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A primality test is an algorithm for determining whether an input number is prime.Among other fields of mathematics, it is used for cryptography.Unlike integer factorization, primality tests do not generally give prime factors, only stating whether the input number is prime or not.
A "Basic Status Code" SMTP reply consists of a three digit number (transmitted as three numeric characters) followed by some text. The number is for use by automata (e.g., email clients) to determine what state to enter next; the text ("Text Part") is for the human user. The first digit denotes whether the response is good, bad, or incomplete:
First, when the user runs the program, a cursor appears waiting for the reader to type a number. If that number is greater than 10, the text "My variable is named 'foo'." is displayed on the screen. If the number is smaller than 10, then the message "My variable is named 'bar'." is printed on the screen.
In these examples, if N < 1 then the body of loop may execute once (with I having value 1) or not at all, depending on the programming language. In many programming languages, only integers can be reliably used in a count-controlled loop. Floating-point numbers are represented imprecisely due to hardware constraints, so a loop such as
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DELPHI, Ind. (AP) — An Indiana man convicted in the 2017 killings of two teenage girls who vanished during a winter hike was sentenced to a maximum of 130 years in prison Friday in the case that ...
In number theory, Proth's theorem is a primality test for Proth numbers. It states [1] [2] that if p is a Proth number, of the form k2 n + 1 with k odd and k < 2 n, and if there exists an integer a for which (), then p is prime. In this case p is called a Proth prime.
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