http://campus.3ds.com/en/students/download-software/catia/
Have cool cars modeling or others

Bien, bien...

Attention
Cars are maybe not all modelised in Sketchup!
Decreased numbers of poly yes
You can training with these cool blues print
One time with SU, one time with a Polymodeler, one time with a nurbs modeler
anothercool tut

that is nothing against this mega fun Phun

DNAing

Par Ruby ou autre astuces?

Possible or not

And for the Rotation / Elevation / + Scaling (if you want decreasing form) seems you can use the Ruby "Grow"
by Tig

So you can retake my little speedy method adapted for 1x1
Just find the good center and you have your first Tin level in a second

I will find another one for the other levels

You say

@unknownuser said:

Build a 1 unit high wall of 1x1 TINs over the outline, making sure everything
lines up perfectly. When done, ungroup the 1x1 TINs and regroup the entire shape.

That's mean draw a little vertical line at each extremity of one curved line
Copy past the curved at the end of this little vertical
then draw a little vertical line between this 2 curved line at each vertex of the curved line
Then use the "From contour" tool on each facett?
All that = the first half wall of Tin of the first level?

Flying windows

@unknownuser said:

je pense que les formules doivent être beaucoup plus compliquées pour mon piètre savoir mathématique

Pour le commun des mortels (comme moi) oui, mais comme tout est déjà pré-entré, il suffit de choisir une famille de courbe, la formule s'affiche et de bidouiller les paramètres
Directement dans les cases ou en appuyant sur le bouton Edit
En plus on peut les animer pour voir ce qu'elles ont dans le dos!

Ils ont mis le temps

Best free videos are here

Maybe moderators should open a section Tin?
The new art Su morphologic

Cool result

A very cool vegetal collection is here http://www.howardmodels.com/digital-content/index.html
Palm trees are somptuous

All that will be apply inside Podium?

Hey man, you have found a true gem !
A sort of Sketchyphysics in 2D

Watch the Number #20