First Post
I got my SLOG up and running. I know it doesn't sound much but I finally managed to get rid of that horrible looking toolbar at the top.
This week, I decided to investigate the relationship between Fibonacci sequence and the Golden Ratio. I first got interested in Golden Ratio, after I saw "Pi", an independent movie. I have to say out of all the relationships, the formula by Johannes Kepler got my attention the most. It is probably the simplest formula:

He wrote "as 5 is to 8 so is 8 to 13, practically, and as 8 is to 13, so is 13 to 21 almost”*
And one more thing...
Fortunately a "fun" idea for my SLOG hit me today. Being more of a graphic designer than a writer, I'm going to finish my entries for the week by a "lecfun" section. It's a screenshot of lecture notes taken out of context. I hope everyone understands that this is ONLY for fun and I also hope to get the approval from Danny Heap.
*Kepler, Johannes (1966). A New Year Gift: On Hexagonal Snow. Oxford University Press, 92. ISBN 0198581203. Strena seu de Nive Sexangula (1611)
This week, I decided to investigate the relationship between Fibonacci sequence and the Golden Ratio. I first got interested in Golden Ratio, after I saw "Pi", an independent movie. I have to say out of all the relationships, the formula by Johannes Kepler got my attention the most. It is probably the simplest formula:

He wrote "as 5 is to 8 so is 8 to 13, practically, and as 8 is to 13, so is 13 to 21 almost”*
And one more thing...
Fortunately a "fun" idea for my SLOG hit me today. Being more of a graphic designer than a writer, I'm going to finish my entries for the week by a "lecfun" section. It's a screenshot of lecture notes taken out of context. I hope everyone understands that this is ONLY for fun and I also hope to get the approval from Danny Heap.
*Kepler, Johannes (1966). A New Year Gift: On Hexagonal Snow. Oxford University Press, 92. ISBN 0198581203. Strena seu de Nive Sexangula (1611)
1 Comments:
Sounds like fun, and fair comment. Go ahead.
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