rhuala
February 10th, 2004, 08:10 AM
Pretend for a minute that u have a very fast computer and unlimited time...
Now you construct a digital picture that is say 800 pixels wide by 600 pixels high. You select 1024 colors, a wide range of shades of red, blue, grey ...etc.
Using these 1024 colors you run a computer program that incrementally fills every pixels with every color. So lets say all pixels start out black (Color #1), then the very first pixel is filled from 0 to 1023 with all 1024 colors. Then the next pixel is filled with every color while the first is set to color #2, and so on and so on. Until eventually every combination of every color fills every pixel location...
Would you not then see every possible picture that could possibly exist? Every object in every position and every person, place or thing in every postion combined with everything else... even images of worlds we have not even seen yet...
Although this is a huge number, I believe (1024^(800x600)). Could this FINITE number not describe an INFINTE amount of pictures...
With your digital camera, you snap a digital picture. It's some size, 2560x1920x16,000,000 colors for a 5 mega pixel picture. The only difference is resolution, but this same pic has some descrete color at every pixel.
You could now scale that picture to the size above and limit it to the colors given 800x600x1024 colors. It wouldn't look as sharp or crisp but it would definitely be a good representation of the picture you just took. Now the above mentioned computer program while filling every pixel with every combination of color would at some point in time display the EXACT picture you just took. Or for that matter every picture ever taken or every picture about to be taken. I'm not making this up, if you think about this logically, this is a true statement...
The question being... how can a FINITE NUMBER define what should be an INFINTE amount of scenes or pictures??
rhuala
ps. I'm up late and was just pondering all the cool pics on this forum... nice forum by the way...
Now you construct a digital picture that is say 800 pixels wide by 600 pixels high. You select 1024 colors, a wide range of shades of red, blue, grey ...etc.
Using these 1024 colors you run a computer program that incrementally fills every pixels with every color. So lets say all pixels start out black (Color #1), then the very first pixel is filled from 0 to 1023 with all 1024 colors. Then the next pixel is filled with every color while the first is set to color #2, and so on and so on. Until eventually every combination of every color fills every pixel location...
Would you not then see every possible picture that could possibly exist? Every object in every position and every person, place or thing in every postion combined with everything else... even images of worlds we have not even seen yet...
Although this is a huge number, I believe (1024^(800x600)). Could this FINITE number not describe an INFINTE amount of pictures...
With your digital camera, you snap a digital picture. It's some size, 2560x1920x16,000,000 colors for a 5 mega pixel picture. The only difference is resolution, but this same pic has some descrete color at every pixel.
You could now scale that picture to the size above and limit it to the colors given 800x600x1024 colors. It wouldn't look as sharp or crisp but it would definitely be a good representation of the picture you just took. Now the above mentioned computer program while filling every pixel with every combination of color would at some point in time display the EXACT picture you just took. Or for that matter every picture ever taken or every picture about to be taken. I'm not making this up, if you think about this logically, this is a true statement...
The question being... how can a FINITE NUMBER define what should be an INFINTE amount of scenes or pictures??
rhuala
ps. I'm up late and was just pondering all the cool pics on this forum... nice forum by the way...