Greetings!
Not sure whether this is the right forum to do so, but I have a question to ask:
Are there any sources telling us about the scales of one abstracted "tile" in SMAC (depending on map size)?
I have done a forum search, but had to stop on page 5 of the results list , so I´m trying here...
Meanwhile I have done my own calculations, leading me to some nice result:
First of all I have to form the axiom "Alpha Centauri has about the size of earth". That is for two purposes:
1) It offers a nice method to compare and calculate.
2) It´s logical, for the game doesn´t mention different gravity or giant deviations from earth years (correct me if I´m wrong, haven´t read much of the fiction that is around )
So I can start with my map (89*90 = 8010 tiles) and the exact dimensional figures of earth.
- I am assuming the overall area of earth with 510,000,000 km²
- I substract the "circles" spanned by 10 degrees of latitude around each pole
- This gives me a remaining area of 502,350,000 km² (rounded)
- So the area per tile is about 62,500 km² (again rounded)
- Which makes up for a beautiful 250km*250km size of a single tile
Now that sounds much for a single tile, but when playing the earth map in SMAC it is resembled quite good and in accordance with abovementioned figures.
What is your opinion? Do I have a major flaw in my accountings?
(I need that figure for a tourist guide project in /SMAC/Alpha Centauri Democracy Game)
Thx for any feedback,
- Micha
Not sure whether this is the right forum to do so, but I have a question to ask:
Are there any sources telling us about the scales of one abstracted "tile" in SMAC (depending on map size)?
I have done a forum search, but had to stop on page 5 of the results list , so I´m trying here...
Meanwhile I have done my own calculations, leading me to some nice result:
First of all I have to form the axiom "Alpha Centauri has about the size of earth". That is for two purposes:
1) It offers a nice method to compare and calculate.
2) It´s logical, for the game doesn´t mention different gravity or giant deviations from earth years (correct me if I´m wrong, haven´t read much of the fiction that is around )
So I can start with my map (89*90 = 8010 tiles) and the exact dimensional figures of earth.
- I am assuming the overall area of earth with 510,000,000 km²
- I substract the "circles" spanned by 10 degrees of latitude around each pole
- This gives me a remaining area of 502,350,000 km² (rounded)
- So the area per tile is about 62,500 km² (again rounded)
- Which makes up for a beautiful 250km*250km size of a single tile
Now that sounds much for a single tile, but when playing the earth map in SMAC it is resembled quite good and in accordance with abovementioned figures.
What is your opinion? Do I have a major flaw in my accountings?
(I need that figure for a tourist guide project in /SMAC/Alpha Centauri Democracy Game)
Thx for any feedback,
- Micha
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