It is interesting to compare the effect of your positioning of the reflection under myspace with this logo

with the diminishing figures on the left one could say that the intention originally was to have a 3d image, but on which plane is myspace meant to be ?

perfection !
thanks !

these two look quite correct to the eye

If the myspace words in this logo are on the same plane as say the second figure, then the reflection of the second figure should be similar in some way to the myspace's reflection ?

It would be interesting, would it not, to see what a logo would look like which treats the three figures on the left as if going to a vanishing point, (that is as if they were in 3d), and then see if it is possible to make a reflective plane, that is based on the idea that myspace is on a plane which is say half way between the first and second figure.

My guess is that the reflection of my space would have to be splayed in some way as the vanishing point is to the left ?

maybe it just wont work...

mmmmm....

yes maybe I am using the term 3d incorrectly.

but surely this part of the logo does have a vanishing point even if the figures are not three dimensional

it is my impression that if one treats the image as simply flat then the reflection especially of the figures on the left remains unconvincing.

gumanov's it seems is like a hybrid, and I agree is not fully convincing either.

what would happen I wonder if you took the right picture of your excellent example here (which is entirely convincing) and without removing anything, added two black (increasingly smaller) squares behind the present one, each one with its own reflection, and and lined up like the figures in the logo with a vanishing point, (and you leave the myspace letters just where they are), my impression is that you would wculd begin to create a semblance of a credible perspective ?

Thanks again for the great drawings. :-)

I understand

maybe like here

but as the figures in the myspace logo have no 3d depth and the words myspace the same, and both are parallel to the viewing plane, would these problems apply simply because there is a vanishing point ?