Snap embed an SVG image
Lets just testing getting an embedded image into Snap/SVG and display, used from this example by Erik converted to Snap, SO SVG answer here
// referenced from http://stackoverflow.com/questions/6249664/does-svg-support-embedding-of-bitmap-images/6250418#6250418
var s = Snap("#svgout");
var i = s.image("data:image/jpg;base64,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",0,0,240,150);