Russell's Solution addresses a soon-to-be non-existent problem;
a space-based, space-faring society has no need of a Calendar
attuned to "Seasons."
Maybe... "8)
On 1/30/18, Ryan O'Connor <***@gmail.com> wrote:
> David, yes I see my error now. Adjusting the length of 1 second slightly
> would not compensate enough for 1/4 days per year, only the inaccuracy of
> the length of one day.
>
> I believe Russell's solution to be superior. I'll start building nukes to
> make the orbital adjustments; might as well construct them in North Korea
> since New Zealand is nuclear-free.
>
> Ryan
>
> On 30 January 2018 at 23:16, David C Brown <***@gmail.com> wrote:
>
>> "One year is never precisely the amount of time the earth takes to orbit
>> the sun. Thus, leap years."
>>
>> Nyat. The length of the year and the length of the day are (at least in
>> the short term) fixed and the number of days in a year is not an integer.
>> Thus leapyears.
>>
>> You are obviously driven to insanity by being born on Feb 29 and are
>> desperately seeking a solution that will restore your lost birthdays and
>> allow you to vote before you have lived for 72 years. :-) :-) :-) :-) :-)
>>
>> __________________________________________
>> David C Brown
>> 43 Bings Road
>> Whaley Bridge
>> High Peak Phone: 01663 733236
>> Derbyshire eMail: ***@gmail.com
>> SK23 7ND web: www.bings-knowle.co.uk/dcb
>> <http://www.jb.man.ac.uk/~dcb>
>>
>>
>>
>> *Sent from my etch-a-sketch*
>>
>> On 30 January 2018 at 06:01, Ryan O'Connor <***@gmail.com> wrote:
>>
>> > I think you guys might be over-complicating it. My perspective involves
>> > improving the situation instead of completely fixing it:
>> >
>> > - One year is supposed to be the time the earth takes to orbit the sun,
>> on
>> > average.
>> > - One year is never precisely the amount of time the earth takes to
>> > orbit
>> > the sun. Thus, leap years.
>> > - If the length of one second were increased by a small amount, then we
>> > would the time the earth takes to orbit the sun would, on average, be
>> > closer to 365 days exactly.
>> > - Because time would be closely aligned to exactly 365 days for one
>> > year,
>> > leap years wouldn't be required, meaning everyone can celebrate their
>> > birthday each year.
>> > - Minor discrepancies would still be synced internationally via the
>> > internet, as currently happens with leap seconds and daylight savings.
>> > However, the time jumps would be smaller (currently we see differences
>> > of
>> > around 1 millisecond per day above 24 hours).
>> > - Since sunlight hours vary so greatly in most of the world from
>> day-to-day
>> > and are the main perceptual factor, that I don't really care about the
>> > precise length of a single day, as long as we can correct the days that
>> > February has being in flux and remove leap years. The discrepancies of
>> the
>> > distance between the moon and the earth can be part of the regular
>> syncing
>> > which has shown to be necessary anyway. For those without access to the
>> > internet, their rebuilt clocks and watches would be more precise anyway
>> due
>> > to the corrected length of one second, and they wouldn't have to worry
>> > about observing leap years, or more importantly missing out on a
>> birthday!
>> >
>> > Ryan
>> >
>> > On 30 January 2018 at 10:26, RussellMc <***@gmail.com> wrote:
>> >
>> > >
>> > > On 29 January 2018 at 22:48, David C Brown <***@gmail.com> wrote:
>> > >
>> > > > Huh! Leap years don't compensate for a wrongly specified second.
>> > >
>> > >
>> > >
>> > > But, changing the orbital or rotational parameters can - see my
>> response
>> > > above :-).
>> > >
>> > >
>> > > R
>> > >
>> > >
>> > > --
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