming the ship flies straight out there, full throttle, turns on a dime, and flies straight back, also full throttle. It reduces the guesswork.
There are about 365.25 days in a year, and the trip takes 7 days, or 7/365.25's Oy! So much for easy math... of a year. 28-billion light-years in 7/365.25 years. Or;
28-billion light-years = 2.8 x 10^10th power,
Divided by 7 / 365.25th's of a year,
Divided by 99%...
A little arithmetic gives; 1.47685E+12 light-years per year.
That is, 1.46208 x 10^12th power, 1,476,848,484,848, or;
About 1.477-TRILLION light-years per year.
*Whoof* That's a helluva hurry!
This means, the 'new' speed of light is 1.476-trillion times faster the 'old' speed of light.
As I recall from high-school physics, the speed of light is about 186282.4 (1.862E+5) miles per second. That is, the current, or 'old' speed of light.
<Zoidberg>
Again with the arithmetic?
</Zoidy>
Gives us 2.75111E+17, or 275,110,880,193,939,000 miles per second, that is... uh... just a second...
1e+03= Thousands,
1E+06 = Millions
1E+09 = Billions
1E+12 = Trillions
1E+15 = Quadrillions
1E+16 = Tens of Quadrillions
1E+17 = Hundreds of Quadrillions
DAY-amn!
A smidge more than 275-QUADRILLION miles per second!
DAY-amn, I repeat for emphasis.
Does this stand to reason?
Did I miss something?
Is the round-trip distance all wrong?
Please point out any flaws in my reasoning, but if you do, please say what’s wrong, why, and how to do it right?
Oh, and just in case anyone’s interested, I’m ignoring Relativistic effects, as the ‘frame of reference’ is the universe, not the ship.
I’m done. You may flame when ready. 
Just don’t hit me, I’m brittle...