CRBL feat Helene – K-boom 2011 (Radio Version) BJR

December 8th, 2011

PRO FM !!!! CRBL – K-boom sa ascultat prima data la PRO FM

FREQUENCY MODULATION – PART I – BASIC PRINCIPLES – Department of Defense 1964 – PIN 28398 – FUNDAMENTALS OF AM AND FM RADIO COMMUNICATION, HOW FM ELIMINATES PROBLEM OF ELECTRICAL INTERFERENCE, FUNCTIONING OF FM RADIO EXAMINED IN DETAIL.

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38 Responses

  1. ciresikaiubitika says:

    Real!!!!….Iubesc melodia asta;)…e cea mai relaxanta melodie si te pune pe ganduri…mai ales kand o asculti la maxim:))

  2. MissAnaAiram says:

    Am vazut videoclipul la TV πŸ˜€ !
    E misto 8-> .

  3. fast5ification says:

    nu inteleg de ce dau dislikes :(……Compun Rime Bine Legate esti cel mai tare πŸ˜‰ Tot Asa

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  5. fredyyyyy91 says:

    @MrAlexu18 are si videoclip;)

  6. ornitoringulmeupufos says:

    K-BoOm!!m/

  7. MrAlexu18 says:

    As fii vrut un video>:D< Xcum melodia e beton Bravo CRBL :*:*

  8. RoksyRoksana12 says:

    Like Music :*:x

  9. eminescu39 says:

    best music

  10. s722hgp says:

    @danyel7663 cat tre sa tin apasat?:)))))esti o bomba:)))))

  11. SanSyroo says:

    @andreivietnam Bine ca stii tu πŸ™‚

  12. andreivietnam says:

    habarnai mah sa canti:))

  13. Pe30Beat says:

    @MasterDaany Si eu tie :))

  14. LadyDiana2202 says:

    Foarte tare…bv…

  15. mareatusin says:

    aus in aer da

  16. SantaIoanGabriel says:

    bv

  17. OmBlAdDoN says:

    CRBL tot asa πŸ˜€

  18. boGsefu says:

    @Emm3mmisor corect πŸ™‚

  19. boGsefu says:

    Super , Bravo Crbl , unul dintre cei mai buni , si nu doar in materie de muzica , tot respectul . Bafta !

  20. Emm3mmisor says:

    <3 piesa asta te inspira. Asculti asta si te gandesti ca asa cum e , tara asta ( Romania ) , e tara noatra si .. asa cum e .. fie ca vrei sau nu , o iubesti . :** :x
    Thx Crbl & Helene ca le.ati aratat inca o data romanilor asta . :o3

  21. mitzaboriceanu says:

    respect crbl

  22. morgitorul says:

    tot respectu pl crbl bisnis in familie

  23. razvangeo1 says:

    super tare melodia

  24. aBBaNd0n99 says:

    poti sa iti smulgi parul chiar si dak ai chelie…akm depinde care si de unde

  25. RaulProductionxD says:

    1000 de coco !!!

  26. ivaneduardo747 says:

    They didn’t call frequency units Hertz, because Hertz was a German physicists. πŸ˜› Instead they called them cycles. This was recorded in 1964 and SI was established in 1960.

  27. xGSTARxLUKEx says:

    @TheRealPhoneCall u sad person

  28. TheRealPhoneCall says:

    NEED: Part 2!!!! πŸ™‚

  29. jfdonnald says:

    @rafafull You are correct. The example showed amplitude changes in the carrier – or either both of us are misinterpreting the video.

  30. lacerdatech says:

    It was the best explanation of modulation frequencies that attended today, and in 1964 was given by the dep. Defense USA

  31. Ctcwired says:

    @msingletary1984 If it’s a condenser microphone that needs phantom power, then yes. Otherwise, it’s just amplified to hell by a pre-amp.

  32. msingletary1984 says:

    @TheKrazykool809 I knew about them but I hadn’t even considered it. Thank you!

  33. TheKrazykool809 says:

    @msingletary1984 something called a piezoelectric material is used. this creates electricity when it is compressed or released. when hooked up to a microphone so that sound is turned into mechanical movement these properties can be used to make an electrical signal. no electricity source is needed, however a source is need to power the occilator as you have probably noticed that it has no actual input.

  34. msingletary1984 says:

    I could be wrong but I would say that the microphone doesn’t create the electrical signal. Power must be sent to the microphone for the microphone to create distrubances in (this is the signal).

  35. sudhansumtripathy says:

    old is gold , a beautiful way to understand things, if you have all the electrical videos please upload it.

  36. elclyde06 says:

    This really help for my report. πŸ™‚

  37. ABHIJIT193 says:

    Good illustration … thanks

  38. anemeka says:

    @rafafull The amount of Deviation = Amplitude
    The rate of Deviation(how fast or slow deviation occurs) = Frequency
    Remember : Frequency is measured with TIME; Amplitude is ENERGY

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