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  4. How does this illusion make Einstein resemble Marilyn Monroe?
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How does this illusion make Einstein resemble Marilyn Monroe?

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Offline AllenG (OP)

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How does this illusion make Einstein resemble Marilyn Monroe?
« on: 24/08/2010 16:05:22 »



That's Einsteine right?  Now get up and look at the image from across the room--Marilyn.

How does this optical illusion work?
« Last Edit: 19/09/2010 22:56:59 by chris »
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Offline RD

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Re: How does this illusion make Einstein resemble Marilyn Monroe?
« Reply #1 on: 24/08/2010 16:19:04 »
Quote from: AllenG on 24/08/2010 16:05:22
Now get up and look at the image from across the room

If you are too lazy to get up, make the display smaller ...

 [ Invalid Attachment ]


Squinting also helps.


* mm.png (38.5 kB, 597x448 - viewed 2150 times.)
« Last Edit: 24/08/2010 16:30:23 by RD »
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Offline neilep

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Re: How does this illusion make Einstein resemble Marilyn Monroe?
« Reply #2 on: 01/09/2010 19:56:13 »
Quote from: AllenG on 24/08/2010 16:05:22



That's Einsteine right?  Now get up and look at the image from across the room--Marilyn.

How does this optical illusion work?


Hey that's kewl Allen !!


It's a focus thing yes ?....lets hope we get a full explanation !
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Offline lightarrow

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Re: How does this illusion make Einstein resemble Marilyn Monroe?
« Reply #3 on: 11/09/2010 13:18:09 »
Quote from: neilep on 01/09/2010 19:56:13
Quote from: AllenG on 24/08/2010 16:05:22



That's Einsteine right?  Now get up and look at the image from across the room--Marilyn.

How does this optical illusion work?


Hey that's kewl Allen !!


It's a focus thing yes ?....lets hope we get a full explanation !
Yes, Neil, it's a focus thing, infact this great picture was also on the magazine "Focus" (italian version, at least) some times ago  [;D]
Their explanation, for what I can remember (I can forget something): it's a matter of "spatial frequencies". The Einstein' face has sharp and thin contours while the Marilyn's face has blurred contours. From low distance we see the sharp contours, from greater distances we can only see the blurred ones. The first picture has higher spatial frequencies than the second, in the Fourier transform.
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