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Weird Puzzle

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greenwing7 said:
hope this is on topic I am on code #4 these are FUN http://www.etienne.nu/imagepuz/ they are worth trying you may need to do things like save, look at properties, zoom in and highlight to get the answers for these
let me know what you think

I can't get past #3... now I have a headache!
 
olds97_lss said:
I can't get past #3... now I have a headache!
umm I can't remember that one, it won't let me look at it at my house, try hilighting it or something, they just get harder and harder tho.... I,m glad some one tried it LOL my buddy was on like the math #4 or something so he was really far along
 
pay attention to the hypotenuse of the entire triangle for both of them. they intersect boxes at different points. therefore the entire shape is NOT a true triangle. the hypotenuse is bowed in on the top triangle and bowed out on the lower triangle allowing the displacement of area that would make up the "hole".
 
print it out and draw a line from the top point to the left point to see what i mean. you will have colored area above or below the line you draw for each triangle.
 
CorradoPsi said:
pay attention to the hypotenuse of the entire triangle for both of them. they intersect boxes at different points. therefore the entire shape is NOT a true triangle. the hypotenuse is bowed in on the top triangle and bowed out on the lower triangle allowing the displacement of area that would make up the "hole".
that's the explanation I was trying to make....the top triangle has the largest side is concave (curved in towards the Center) the bottom one is convex (bowed away from the center)
 
Rolex said:
How did you get past 3? I tried everything and couldn't see a thing.

First off, to do that puzzle you have to use IE. Secondly, there are many tools you'll have to use. Sometimes you have to import the image into an image editor and alter the color/contrast (hint hint). Sometimes you have to check the source. I'm on 6 and have no clue.
 
If you print out the puzzle, cut out each piece of either triangle and arrange it over the top of the other you will find that by rearraging the pieces you will get an extra square.
Who cares why?
I'm late on this one but f*** it.
 
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