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In this
example we use digits from the year 1997 to generate our starting numbers. A = 19 B = 97 You can use any two numbers and still generate the same answers at the bottom of the page |
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| A | + | B | = | C | |
| 19 | + | 97 | = | 116 | |
| B | + | C | = | D | |
| 97 | + | 116 | = | 213 | |
| C | + | D | = | E | |
| 116 | + | 213 | = | 329 | |
| D | + | E | = | F | |
| 213 | + | 329 | = | 542 | |
| E | + | F | = | G | |
| 329 | + | 542 | = | 871 | |
| F | + | G | = | H | |
| 542 | + | 871 | = | 1413 | |
| G | + | H | = | I | |
| 871 | + | 1413 | = | 2284 | |
| H | + | I | = | J | |
| 1413 | + | 2284 | = | 3697 | |
| I | + | J | = | K | |
| 2284 | + | 3697 | = | 5981 | |
| J | + | K | = | L | |
| 3697 | + | 5981 | = | 9678 | |
| K | + | L | = | and so on | |
| K | ÷ | L | = | approaching 0.61803 |
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| 5981 | ÷ | 9678 | = | 0.61799 | approaches from below |
| L | ÷ | K | = | approaching 1.61803 |
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| 9678 | ÷ | 5981 | = | 1.61812 | approaches from above |
| If you now take the addition to the next iteration you will see that the approaches flip flop their directions. | |||||
| L | ÷ | M | = | approaching .61803 |
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| 9687 | ÷ | 15659 | = | 0.61862 | approaches from above |
| M | ÷ | L | = | approaching 1.61803 |
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| 15659 | ÷ | 9678 | = | 1.61799 | approaches from below |
| back
to What is Golden |
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| Links to Golden Proportion resources on the web | |||||
| Mathsoft---mathematical
proofs University of Surrey---great starting place---good background on Fibonacci Dan Witter-Sacred Geometry---this site is way, way out there on the cosmic fringe. These are just a few links about the Golden Proportion and it's incredible power in all of nature. Next time you look at a pine cone, a seashell or a satellite picture of an hurricane you make find yourself looking again. Even watching water spiral down the kitchen sink takes on a new meaning. |
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