If we take a Fibonacci number and divide it by the PREVIOUS Fibonacci number (For example 377 / 233) we get: <span>
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1.61802575107296
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This is something known as the phi ratio, which equals (1 + sq root(5)) / 2 or
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1.6180339887499</span></span></span> The further we carry out the Fibonacci sequence, the closer the division of (Fibonnaci Number "n") /(Fibonnaci Number "n-1") gets to be (1 + sq root(5)) / 2 So, I would say that F52 / F51 would <span><span><span>equal 1.6180339887499 or be very close to it. Look up the "Golden Ratio" in wkipedia