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M-1 is the first commercial radio station in Lithuania, broadcasting from the capital city of Vilnius. [1] The station was established on 31 December 1989 by Hubertas Grušnys. [2] The first song played on M-1 was "Radio Ga Ga" by Queen. [2] In 2022, radio station had €4.6 million in revenue. [3]
Radio Znad Wilii (in Polish and Belarusian languages). Included programs from Polskie Radio (Polish and Belarusian services) (Vilnius 103.8 FM) Start FM (students) (Vilnius 94.2 FM) Vaikų Radijas (kids) (Vilnius 94.9 FM) Baltupių radijas (gymnasium) (Vilnius 97.9 FM) Jazz FM (jazz) (Vilnius 99.3 FM) Mano FM (Kaunas 94.4 FM) TAU Radijas ...
www.lrt.lt. Lithuanian National Radio and Television (Lithuanian: Lietuvos nacionalinis radijas ir televizija) is a non-profit news network that has been providing regular radio services since 1926 and television broadcasts since 1957. LRT joined the European Broadcasting Union in 1993. LRT operates three national television channels, radio ...
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Kaunas 107,1 MHz FM Klaipėda 101,5 MHz FM Šiauliai 92,2 MHz FM Panevėžys 101,4 MHz FM Alytus 101,1 MHz FM Biržai 105,5 MHz FM Druskininkai 101,6 MHz FM Ignalina 102,7 MHz FM Jonava 101,3 MHz FM Marijampolė 101,8 MHz FM Plungė 97,7 MHz FM Raseiniai 99,9 MHz FM Tauragė 102,7 MHz FM Telšiai 91,2 MHz FM Ukmergė 99,5 MHz FM Utena 101,0 MHz FM
Radijo stotis Laluna. History. First air date. 25 August 1995. ( 1995-08-25) Links. Website. https://www.laluna.lt. Laluna is a music radio station that is licensed to Klaipėda, Lithuania.
Raduga was a Russian-language music radio station that is licensed to Klaipėda, Lithuania. The station began broadcasting on 1 September 2001. The station began broadcasting on 1 September 2001. On 17 January 2024, the radio station ceased broadcasting and was replaced by M-1 Dance.
M/M/1 queue. In queueing theory, a discipline within the mathematical theory of probability, an M/M/1 queue represents the queue length in a system having a single server, where arrivals are determined by a Poisson process and job service times have an exponential distribution. The model name is written in Kendall's notation.
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