The watermark in the lower right corner of the image will not appear on the final print.
Frame
Top Mat
Bottom Mat
Dimensions
Image:
6.00" x 8.00"
Overall:
6.00" x 8.00"
Burger Isometric - Plain Mint Wood Print
by Organic Synthesis
$46.30
Product Details
Burger Isometric - Plain Mint wood print by Organic Synthesis. Bring your artwork to life with the texture and added depth of a wood print. Your image gets printed directly onto a sheet of 3/4" thick maple wood. There are D-clips on the back of the print for mounting it to your wall using mounting hooks and nails (included).
Design Details
The term hamburger originally derives from Hamburg, Germany's second-largest city. In German, Burg means castle, fortified settlement or fortified... more
Ships Within
3 - 4 business days
Additional Products
Wood Print Tags
Wall Art Tags
Comments (29)
Artist's Description
The term hamburger originally derives from Hamburg, Germany's second-largest city. In German, Burg means "castle", "fortified settlement" or "fortified refuge" and is a widespread component of place names. The first element of the name is perhaps from Old High German hamma, referring to a bend in a river, or Middle High German hamme, referring to an enclosed area of pastureland. Hamburger in German is the demonym of Hamburg, similar to frankfurter and wiener, names for other meat-based foods and demonyms of the cities of Frankfurt and Vienna (Wien), respectively.
Jeff Brassard
beautiful art!
Kilimanjaro STUDIOz x Prachot
Cool
OLena Art - Lena Owens
Well done!
Pintu Alam
Very nice
Artist Nandika Dutt
Nice artwork
Benny Bruise
Great work! I get hungry!!
Sally Alawadi
Nice
Akshat Goyal
nice work!
Jacqueline Athmann
I'm hungry now.
Azat Widken
Love this colors!
Marian Voicu
Fantastic! L/F
Vel Verrept
Cool!
Gravityx Designs
looks great!
Sunil Kapadia
Congratulations !
Cheryl Mills
Hello
Ivan Krpan
Thanks for the comments!!!
Karina Vlasova
hm ☺
Dr-pen
Neat hamburger illustration! It's vector, right?
Organic Synthesis replied:
Yes this is all vector, lots of linear and radial gradients