I've been reading the FTL page on the Mass Effect wiki and it mentions that the Reapers can travel 30 light years within a 24-hour period. I did a little math (which admittedly sucks) and here's what I got:
2,500,000 light years (the distance between the Milky Way and Andromeda galaxies) ÷ 30 light years (the maximum distance a Reaper could travel in a day) = 83333 (travel time in days, rounded down)
83333 ÷ 365 (1 earth year) = 228 years (rounded down)
So if I got this right, it would apparently take Reaper roughly 228 years to reach the Andromeda galaxy at it's top speed.
In comparison, the top FTL speed of a Council ship is roughly half that of a Reaper according to the wiki, so logically it would take a Council ship roughly 450+ years to reach the same destination.
I've also been reading a few threads here and some of the posts theorise that the Ark is based at least in part on Reaper tech. If so, then one could assume that the Ark would take at least as long as a Reaper would to travel to Andromeda.
So, judging from the Reaper tech-based Ark theory and assuming the Ark travels as fast as a Reaper would (which I suppose would give the Ark the quickest travel time that didn't involve wormholes) could we be looking at a Mass Effect game set somewhere in the 25th century?
Or, if the Ark is only as fast as the average Council ship, could the people of the Ark arrive at Andromeda sometime in the 27th century instead, perhaps?
Well, either way, BioWare did mention that ME:A was set "long after the events of the original trilogy", lol. At least with this we may have a rough idea of how long.
Or I could just be talking out of my pooper.





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