I personally think it has too many grapplers...seltha wrote: Tue Dec 24, 2024 7:31 am Here is my NX class Starship (from 'Enterprise')
12-24-2024, 18-11-52.png
It's a nuclear powered science vessel with 16 space science assemblers onboard. I run a pair of them on a milk run from Nauvis to Fulgora, each ship making 2-4k science per round trip depending on the asteroid distribution. Round trip takes approximately 4 minutes. It's still early game for me, I don't know how it will hold up deeper into space. I might have to build a NCC-1701-D for that![]()
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
It does however have the right number of tractor beams! (that being 0)