Talk:2636: What If? 2 Countdown

I've started the table to explain all the calendar entries. Barmar (talk) 00:19, 23 June 2022 (UTC)

Is the dog minutes calculation backwards? 777,777 dog minutes should be 777,777 x 7 human minutes, which is over 10 years. Randall seems to be dividing instead of multiplying. Barmar (talk) 00:36, 23 June 2022 (UTC)

No - 1 human year = 7 dog years; 1 dog year = 1/7 human year; 1 dog minute = 1/7 human minute; 777,777 dog minutes = 111,111 human minutes = 77 days, 3 hours, 51 minutes. 172.70.90.173 11:32, 23 June 2022 (UTC)

First entry is probably mistake by Randall, e^pi would give value of 84.5 162.158.203.38 11:57, 23 June 2022 (UTC)

That would be too high, though. 82.xxx days (from midnight at the start of launch day) would fall within the 83rd day before it (Jun 22). 84.5 would fall within the 85th (Jun 20). 172.70.91.58 12:15, 23 June 2022 (UTC)

Not sure if this is even worth mentioning, but he forgot the box around the date number in the top corner for August 29th. 172.70.126.151 12:49, 23 June 2022 (UTC)

Fyi, used wolfram alpha for most of the calculations. Seems to be able to handle anything I throw at it (nanocenturies, megaseconds, fortnights etc) Aditya95sriram (talk) 13:02, 23 June 2022 (UTC)aditya95sriram

Some of the calculations done forward (assuming what Randall means as a Generation, for example) might be best done as "to get this many days, what does Randall think ilhe is starting from. And see if 365, 365.25 or even 365.24 days per year works best, where relevent. Although I think in many cases you'll find the fractional differences negligable, when done right. (I'm also a bit surprised by the off-by-one errors in days-to-go and derived value, but I suspect that this is because of assymetric rounding effects that would be revealed by running the assumption backwards and seeing how different (or otherwise) the decimals actually are.) 172.70.85.211 13:32, 23 June 2022 (UTC)

Not sure about most numbers but at least the order of magnitude seemed plausible. I can't quite find a proper way to read August 28th. π^π^π is roughly 80662.666 - if you read πcoseconds as "picoseconds", that's way less than a second. I have no idea what π * coseconds are supposed to be. π * c * o * seconds doesn't look much better - there are values associated with "c" (speed of light, for example) but I have no idea what "o" could be and certainly nothing that would make this a unit of time. Sixteen days would be 1,353,600,000,000,000,000 ps (picoseconds). π^π^π^π is three orders of magnitude too small, π^π^π^π^π is many orders of magnitude too big a number. Am I missing something (really obvious, maybe?) here? 627235 (talk) 14:52, 23 June 2022 (UTC)