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Police code. A police code is a brevity code, usually numerical or alphanumerical, used to transmit information between law enforcement over police radio systems in the United States. Examples of police codes include "10 codes" (such as 10-4 for "okay" or "acknowledged"—sometimes written X4 or X-4), signals, incident codes, response codes, or ...
Ten-code. Ten-codes, officially known as ten signals, are brevity codes used to represent common phrases in voice communication, particularly by US public safety officials and in citizens band (CB) radio transmissions. The police version of ten-codes is officially known as the APCO Project 14 Aural Brevity Code. [1]
In the United States, certification and licensure requirements for law enforcement officers vary significantly from state to state. [1] [2] Policing in the United States is highly fragmented, [1] and there are no national minimum standards for licensing police officers in the U.S. [3] Researchers say police are given far more training on use of firearms than on de-escalating provocative ...
The off-hook tone in exchanges of the North American Numbering Plan consists of a superposition of tones with the frequencies 1400 Hz, 2060 Hz, 2450 Hz, and 2600 Hz, played at a cadence of 100 ms on and 100 ms off. [1] The signal is applied to the local loop by the switching system for permanent signal treatment to alert an end user (subscriber ...
When three-digit codes share a common leading pair, the shared prefix is marked by an arrow, (↙ ) pointing down and left to the three-digit codes. Unassigned codes are denoted by a dash (—). Countries are identified by ISO 3166-1 alpha-2 country codes; codes for non-geographic services are denoted by two asterisks (**).
10-20-Life. The Florida Statute 775.087, [1] known as the 10-20-Life law, is a mandatory minimum sentencing law in the U.S. state of Florida. The law concerns the use of a firearm during the commission of a forcible felony. [2] [3] The Florida Statute 's name comes from a set of three basic minimum sentences it provides for.
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An intuitive answer may be n − m, but that is off by one, exhibiting a fencepost error; the correct answer is n − m + 1. For this reason, ranges in computing are often represented by half-open intervals ; the range from m to n (inclusive) is represented by the range from m (inclusive) to n + 1 (exclusive) to avoid fencepost errors.