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code_sloth | 6 years ago
The circle covers 50.2M km^2 (4000^2 * pi). I'm going to assume the 2/3 land quotes are good enough an estimate. That makes the land mass inside the circle 33.5M km^2 (2/3 * 50.2). That means that the circle contains just 22.5% (33.5M/149M) of ALL land mass.
I couldn't find any quick data source on how much land inside the circle is actually habitable. So I'll apply a few ratios:
If X% of the land in the circle is habitable:
X = 33% --> 33% * 33.5M / 52M = 21.5%
X = 50% --> 50% * 33.5M / 52M = 32.2%
X = 75% --> 75% * 33.5M / 52M = 48.3%
Your estimations would hold iff >75% of the land in the circle is habitable.
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