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According to the 19th-century English archaeologist Charles Boutell, a lindworm in heraldry is basically "a dragon without wings". [12] A different heraldic definition by German historian Maximilian Gritzner was "a dragon with four feet" instead of usual two, [ 13 ] so that depictions with - comparatively smaller - wings exist as well.
The wings have a network of veins; between the veins the wings are generally transparent, but may be partly colored. [1] In most Odonata there is a structure on the leading edge near the tip of the wing called the pterostigma. This is a thickened, hemolymph–filled and often colorful area bounded by veins.
A mad dragon which used to live in Mount Kanlaon in Negros Island. According to Hiligaynon mythology, it was defeated by the epic heroes, Laon and Kan. [29] Vietnamese dragons: Rồng or Long: A dragon that is represented with a spiral tail and a long fiery sword-fin. Dragons were personified as a caring mother with her children or a pair of ...
Feilong, Hiryū, and Flying Dragon commonly occur in names. Chinese Feilong (flying dragon) is also used to name: Feilong, a jumping kick in martial arts; Fei Lung, a British-built gunboat in the Guangdong Fleet; Fei Long (FL), a family of Silkworm missiles (e.g., the C-101) Fei-Long, a video game character in the Street Fighter series
The wyvern (/ ˈ w aɪ v ər n / WY-vərn, sometimes spelled wivern) is a type of mythical dragon with two legs, two wings, and often a pointed tail. [ 4 ] The wyvern in its various forms is important in heraldry , frequently appearing as a mascot of schools and athletic teams (chiefly in the United States , United Kingdom , and Canada ).
People looking to save money for a big trip or financial investment may want to make plans around an "extra" paycheck in their pocket.. Employees who get paid on a biweekly basis (every other week ...
Heighway dragon curve. A dragon curve is any member of a family of self-similar fractal curves, which can be approximated by recursive methods such as Lindenmayer systems.The dragon curve is probably most commonly thought of as the shape that is generated from repeatedly folding a strip of paper in half, although there are other curves that are called dragon curves that are generated differently.
It mentions: jiu 虬 "As to the flying to the sky of the k'iu of the pools, this is his union with the clouds", shenjiu 神虬 "divine horned-dragon" "If a pond inhabited by fishes and gavials is drained off, the divine k'iu go away", and qingjiu 青虬 "green horned-dragon" "The ts'ui k'iu (kingfisher-k'iu) has no wings and yet flies upwards ...
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