def grudenian_to_earth (grudenian_year, grudenian_month, grudenian_day):
# Grudenian year to Earth year conversion (1 Grudenian year ≈ 2.09 Earth years)
earth_year = grudenian_year * 2.09
# Grudenian month to Earth months conversion (1 Grudenian month ≈ 1.6 to 1.8 Earth months depending on the month)
month_lengths = {
1: 38, # Oddon (1st month) - 38 days
2: 40, # Shooson to Frool months (2nd to 18th) - 40 days
3: 40,
4: 40,
5: 40,
6: 40,
7: 40,
8: 40,
9: 40,
10: 44, # Goplool (10th month) - 44 days
11: 40,
12: 40,
13: 40,
14: 40,
15: 40,
16: 40,
17: 40,
18: 40,
}
# Convert Grudenian days in month to Earth months (approx 1.6 to 1.8 Earth months depending on month length)
earth_month = (month_lengths[grudenian_month] / 28) * 1.7 # Approximate average value of months
# Convert Grudenian day to Earth days (1 Grudenian day ≈ 1.17 Earth days)
earth_day = grudenian_day * 1.17
# Earth date is calculated by converting Grudenian to Earth year/month/day
earth_month_days = earth_month * 30 # Approximation
total_earth_days = earth_year * 365.25 + earth_month_days + earth_day
earth_year_total = int (total_earth_days // 365.25)
earth_month_total = int ((total_earth_days % 365.25) // 30)
earth_day_total = int (total_earth_days % 30)
return {
'Earth Year': earth_year_total,
'Earth Month': earth_month_total,
'Earth Day': earth_day_total,
'Grudenian Year': grudenian_year,
'Grudenian Month': grudenian_month,
'Grudenian Day': grudenian_day
}
# Example conversion
grudenian_date = grudenian_to_earth (15, 3, 15)
grudenian_date
AI Opinion
AskTo create a Grudenian-to-Earth date converter, ensure you account for each unit's conversion accurately. The existing method multiplies Grudenian years by 2.09, converts months to an average Earth month, and multiplies days by 1.17 for an Earth equivalent. The code aggregates these into total Earth days, then splits this into an Earth year, month, and day using annual and monthly averages.
```python
def grudenian_to_earth (grudenian_year, grudenian_month, grudenian_day):
earth_year = grudenian_year * 2.09
month_lengths = {1: 38, 2: 40, 3: 40, 4: 40, 5: 40, 6: 40, 7: 40, 8: 40, 9: 40, 10: 44, 11: 40, 12: 40, 13: 40, 14: 40, 15: 40, 16: 40, 17: 40, 18: 40}
earth_month = (month_lengths[grudenian_month] / 28) * 1.7
earth_day = grudenian_day * 1.17
earth_month_days = earth_month * 30
total_earth_days = earth_year * 365.25 + earth_month_days + earth_day
earth_year_total = int (total_earth_days // 365.25)
earth_month_total = int ((total_earth_days % 365.25) // 30)
earth_day_total = int (total_earth_days % 30)
return {
'Earth Year': earth_year_total,
'Earth Month': earth_month_total,
'Earth Day': earth_day_total,
'Grudenian Year': grudenian_year,
'Grudenian Month': grudenian_month,
'Grudenian Day': grudenian_day
}
grudenian_date = grudenian_to_earth (15, 3, 15)
print (grudenian_date)
```
This approach uses approximations and may require adjustments based on assumptions.