Sic in the context of "Orrery"

A xoanon (/ˈzoʊ.ənɒn/ , Greek: ξόανον; plural: Greek: ξόανα xoana, from the verb Greek: ξέειν, xeein, to carve or scrape [wood]) was a wooden cult image from Archaic Greece. Classical Greeks associated such cult objects, whether aniconic or effigy, with the legendary Daedalus. Many such cult images were preserved into historical times, though none are known to have survived to the modern day, except as copies in stone or marble. In the 2nd century CE, Pausanias described numerous xoana in his Description of Greece, notably the image of Hera in her temple at Samos. "The statue of the Samian Hera, as Aethilos [sic] says, was a wooden beam at first, but afterwards, when Prokles was ruler, it was humanized in form". In Pausanias' travels he never mentions seeing a xoanon of a "mortal man".

Intellectual property (IP) is a category of property that includes intangible creations of the human intellect. There are many types of intellectual property, and some countries recognize more than others. The best-known types are patents, copyrights, trademarks, and trade secrets. The modern concept of intellectual property developed in England in the 17th and 18th centuries. The term "intellectual property" began to be used in the 19th century, though it was not until the late 20th century that intellectual property became commonplace in most of the world's legal systems.

Supporters of intellectual property laws often describe their main purpose as encouraging the creation of a wide variety of intellectual goods. To achieve this, the law gives people and businesses property rights to certain information and intellectual goods they create, usually for a limited period of time. Supporters argue that because IP laws allow people to protect their original ideas and prevent unauthorized copying, creators derive greater individual economic benefit from the information and intellectual goods they create, and thus have more economic incentives to create them in the first place. Advocates of IP believe that these economic incentives and legal protections stimulate innovation and contribute to technological progress of certain kinds.

"D'oh!" (/doʊʔ/ ) is the most famous catchphrase used by the fictional character Homer Simpson, from The Simpsons, an animated sitcom. It is an exclamation typically used after Homer injures himself, realizes that he has done something foolish, or when something bad has happened or is about to happen to him. All his prominent blood relations—son Bart, daughters Lisa and Maggie, his father, his mother and half-brother—have also been heard to use it themselves in similar circumstances. On a few occasions, Homer's wife Marge and characters outside the family such as Mr. Burns and Sideshow Bob have also used this phrase.

In 2006, "d'oh!" was listed as number six on TV Land's list of the 100 greatest television catchphrases. The spoken word "d'oh" is claimed as a sound trademark by the owner of The Simpsons, 20th Century Studios. Since 2001, the word "doh" has appeared in the Oxford English Dictionary, without the apostrophe. Early recorded usages of the sound "d'oh" are in numerous episodes of the BBC Radio series It's That Man Again between 1945 and 1949, but the OxfordWords blog notes "Homer was responsible for popularizing it as an exclamation of frustration." The term also appeared in an early issue of Mad comics, with a different spelling but the same meaning, in issue 8 (December 1953 – January 1954); in a one-page story by Harvey Kurtzman entitled "Hey Look!", a man seeking peace and quiet suddenly hears a loud radio and, grimacing, says, "D-oooh – the neighbors [sic] radio!!"

The Gadsden flag is a historical American flag with a yellow field depicting a timber rattlesnake coiled and ready to strike. Beneath the rattlesnake are the words "Dont Tread on Me" [sic]. Some modern versions of the flag include an apostrophe in the word "don't".

The flag is named after Christopher Gadsden, a South Carolinian delegate to the Continental Congress, Slaver and brigadier general in the Continental Army, who designed the flag in 1775 during the American Revolution. He gave the flag to Commodore Esek Hopkins, and it was unfurled on the main mast of Hopkins' flagship USS Alfred on December 20, 1775. Two days later, Congress made Hopkins commander-in-chief of the Continental Navy. He adopted the Gadsden banner as his personal flag, flying it from the mainmast of the flagship while he was aboard. The Continental Marines also flew the flag during the early part of the war.

Anarcho-capitalism (colloquially: ancap or an-cap) is a political philosophy and economic theory that advocates for the abolition of centralized states in favor of stateless societies where systems of private property are enforced by private agencies. Anarcho-capitalists argue that a society can function without a state through voluntary exchange and private institutions that provide law and security. This would result in a voluntary society based on concepts such as the non-aggression principle, free markets, and self-ownership. In the absence of statute, private defence agencies and/or insurance companies would operate competitively in a market and fulfill the roles of courts and the police, similar to a state apparatus.

According to its proponents, various historical theorists have espoused philosophies similar to anarcho-capitalism. While the earliest existing attestation of "anarchocapitalism" [sic] is in Karl Hess's essay "The Death of Politics" published by Playboy in March 1969, American economist Murray Rothbard was credited with coining the terms anarcho-capitalist and anarcho-capitalism in 1971. A leading figure in the 20th-century American libertarian movement, Rothbard synthesized elements from the Austrian School, classical liberalism and 19th-century American individualist anarchists and mutualists Lysander Spooner and Benjamin Tucker, while rejecting the labour theory of value. Rothbard's anarcho-capitalist society would operate under a mutually agreed-upon "legal code which would be generally accepted, and which the courts would pledge themselves to follow". This legal code would recognize contracts between individuals, private property, self-ownership and tort law in keeping with the non-aggression principle. Unlike a state, enforcement measures in Rothbard’s version of an anarcho-capitalist society would only apply to those who initiated force or fraud. Rothbard views the power of the state as unjustified, arguing that it violates individual rights, reduces prosperity, and creates social and economic problems.

Duke of Newcastle upon Tyne was a title that was created three times, once in the Peerage of England and twice in the Peerage of Great Britain. The first grant of the title was made in 1665 to William Cavendish, 1st Marquess of Newcastle upon Tyne. He was a prominent Royalist commander during the Civil War.

The related title of Duke of Newcastle-under-Lyne [sic] was created once in the Peerage of Great Britain. It was conferred in 1756 on Thomas Pelham-Holles, 1st Duke of Newcastle upon Tyne (of the third creation), to provide a slightly more remote special remainder. The title became extinct in 1988, a year that saw the deaths of the distantly related ninth and tenth Dukes of Newcastle-under-Lyne.

In mathematics and mathematical logic, Boolean algebra is a branch of algebra. It differs from elementary algebra in two ways. First, the values of the variables are the truth values true and false, usually denoted by 1 and 0, whereas in elementary algebra the values of the variables are numbers. Second, Boolean algebra uses logical operators such as conjunction (and) denoted as ∧, disjunction (or) denoted as ∨, and negation (not) denoted as ¬. Elementary algebra, on the other hand, uses arithmetic operators such as addition, multiplication, subtraction, and division. Boolean algebra is therefore a formal way of describing logical operations in the same way that elementary algebra describes numerical operations.

Boolean algebra was introduced by George Boole in his first book The Mathematical Analysis of Logic (1847), and set forth more fully in his An Investigation of the Laws of Thought (1854). According to Huntington, the term Boolean algebra was first suggested by Henry M. Sheffer in 1913, although Charles Sanders Peirce gave the title "A Boolian [sic] Algebra with One Constant" to the first chapter of his "The Simplest Mathematics" in 1880. Boolean algebra has been fundamental in the development of digital electronics, and is provided for in all modern programming languages. It is also used in set theory and statistics.