Editing Talk:2711: Optimal Bowling
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Please elaborate on how widespread the aforementioned destruction would be. [[Special:Contributions/172.71.154.38|172.71.154.38]] 10:50, 15 December 2022 (UTC) | Please elaborate on how widespread the aforementioned destruction would be. [[Special:Contributions/172.71.154.38|172.71.154.38]] 10:50, 15 December 2022 (UTC) | ||
: See What-If #1 (https://what-if.xkcd.com/1/) for reference. [[User:Elektrizikekswerk|Elektrizikekswerk]] ([[User talk:Elektrizikekswerk|talk]]) 11:01, 15 December 2022 (UTC) | : See What-If #1 (https://what-if.xkcd.com/1/) for reference. [[User:Elektrizikekswerk|Elektrizikekswerk]] ([[User talk:Elektrizikekswerk|talk]]) 11:01, 15 December 2022 (UTC) | ||
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Randall is clearly overestimating the mass range at which "equipment damage" would occur. Even 10^3 kilos is a //car//. I'm pretty sure that throwing a bowling ball the mass of a car would do a lot of equipment damage. I believe the 10^10 to 10^20 range should be "widespread destruction" (already a category above) and between that and the Schwarzchild mass should be something like "all life on Earth destroyed" because 10^20 kilos is plenty large enough for a global killer asteroid (admittedly its velocity would be much smaller... but still, I don't see how you have 1% of the Moon's mass in bowling ball without wiping out all life on Earth). [[Special:Contributions/172.70.85.175|172.70.85.175]] 11:20, 15 December 2022 (UTC) | Randall is clearly overestimating the mass range at which "equipment damage" would occur. Even 10^3 kilos is a //car//. I'm pretty sure that throwing a bowling ball the mass of a car would do a lot of equipment damage. I believe the 10^10 to 10^20 range should be "widespread destruction" (already a category above) and between that and the Schwarzchild mass should be something like "all life on Earth destroyed" because 10^20 kilos is plenty large enough for a global killer asteroid (admittedly its velocity would be much smaller... but still, I don't see how you have 1% of the Moon's mass in bowling ball without wiping out all life on Earth). [[Special:Contributions/172.70.85.175|172.70.85.175]] 11:20, 15 December 2022 (UTC) |