For all Spacemasters unhappy with system generation

[Whitecold]

Finally someone is making some constructive suggestions

https://xkcd.com/2258/

[dazrand]

Beware evil Spacemasters, those mysterious planets might just be berserkers!

[Cralis]

LOL I saw that and was thinking about posting it. Though I'm half surprised he didn't suggest turning Jupiter into a small star...

[dazrand]

Given his technical bent, I am surprised he didn't mark the star for proper color space correction (RGB).

[Xveers]

Beware evil Spacemasters, those mysterious planets might just be berserkers!

The second someone rocks up with a Berserker that's big enough to completely fill up a tac hex, I'm rolling a new game

[Whitecold]

Beware evil Spacemasters, those mysterious planets might just be berserkers!

The second someone rocks up with a Berserker that's big enough to completely fill up a tac hex, I'm rolling a new game

Recreating Dahak in Starfire doesn't fit on any reasonable sheet of paper.

[szurkey]

Or another option...
https://www.deviantart.com/ariochiv/art/Stars-in-Shadow-Terraforming-Chart-784630933

[krenshala]

Beware evil Spacemasters, those mysterious planets might just be berserkers!

The second someone rocks up with a Berserker that's big enough to completely fill up a tac hex, I'm rolling a new game

Recreating Dahak in Starfire doesn't fit on any reasonable sheet of paper.

Just how many hull spaces would Dahak have, anyway?

[Xveers]

The second someone rocks up with a Berserker that's big enough to completely fill up a tac hex, I'm rolling a new game

Recreating Dahak in Starfire doesn't fit on any reasonable sheet of paper.

Just how many hull spaces would Dahak have, anyway?

Since you asked... The moon has a diameter of approximately 3424 kilometres. That gives it a diameter of 1737 km, more or less. Using the standard volume of a sphere equation (and assuming that Dahak kept the top 17 km or so of lunar rubble as camouflage, that gives us a volume of approximately 2.13 * 10^10 cubic kilometres. That's 2.13 * 10^21 cubic meters. Assuming the old value of 1 HS = 8000 m^3, that means we're looking at a ship approximately 2.6625 * 10^17 HS in size, or 266,250,000,000,000,000 HS. Give or take an order or two of magnitude.

[Whitecold]

Since you asked... The moon has a diameter of approximately 3424 kilometres. That gives it a diameter of 1737 km, more or less. Using the standard volume of a sphere equation (and assuming that Dahak kept the top 17 km or so of lunar rubble as camouflage, that gives us a volume of approximately 2.13 * 10^10 cubic kilometres. That's 2.13 * 10^21 cubic meters. Assuming the old value of 1 HS = 8000 m^3, that means we're looking at a ship approximately 2.6625 * 10^17 HS in size, or 266,250,000,000,000,000 HS. Give or take an order or two of magnitude.

Hmmm.... so I can turret mount my Kinetic launchers then?