Hello,
Question for you: has anyone come across the idea that the planetary day and 1st hour begin not at sunrise, but instead 15 minutes beforehand at "dawn"?
I was reading The Hours: The Καταρχαι of Hygromanteia, by Mat Hadfield (a practical guide to using the hours of the Hygromanteia), who wrote:
"Each day begins at dawn, meaning fifteen minutes before the disc of the sun appears over the horizon. 68" p. 28
Footnote 68 from this passage references p. 106 of The True Grimoire (second edition) by Jake Stratton-Kent, and reads:
"In the day and hour of Mars, the moon being at the crescent, and at the first hour of the day - which is a quarter of an hour before sunrise..."
I have never seen this idea before in any other grimoire. Unfortunately, I don't have the second edition of The True Grimoire to check the context of the source, and the first edition doesn't include this line (as far as I can tell).
So, according to this book, the first hour begins 15 minutes before sunrise... which would make every online planetary hours calculator wrong (if this is true).
What do you think?
Has anyone else come across this idea?
Is it widespread or just the opinion of this author?
Thanks,
S
Question for you: has anyone come across the idea that the planetary day and 1st hour begin not at sunrise, but instead 15 minutes beforehand at "dawn"?
I was reading The Hours: The Καταρχαι of Hygromanteia, by Mat Hadfield (a practical guide to using the hours of the Hygromanteia), who wrote:
"Each day begins at dawn, meaning fifteen minutes before the disc of the sun appears over the horizon. 68" p. 28
Footnote 68 from this passage references p. 106 of The True Grimoire (second edition) by Jake Stratton-Kent, and reads:
"In the day and hour of Mars, the moon being at the crescent, and at the first hour of the day - which is a quarter of an hour before sunrise..."
I have never seen this idea before in any other grimoire. Unfortunately, I don't have the second edition of The True Grimoire to check the context of the source, and the first edition doesn't include this line (as far as I can tell).
So, according to this book, the first hour begins 15 minutes before sunrise... which would make every online planetary hours calculator wrong (if this is true).
What do you think?
Has anyone else come across this idea?
Is it widespread or just the opinion of this author?
Thanks,
S