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I did further calculations and now I think the 3 extra months are added once every 18 years to form one saeculum and also they normally have 31, 30, 31 days (not 31, 27, 31). This gives 18*73*30+31+30+31 = 39512 days, which is the correct number of days in 6 Saros cycles (6*223*29.5306 = 39511.9428).
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I did further calculations and now I think the 3 extra months are added once every 18 years to form one saeculum and also they normally have 31, 30, 31 days (not 31, 27, 31). This gives 18*73*30+31+30+31 = 39512 days, which is the correct number of days in 6 Saros cycles (223*29.5306 = 39511.9428).
   
 
[[User:Karl Palmen|Karl Palmen]] ([[User talk:Karl Palmen|talk]]) 16:19, November 8, 2019 (UTC)
 
[[User:Karl Palmen|Karl Palmen]] ([[User talk:Karl Palmen|talk]]) 16:19, November 8, 2019 (UTC)
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