Portal paradox

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Information about Portal paradox
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Published on August 31, 2013

Author: atle1937

Source: slideshare.net

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You wouldn't be able to because the platform that the blue portal is affixed to is larger than the portal itself so it'd just be like trying to fit a square peg into a round hole. Or we can think ...

Portal paradox You wouldn't be able to because the platform that the blue portal is affixed to is larger than the portal itself so it'd just be like trying to fit a square peg into a round hole. Or we can think ...

You wouldn't be able to because the platform that the blue portal is affixed to is larger than the portal itself so it'd just be like trying to fit a square peg into a round hole. Or we can think about like this. If the orange portal is large enough to fit the platform through it has to be larger than the blue portal which means anything going through the orange or blue portal would be stretched or compressed relative to the portal it's traveling through. So thinking of the portals like equivalent points in space, if one portal is larger then any object that fits through it must also be able to fit through the other side so any object passing through the portal would be scaled up or down relative to the portal. If true, then in the scenario you're presenting the platform would pass through the orange portal and then exit through the blue portal as an infinite number of smaller versions of itself because of every instance that the blue portal exits itself it must also exit itself and so on. Tags: picsq

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