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Cartoon Origami 3

By Halle

Published: 2002
Pages: 156
Binding: Paperback
Language: Spanish

Buy from: Passion Origami

Skill Level : Intermediate
Clear diagrams? Yes
Tinted diagrams (to show 2 sides of paper)? Yes
Photos of completed models? Yes - in color
Is there indication to the model size resulting
from size of starting paper? 		Yes
Are the models "Pure" origami (From square - no cuts)? No - all are multi piece
and the pieces are in different
sizes.
Overall Impression

This is the 3rd installment of the "Cartoon Origami" series, by the talented Halle. 18 new toons here, including 3 Sesame Street puppets, a representation of French, Belgian and Spanish cartoons, as well as the popular "South Park" gang! All beautifully recreated in folding.

As the other books, this is not for the origami purist - the models are compounded from 6 to 13 parts, of different size squares. So it's more like fun toys to build.
In the back of the book, Halle adds a section about creation, and his "Trade secrets". This section is in Spanish and English.

The Models
Model Notes Photo (Click for a larger image)
Lucky Luke From 12 squares
From Nicolas Terry's website
Kermit the frog From 8 squares
From Nicolas Terry's website
Ernie From 9 squares - one of them has
to be striped
From Nicolas Terry's website
Bert From 7 squares - one of them has to be
striped
From Nicolas Terry's website
Inspector Gadget From 12 squares
Can change the size of the
neck and legs.
From Nicolas Terry's website
Papa Smurf From 13 squares
From Nicolas Terry's website
Pixie From 7 squares
From Nicolas Terry's website
Dixie From 6 squares
From Nicolas Terry's website
Mr. Jinx From 8 squares
From Nicolas Terry's website
Mortadelo From 11 squares    
From Nicolas Terry's website
Filemon From 8 squares
The Super From 10 squares
Kenny From 6 squares
Stan From 9 squares
From Nicolas Terry's website
Kyle From 6 squares
From Nicolas Terry's website
Cartman From 9 squares
From Nicolas Terry's website
Atom Ant From 11 squares  
From Nicolas Terry's website
Mighty Mouse From 12 squares  
From Nicolas Terry's website