  Print

```The python code was incorrect.  It should read:

> #Converts today's date into Angosian years, days, and hours.  This is
> measured
> #from the Prime Meridian, which runs through the city of Newangayus.
>
> import datetime
> import math
>
> new_year=datetime.datetime(1998, 9, 3)
> now_delta=datetime.datetime.now()-new_year
> angosian_days_delta=now_delta.days*(24/32.08)
> angosian_years=int(math.floor(angosian_days_delta/496))
> angosian_days=int(math.floor(angosian_days_delta-angosian_years*496))
> if angosian_days_delta>8128:
>     tilt_days=angosian_days_delta-8128*floor(angosian_days_delta/8128.)
> else:
>     tilt_days=angosian_days_delta
> tilt_cycle=int(math.floor(tilt_days/(8128/6.)))
>
> season_days=angosian_days_delta-496*angosian_years
> season=season_days/(496/8.)
> if season<=1:
>     season_name="SA ZAKYRO (ORBITAL SPRING)"
>     season_start=0
> elif season>1 and season<=2:
>     season_name="SA HALATH (ORBITAL SUMMER)"
>     season_start=math.ceil(496/8.)
> elif season>2 and season<=3:
>     season_name="SA GREYETH (ORBITAL FALL)"
>     season_start=math.ceil(496/8.)*2
> else:
>     season_name="SA TSARAKH (ORBITAL WINTER)"
>     season_start=math.ceil(496/8.)*3
> print("Tilt Cycle "+str(tilt_cycle))
> print(season_name)
> print("Days since start of season: "+str(int(angosian_days-season_start)))
> print("SA ELEN (YEAR) "+str(angosian_years))
> print("SA HALEYA (JULIAN DAY)"+str(angosian_days))
> print("-------")
> print("Days left in year..."+str(496-angosian_days))
> A while back members of this list helped me figure out the seasons and
> orbital peculiarities of my conworld Angayus.  I have completed my
> revisions
> and I've worked out my new date system, and here I present it along with a
> python code to calculate today's Angosian date.
>
> Length of Angosian day:  32.08 Earth hours
> Length of Angosian year: 496 Angosian days (about 663 Earth days, or about
> 1.8 Earth years)
>
> The orbit of Angayus is eccentric, giving rise to orbital seasons in
> addition to tilt seasons.  The orbital seasons are divided into four: sa
> zakayro (orbital spring), sa halath (orbital summer), sa greyeth (orbital
> fall), sa tsarakh (orbital winter).  Sa tsarakh is twice as long as the
> other seasons because the planet spends more time farther from the suns
> (yes, suns).
>
> The axial tilt of the planet precesses with a periodicity of 8128 Angosian
> days (about 10864 Earth days, or about 30 Earth years).  This causes a
> corresponding drift in the equinoxes and solstices, with these sometimes
> lining up with and sometimes conflicting with the orbital seasons.
>
> The beginning of the Angosian date system corresponds with September 3,
> 1998
> (when I first created the language).  It has been 6 Angosian years and 451
> Angosian days since then.  It is currently orbital winter.
>
> Under this system, I am 14 years old.  I have not yet lived through one
> precessional cycle.  I hope to complete two, and maybe I will make it to
> three!
>
>
> Danny
>
> Here is the Python code to calculate today's date:
>
> #Converts today's date into Angosian years, days, and hours.  This is
> measured
> #from the Prime Meridian, which runs through the city of Newangayus.
>
> import datetime
> import math
>
> new_year=datetime.datetime(1985, 9, 21)
> now_delta=datetime.datetime.now()-new_year
> angosian_days_delta=now_delta.days*(24/32.08)
> angosian_years=int(math.floor(angosian_days_delta/496))
> angosian_days=int(math.floor(angosian_days_delta-angosian_years*496))
> if angosian_days_delta>8128:
>    tilt_days=angosian_days_delta-8128*floor(angosian_days_delta/8128.)
> else:
>    tilt_days=angosian_days_delta
> tilt_cycle=int(math.floor(tilt_days/(8128/6.)))
>
> season_days=angosian_days_delta-496*angosian_years
> season=season_days/(496/8.)
> if season<=1:
>    season_name="SA ZAKYRO (ORBITAL SPRING)"
>    season_start=0
> elif season>1 and season<=2:
>    season_name="SA HALATH (ORBITAL SUMMER)"
>    season_start=math.ceil(496/8.)
> elif season>2 and season<=3:
>    season_name="SA GREYETH (ORBITAL FALL)"
>    season_start=math.ceil(496/8.)*2
> else:
>    season_name="SA TSARAKH (ORBITAL WINTER)"
>    season_start=math.ceil(496/8.)*3
> print("Tilt Cycle "+str(tilt_cycle))
> print(season_name)
> print("Days since start of season: "+str(int(angosian_days-season_start)))
> print("SA ELEN (YEAR) "+str(angosian_years))
> print("SA HALEYA (JULIAN DAY)"+str(angosian_days))
> print("-------")
> print("Days left in year..."+str(496-angosian_days))
>
```