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In the R programming language, this can be used as the right assignment operator. Arrows like these could also be used in text where other arrow symbols are unavailable. ")" ) endĮxpected output: x(number >= 5) is more or equal to y(5) X = math.random ( 1, 9 ) y = 5 if x >= y then print ( "x(".

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This is also the default prompt of the Python interactive shell, often seen for code examples that can be executed interactively in the interpreter: Three greater-than signs form the distinctive prompt of the firmware console in MicroVAX, VAXstation, and DEC Alpha computers (known as the SRM console in the latter). The triple greater-than sign, >, is the unsigned-right-shift operator in JavaScript. In XPath the > operator returns true if the left operand follows the right operand in document order otherwise it returns false. In that regard, it is like the statement sequencing operator in imperative languages, such as the semicolon in C. It is used for sequentially composing two actions, discarding any value produced by the first. In Haskell, the > function is a monadic operator. In C++ it is also used to get input from a stream, similar to the C functions getchar and fgets. In Java, C, and C++, the operator > is the right-shift operator. The double greater-than sign is also used for an approximation of the closing guillemet, ».

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ASCII does not have the much greater-than sign.

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The double greater-than sign, >, is used for an approximation of the much-greater-than sign ≫. In Lisp-family languages, > is a function used to mean "greater than". ASCII does not have angular brackets.īASIC and C-family languages (including Java and C++) use the comparison operator > to mean "greater than". The proper Unicode character is U+232A 〉 RIGHT-POINTING ANGLE BRACKET. The greater-than sign is sometimes used for an approximation of the closing angle bracket, ⟩. The Unicode code point is U+003E > GREATER-THAN SIGN ( >, > ) this is inherited from the same allocation in ASCII. The text states: " Signum majoritatis ut a > b significet a majorem quam b (The sign of majority a > b indicates that a is greater than b)" and " Signum minoritatis ut a is an original ASCII character (hex 3E, decimal 62). The earliest known use of the symbols is found in Artis Analyticae Praxis ad Aequationes Algebraicas Resolvendas ( The Analytical Arts Applied to Solving Algebraic Equations) by Thomas Harriot, published posthumously in 1631.

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