Just a little clarificacion: The development of this formula is based on an profound research.
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This calculation in fact depends on many factors:
GT = T*[1 - T/(HS*60)] + HT*dwf*ff
GT - Greek time[min]
T - Time as the rest of the world understands [min]
HS - Hours of sun [hours/day]
HT - Halara time needed for average Greek native [min/day]
dwf - day of the week corrective factor [0; 1]
- Monday = 0,7
- Tuesday = 0,6
- Wednesday = 0,4
- Thursday = 0,78
- Friday = 0,9
- Saturday = 1
- Sunday = 1
ff - food factor
- Before lunch/dinner time - 0,1
- After lunch/dinner time - 0,2
Example1:
Calculations based on a normal Friday in August after lunch/dinner(ref. solar calendar)
GT = T*[1 - T/(HS*60)] + HT*dwf*ff
GT = 5*[1-5/(12,08*60)] + 240*0,9*0,2
GT = 48,17 min
Example2:
Calculations based on a normal Wednesday August before lunch/dinner(ref. solar calendar)
GT = T*[1 - T/(HS*60)] + HT*dwf*ff
GT = 5*[1-5/(12,08*60)] + 240*0,4*0,1
GT = 14,56 min
3 comments:
Buhahhahahha :)
Very good one! :D
Check here:
http://harilaos.blogspot.com/2009/04/how-long-is-5-greek-minutes.html
Excellent :) But I think that there may be something missing in the calculation: season or time of year. I believe that halara time is greatly impacted by annual holidays (July & August for example).
Or maybe I missed this?
Really, truly an awesomely precise formula!!! Hahahaha :))
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