urban

Definition funny of Symme:

urbanA fraternal group dedicated to guys who are too cool for university fraternity groups. They have elite parties and drink intoxicating cocktails and do not have to get women drunk to have sex with them.

urbanYou going to the Symmes tonight?

songs

Songs about Symme:

songsHumpty Dumpty Blues (feat. Tommy Symmes) by Mike A. Miulli from the Album Lolli-Pop Rock

songsSymmes Theory of Concentric Spheres and Polar Voids by Blood Duster from the Album Svck - EP [Explicit]

books

Books about Symme:

booksSymmes's Theory of Concentric Spheres: Demonstrating That the Earth Is Hollow, Habitable Within, and Widely Open... by James McBride (Jun 21, 2012)

booksThe Symmes theory of concentric spheres: demonstrating that the earth is hollow, habitable within, and widely... by John Cleves Symmes (Jan 1, 1878)

booksSymmes's Theory Of Concentric Spheres: Demonstrating That The Earth Is Hollow, Habitable Within, And Widely Open... by A Citizen Of The United States (Oct 21, 2012)

booksSymmes Creek: Historical events and stories of "the Symmes Valley" including Jackson, Gallia, and Lawrence Counties... by Wayne B Ingles (1976)

booksThe Symmes memorial: a biographical sketch of Rev. Zechariah Symmes, minister of Charlestown, 1634-1671, with... by John Adams Vinton (Aug 30, 2010)

booksSymmes's Theory Of Concentric Spheres: Demonstrating That The Earth Is Hollow, Habitable Within, And Widely Open... by A Citizen Of The United States, John Cleves Symmes and James McBride (Jan 29, 2010)

booksSymmes's Theory of Concentric Spheres by A Citizen of the United States and Anonymous (Oct 16, 2009)

wiki

Wiki information Symme:

Symmetry
Literature Subject

Symmetry in everyday language refers to a sense of harmonious and beautiful proportion and balance. In mathematics, "symmetry" has a more precise definition, that an object is invariant to a transformation, such as reflection but including other...

Symmetry

In physics, a symmetry of a physical system is a physical or mathematical feature of the system that is preserved or remains unchanged under some transformation. A family of particular transformations may be continuous or discrete. Continuous and...