Logarithmic Spirals

Does this book explore these particular fact about fibs?

"Interesting thing about fibs, the last digit of the first sixty in the sequence repeat every 60."

"Various groupings of adjacent above numbers have a symmetry with their opposites across the circle."
The closest thing to those concepts in that book, "Fibonacci Applications and Strategies for Traders" by Robert Fischer is
Another important fact is that the square of any Fibonacci number is equal to the nuber in the series befor it, multiplied by the number after it, plus or minus 1.

5^2 = (3 x 8) + 1
8^2 = (5 x 13) - 1
13^2 = (8 x 21) + 1
Plus and minus continually alternate. Again, this phenomenon is an implicit part of the Elliot Wave Principal called the Rule of Alternation.
 
Came across Michael Jenkins work (advocate of Gann), this particular form of analysis comes up, currently just skimming his works but looks substantial.
The descriptions of the books on his web site are not short of hyperbole.
 
I sometimes do logarithmic spiral cross stitch on postcards.

Greetings in the name of His Imperial Majesty:

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