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It's a tiny tiny tiny portion. The only problem with giving a number is that there are

no numbers for the beginning or end of the electromagnetic spectrum. Although we

know the limits of the range of visibility, there are no physical limits to the full spectrum,

so we don't have a precise numerical way to compare them.

For round numbers, let's say that the visible range consists of wavelengths from 400 to 800 nanometers.

That corresponds to frequencies between 375,000 and 750,000 GHz.

And let's say that the spectrum extends from the bottom of the AM radio dial, up to the beginning

of gamma rays. That range of frequencies is 0.00055 GHz to 10,000,000,000 GHz.

There are two ways to compare the two ranges ... linearly and logarithmically.

Don't get scared. I'll do it gently, and I guarantee it'll be easy to understand.

Linearly:

Visible range . . . 375,000 GHz bottom to top.

Spectrum . . . 10,000,000,000.00055 GHz bottom to top . . . 26,6662/3 times as wide as visible range

Logarithmically:

Visible range . . . 375,000 to 750,000 GHz

. . . double the lowest one once to reach the highest

. . . one octave

Spectrum . . . .00055 to 10,000,000,000 GHz

. . . double the lowest one 44 times to reach the highest

. . . 44 octaves

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