### Some articles on *circles, circle*:

Smaller And Smaller

... Smaller and Smaller

**Circles**... Smaller and Smaller

**Circles**is a mystery novel by Filipino novelist F ... only 1,000 copies, Smaller and Smaller**Circles**was reprinted four times, for a total of 6,000 copies ...Seven

... In geometry, the seven

**Circles**Theorem... In geometry, the seven

**circles**theorem is a theorem about a certain arrangement of seven**circles**in the Euclidean plane ... Specifically, given a chain of six**circles**all tangent to a seventh**circle**and each tangent to its two neighbors, the three lines drawn between ...Squire Roses - Growth & Expansion

... The first

... The first

**Circle**of Squire Roses is created on March 9 of this year. 2001 - The number of**Circles**grows to five, with Squire Roses numbering over 50. 2004 - 2005 -**Circles**in Washington DC fail, due to adult sponsors moving out of the area ...Six

... In geometry, the six

**Circles**Theorem... In geometry, the six

**circles**theorem relates to a chain of six**circles**together with a triangle, such that each**circle**is tangent to two sides of the ... The chain closes, in the sense that the sixth**circle**is always tangent to the first**circle**... The name may also refer to Miquel's six**circles**theorem, the result that if five**circles**have four triple points of intersection then the remaining four points of intersection lie ...Steiner Chain - Generalizations

... of a Steiner chain is to allow the given

... of a Steiner chain is to allow the given

**circles**to touch or intersect one another ... former case, this corresponds to a Pappus chain, which has an infinite number of**circles**... Soddy's hexlet is a three-dimensional generalization of a Steiner chain of six**circles**...### Famous quotes containing the word circles:

“The whole force of the respectable *circles* to which I belonged, that respectable circle which knew as I did not the value of security won, the slender chance of replacing it if lost or abandoned, was against me ...”

—Ida M. Tarbell (1857–1944)

“Think of the wonderful *circles* in which our whole being moves and from which we cannot escape no matter how we try. The circler *circles* in these *circles*....”

—E.T.A.W. (Ernst Theodor Amadeus Wilhelm)

“The [Loyal] legion has taken the place of the club—the famous Cincinnati Literary Club—in my affections.... The military *circles* are interested in the same things with myself, and so we endure, if not enjoy, each other.”

—Rutherford Birchard Hayes (1822–1893)

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