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

Minwa

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

TBI Bank

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BIEMA PROFESSIONAL AUDIO - миксери, усилватели, тонколони и др.

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Електрическа триколка TS-750 NEW LUX + 2019  48V 750W

Електрическа триколка TS-750 NEW LUX + 2019 48V 750W

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Производител: Изчистване на филтъра

Тонколони BIEMA ACTIVE DELTA (Код: 1000000011012)

1767.79 лв.
BIEMA LINE ARRAY ACTIVE DELTA се състои от един активен суб буфер (2×8″ 400W) и 4-х сателитни (2×4″ x 100W). Обща номинална мощност: 700W. Моделът е оборудван с конструкция за окачване. Тонколоните могат да се установят на височина или на повърхността на сцената като линеен масив. Може да се използва на открито и в големи помещения: театри, концертни зали, клубове, дискотеки, спортни зали. Конструкцията за закрепване на модела е от алуминии. Масива Biema се отличава с модерен дизайн и надеждност. Има специална укрепена опаковка, която защитава устройството при транспорт.

Тонколона Biema T182B 18" (Код: 1000000008803 )

1320.68 лв.
Тонколона Biema T182B 18" ULF 1200w 8om. Параметри: Честотен диапазон: 28Hz-300Hz. Компоненти: 2×BML-L1815. Импеданс: 4 Ohm. Мощност (RMS): 1200W. Максимална мощност: 2400W/5 Min. Чувствителност: 101dB (1W/m). Maximum SPL: 135dB. Конектори: 2×NL4R speakon. Размери:(W×D×H): 1066×780×561 (1195×920×720) mm. Тегло: N.W /G.W 92.0kg/103.5kg

Тонколона Biema T215AII 15" 1200w 4om (Код: 1000000008804)

1251.35 лв.
Тонколона Biema T215AII 15" 1200w 4om.Модел: T215AII Номинална мощност (RMS) (W): 400 Пикова мощност (W): 1200 (5min) Импеданс (Ohm): 8 Честотна лента (Hz): 33-18k Чувствителност (dB): 102 (1W/m) Максимален SPL (dB): 136 Входове: 2xNL4R SPEAKON Говорители: BML-L1502/BML-L802/BMH-4401 Габаритни размери (mm): 519x505x1206

Усилвател Biema FW900 (3U) 2x900w 8 om (Код: 1000000008600)

963.07 лв.
Усилвател Biema FW900 (3U) 2x900w 8 om. Характеристики: Мощност (TA 1KHz THD = <0.1%): 2x900w 8Ω, 2x1350W 4Ω, 2700W мост 8Ω. 20Hz-50kgz Честота отговор - 1.5db Входна чувствителност 0.77V / 26 db / 1.4V Входен импеданс 20К ома Съотношение сигнал / шум на претеглените RMS: <105dB Crosstalk при номинална мощност 8Ω 1KHz: <70 db Амортисьорите фактор F = 1KHz 8Ω: <400 Консумирана мощност половин мощност 8Ω: <1200W Захранване AC 115V / 230V 50-60Hz Размери на продукта (WxDxH) 482x540x132mm Тегло: 37 кг

Професионална баскаса тонколона Biema Q1-LBII 18 (Код: 1000000007672)

913.19 лв.
Професионална баскаса тонколона Biema Q1-LBII 18.ХИТ ЦЕНА Особености: Честотна характеристика 38Hz-300Hz Компоненти 2 х BML-L1801. Импеданс 4 ома Непрекъсната мощност 1200W Върхова мощност 2400W Чувствителност 103 db Нивото на максимално налягане на звука от 136 db Размери: (без / с опаковка) 600x893x1020 (660x1030x1080mm)

Усилвател Biema BM800 (2U) 2x750w 4om (Код: 1000000007720)

909.36 лв.
Усилвател Biema BM800 II. Изходяща мощност стерео 4 Ohm: 750+750 W,2x500W 8Ω. TA 1 kHz THD < 0.1%. Мостов режим (BRIDGE) 8 Ohm: 1500 W. Честотна лента: 10 Hz-50 kHz; 1.5 dB. Входяща чувствителност: 0.77V / 26 dB / 1.4V. Максимално входящо ниво: 21 dBV / 9V. Балансиран активен входящ импеданс: 20 kOhm. Номинален RMS: >90 dB. Заглушаване при номинална изходяща мощнст 8 Ohm 1 kHz: > 70 dB. Фактор на затихване: f=1 kHz 8 Ohm: > 300. Защити: късо съединение, защита от прегряване. Индикация: 4 x LED. Охлаждане: вентилатор с различна скорост на въртене. Входове/Изходи: XLR (CANON), PLUG 6.3 (жак 6.3); RCA (чинч); SPEAKON. Консумация: <670 W. Захранване: 230 VAC; 50 Hz. Габаритни размери: 482x506x88 mm

Усилвател Biema PA700II (2U) 2x700w 8om (Код: 1000000007732)

877.32 лв.
Усилвател Biema PA700II (2U) 2x700w 8om. Характеристики: Честотна лента: 10Hz~50kgz -1.5dB Входна чувствителност: 0.77V/26dB/1.4V Входен импеданс: 20kΩ Съотношение сигнал шум(A-weighted RMS) : < 90dB Crosstalk at rated output power (8Ω 1KHz) : < 70dB Фактор на затихване(F=1KHz 8Ω) : < 300 Output circuit type: AB Защита от късо съединение,претоварване и прегряване. Индикатори: Power (W-H-D) bridge (green) parallel (green) Охлаждане:Вентилатор Front panel controls: Level ACH, BCH power switch Rear panel controls: Stereo/bridge/parallel mode switch, 0.77V/26dB/1.4V input sensitivity switch, ground /lift switch Входни конектори: Balance XLR, balance 1/4"jack Изходни конектори: Binding posts 2-pole, 4-pole Speakon Консумация на мощност (half power 8Ω) : < 940W Захранване: AC 115V/230V 50-60Hz. Размери (WxDxH) : 482x506x88mm Размери пакетирано (WxDxH) : 570X516X168mm N. W: 24.1kg G. W : 26.1kg

Усилвател Biema PA600II 2x600w 8om (Код: 1000000008126)

845.42 лв.
Усилвател Biema PA600II 2x600w 8om.Модел:PA600II Изходна мощност стерео 8Ohm: 600+600 W TA 1 kHz THD≤0.1% 4 Ohm: 900+900 W Мостов режим (BRIDGE): 8 Ohm: 1800 W Честотна лента: 10 Hz-50 kHz 1.5 dB Входяща чувствителност: 0.77 V / 26 dB / 1.4 V Максимално входящо ниво: 21 dB V / 9 V Балансиран активен входящ импеданс: 20 kOhm Номинален RMS: >90 dB Заглушаване при номинална изходна мощнст 8 Ohm 1 kHz: >70 dB Фактор на затихване: f=1 kHz 8 Ohm: >300 Защити: късо съединение, защита от прегряване Индикация: 4 x LED Охлаждане: вентилатор с различна скорост на въртене Входове/Изходи: XLR (CANON), PLUG 6.3 (жак 6.3); RCA (чинч); SPEAKON Консумация: <800 W Захранване: 230 VAC] 50 Hz Габаритни размери: 482x506x88 mm.

Усилвател BIEMA T12 (2U) 2x1200W @ 8ohms POWERAMP (Код: 1000000013093)

831.00 лв.
Усилвател BIEMA T12 (2U) 2x1200W @ 8ohms POWERAMP
Тегло: 20.3 Kg

Усилвател Biema FW1100 (3U) 2x1100w 8om (Код: 1000000007723)

815.69 лв.
Усилвател Biema FW1100 (3U) 2x1100w 8om.(TA 1KHz THD= <0.1%) : 2x1100w @ 8Ω, 2x1650W @ 4Ω, 3300W bridged @ 8Ω. Параметри: Честотна характеристика: 20Hz-50kgz -1.5dB. Входна чувствителност: 0.77V/26dB/1.4V. Входен импеданс: 20kΩ. Съотношение сигнал/шум RMS : < 105dB. Crosstalk at rated output power 8Ω 1KHz : < 70dB. Фактор на затихване f=1KHz 8Ω : < 400. Output circuit type 2 - step class H Защита от късо съединение с предпазител, защита от прегряване. Индикатори:(blue) protect (yellow) clip (red) bridge (green) parallel (green) Охлаждане с вентилатор. Преден панел: Level ACH, bch power switch Заден панел: Stereo/bridge/parallel mode switch, 0.77V/26dB/1.4V input sensitivity switch, ground /lift switch Входни конектори: Bal XLR, bal1/4". Изходни конектори: Binding posts 2-pole, 4-pole Speakon. Power consumption half power 8Ω : < 1470W. Power supply AC 115V/230V 50-60Hz. Размери:(WxDxH) 482x540x132mm /(WxDxH) : 620x525x230mm. Тегло: 40kg.

Усилвател Biema PA500II (2U) 2x500w 8om (Код: 1000000007731)

812.32 лв.
Усилвател Biema PA500II (2U) 2x500w 8om. Параметри: Изходна мощност (RMS): 2 x 500W (8). tested at 1kHz at <0.1% THD: 2 x 750W (4Ω), 1 x 1500W (Bridged 8Ω) Честотна характеристика: 10Hz - 50kHz (-1.5dB) Входна чувствителност: 0.77V Съотношение сигнал шум: >90dB Размери(mm): ≈ 482W x 506D x 88H. Тегло: 22kg.

Тонколона Biema T115A 15" 600W 8ohms (Код: 1000000009218)

716.35 лв.
Професионална тонколона Biema T115A 15" 600W 8 ohm. 15" басов говорител,600W RMS,1200 PEAK POWER,40Hz-18KHz, чувствит. 98dB, вход/паралеле изход: SPREAKON конектор. Размери: 468x435x740мм.Тегло: 45кг.

Усилвател Biema K6P 2x600w 8om (Код: 1000000010062)

640.86 лв.
Усилвател Biema K6P 2x600w 8om. Model K6P Output Power Stereo 8Ohm 600W 600W TA 1KHz THD/0.1% 4Ohm 900W 900W. Bridge 8Ohm 1800W Честотна характеристика:10Hz-50KHz -1.5dB Входна чувствителност:0.77V/26dB/1.4V Входен импеданс 20K ohm. Съотношение сигнал шум RMS > 100dB. Crosstalk при номинална мощност: 8 ohm 1KHz > 70dB Фактор на затихване f=1KHz 8 ohm > 200. Тип на изходна верига AB. Защита от късо съединение с предпазител,защита от прегряване. Индикатори Power(blue) protect(yellow) clip(red) bridge(green) parallel(green). Охлаждане с вентилатор. Управление на предния панел:Level ACH, BCH power switch .Превключватели:Stereo/bridge/parallel mode switch,0.77V/26dB/1.4V input sensitivity switch,ground/lift switch. Входни конектори Bal XLR , bal1/4". Изходни конектори Binding posts 2-pole, 4-pole Speakon Консумирана мощност: 8 ohm < 800W. Захранване AC 115V/230V 50-60Hz. Размери:(WxDxH) 482x510x132/(570x525x225)mm Тегло N.W/G.W 27kg / 29.1kg

Усилвател Biema Q350 (2U) 2x350w 8om (Код: 1000000007734)

611.85 лв.
Усилвател Biema Q350 (2U) 2x350w 8om.Параметри:Изходяща мощност стерео 8 Ohm : 350+350 W TA 1 kHz THD≤0.1% 4 Ohm : 500+500 W Бридж режим (BRIDGE): 8 Ohm : 1000 W Честотна лента : 10 - 50 kHz 1.5dB Входяща чувствителност: 0.77 V / 26 dB / 1.4 V Максимално входящо ниво: 21 dBV / 9V Балансиран активен входящ импеданс: 20 kOhm Номинален RMS: >100 dB Заглушаване при номинална изходяща мощнст 8 Ohm 1 kHz: >70 dB Дъмпинг фактор f=1 kHz 8 Ohm: >200 Защити: късо съединение, защита от прегряване Индикация: 4 x LED Охлаждане: вентилатор с различна скорост на въртене Входове/Изходи: XLR (CANON), PLUG 6.3 (жак 6.3); RCA (чинч); SPEAKON Консумация: <470 W Захранване: 230 VAC; 50 Hz.

Двоен безжичен микрофон BIEMA UHF2688II DOUBLE HANDHELD WIRELESS (Код: 1000000013092)

537.71 лв.
Двоен безжичен микрофон BIEMA UHF2688II DOUBLE HANDHELD WIRELESS

Аудио миксер MX16 (Код: 1000000000128)

529.20 лв.
Аудио миксер MX16. Mixing Console MX16.

Усилвател BIEMA SUB-BASS BF1000 (Код: 1000000012602)

514.93 лв.
Усилвател Biema SUB-BASS B1000 1000w 8 om. Характеристики:Power output: 1x1000W @ 8Ω, 1x1500W @ 4Ω.Total harmonic distortion : < 0.05% S/N ratio : < 100dB Input Impedance: 20kΩ Gain control: 0dB~ 15dB Low frequency dividing control: 50Hz~1000Hz Speaker Impedance: 4Ω~8Ω Signal/noise ratio (A-weighted, RMS) : < 98dB Damping factor (f=1kHz 8Ω) : < 400 Output circuit type: AB Protection: Short circuit, current limited DC fault AC line fuse, thermal cut Of, power up/down transients, slow start Input Connectors: Unbalance RCA Output Connectors: Binding posts 2-pole, 4-pole Speakon Power consumption (half power, 8Ω) : < 760W Power supply: AC 115/230V 50-60Hz Product: 264x477x106.5mm Shipping dimensions (WxDxH) : 520x275x168mm N. W/: 15.4kg G. W: 16.6kg

Дигитален кросоувър процесор BIEMA DSP4803 (Код: 1000000008151)

514.91 лв.
Дигитален кросоувър процесор BIEMA DSP4803

Професионален смесителен пулт BIEMA MX08T с MP3/USB/REC/BLUETOOTH/RECORD (Код: 1000000013090)

483.41 лв.
Професионален смесителен пулт BIEMA MX08T с MP3/USB/REC/BLUETOOTH/RECORD
Тегло: 7.2 Kg

Усилвател Biema W330II (2U) 2x450w 4 om (Код: 1000000007738)

413.74 лв.
Усилвател Biema W330II (2U) 2x450w 4 om.Параметри: Изходна: 2x300W@ 8Ω, 2x450w@ 4Ω, TA 1KHz THD= <0.1%. Честотна характеристика:10Hz-50kgz -1.5dB. Входна чувствителност: 1V Входен импеданс: 20kΩ Съотношение сигнал/шум RMS : < 90dB Crosstalk при номинална мощност 8Ω 1KHz : < 70dB. Фактор на затихване f=1KHz 8Ω : < 150 Тип изходна верига: AB Защита от късо съединение с предпазител. Индикатори: Power (blue) clip (red) prot (yellow) Охлаждане:с вентилатор. Управление на преден панел: Level ACH, BCH power switch Превключватели: Ground/lift switch Входни конектори: Balance 1/4" , unbalance RCA Изходни конектори: Binding posts 2-pole, 4-pole Speakon Изходна мощност -8 omh 2x300W изходна мощност -4omh 2x450W Захранване:115V/230V 50~60Hz Размери:(WxDxH) 482x310x88/(516x395x168) mm Тегло: 13.5kg/15kg

Пасивна професионална тонколона BIEMA B2-115 450W 8OHMS (Код: 1000000013087)

363.90 лв.
Пасивна професионална тонколона BIEMA B2-115 450W 8OHMS
Тегло: 25 Kg

Пасивна професионална тонколона BIEMA B2-115 450W 4 OHMS (T-115 NEW) (Код: 1000000013088)

363.90 лв.
Пасивна професионална тонколона BIEMA B2-115 450W 4 OHMS
Тегло: 25 Kg

Тонколони B250II POWER /B2000B/ (Код: 1000000012161)

359.29 лв.
Тонколони B250II POWER /B2000B/ 10" 250W/4 live two-way speaker Power 250 W Sensitivity 94 dB 4 ohms 75-20000 Hz frequency range Housing material plastic Dimensions (WxHxD) 328x485x270 mm

Безжичен микрофон BIEMA UHF68II Single Handheld Wireless (Код: 1000000013091)

342.17 лв.
Безжичен микрофон BIEMA UHF68II Single Handheld Wireless

Платка за усилвател Biema FW1300 (Код: 1000000010736)

333.53 лв.
Платка за усилвател Biema FW1300. BIEMA BOARD PCB OF FW1300.

Усилвател 100V SC120UL 120W с 3 микрофонни входа (Код: 1000000012509)

324.82 лв.
Усилвател 100V SC 120UL 120W с 3 микрофонни входа MP3, USB, SD, 3x AUX, FM RADIO

Усилвател Biema Q150 (2U) 2x150w 8 om (Код: 1000000008127)

291.06 лв.
Усилвател Biema Q150 (2U) 2x150w 8 om.Параметри:Изходяща мощност стерео 8 Ohm: 150+150 W. TA 1kHz THD≤0.1% 4 Ohm : 225+225 W. Мостов режим (BRIDGE): 8 Ohm : 450 W. Честотна лента: 10 Hz - 50 kHz 1.5 dB. Входяща чувствителност: 0.77 V/ 26dB/ 1.4V. Максимално входящо ниво: 21 dBV/ 9V. Балансиран активен входящ импеданс: 20 kOhm. Номинален RMS: >90 dB. Заглушаване при номинална изходяща мощност: 8 Ohm 1. kHz: >70 dB. Фактор на затихване: f=1 kHz 8 Ohm: >150. Защити: късо съединение, защита от прегряване. Индикация: 4 x LED. Охлаждане: вентилатор с различна скорост на въртене. Входове/Изходи: XLR (CANON), PLUG 6.3 (жак 6.3); RCA. (чинч); SPEAKON. Консумация: <200 W. Захранване: 230 VAC 50 Hz. Габаритни размери : 482x460x88 mm.

Пасивни тонколони JAZZ F9 (Код: 1000000009152)

278.96 лв.
Комплект пасивни тонколони JAZZ F9 8"+3"X2+1" BLACK /PR. /Комплект/ Мощност 150W, препоръчителен усилвател 30- 150W, импеданс 4 - 8 ома, чувствителност: 89 децибела, честотна характеристика: 50Hz- 20kHz. Цената е за два броя.

Тонколона за караоке 15'' TS-1215BT-IBW(LED) 1000W (Код: 1000000012548)

274.05 лв.
Най- мощния модел 15 инчова караоке тонколона на пазара за момента!!! Тонколоната е със специален тороидален трансформатор и осигурява най- голямата мощност и чист звук от всички подобни модели караоке колони на пазара!

Тонколона BIEMA B350 /PV300/ (Код: 1000000012158)

272.50 лв.
Тонколона BIEMA B350 /PV300/ 12" RMS 350W/8 OM. Честотна характеристика 65Hz-20kHz. Размер на драйвер 1.5" + 12". Мощност:350 W. Чувствителност 1W/1M 97 dB. Maximum SPL 123 dB. Импеданс: 8 Ohm. Конектори XLR. Размери: 390x320x580 mm.

Безжичен микрофон BIEMA UHF58II/SM1 (Код: 1000000007677)

259.00 лв.
Микрофон BIEMA UHF58II/SM1 безжичен. Двойно честотна UHF стабилизация на сигнала. С откачащи се антени. Сменяеми честоти. Балансиран изход.

Високоговорител BIEMA 18" BML-L1815 (Код: 1000000012052)

255.24 лв.
BIEMA 18" BML-L1815 600W/8OM FOR T181,182,Q1-LB Нискочестотен високоговорител Biema 18" BML-L1815 - 96dB - 600W RMS - 8ома - 100мм звукова бобина! - 30-1000Hz Подходящ за професионални суб-бас системи с мощност до 600 вата рмс. Цената е за брой!

Висококачествен усилвател Biema F-1 2 x150W (Код: 1000000007721)

248.48 лв.
Професионален усилвател Biema F-1 (1U) с мек звук с Hi-Fi характеристики. Характеристики: Модел: F-1 Изходна мощност стерео 8 Ohm : 75+75 W TA 1kHz THD<0.1% 4Ohm 150+150 W Мостов режим (BRIDGE): 8Oh : 300 W Честотна лента: 10-50 kHz 1.5 dB Входна чувствителност: 0.77 V / 26 dB / 1.4 V Максимално входно ниво: 21 dB V / 9 V Балансиран активен входен импеданс: 20kOhm Номинален RMS: >85 dB Заглушаване при номинална изходна мощност 8 Ohm 1 kHz: > 70 dB Фактор на затихване: f=1 kHz 8 Ohm: > 150 Защити: късо съединение, защита от прегряване Индикация: 4 x LED Охлаждане: вентилатор с различна скорост на въртене. Входове/Изходи: XLR (CANON), PLUG 6.3 (жак 6.3); RCA (чинч); SPEAKON Консумация: <100 W Захранване: 203 VAC; 50 Hz Габаритни размери: 482x350x44 mm

Усилвател Biema W110II (3U) 2x100w 8om (Код: 1000000008128)

248.25 лв.
Усилвател Biema W110II (3U) 2x100w 8 2x150W 4Ω, TA 1KHz THD= <0.1%. Параметри: Честотна характеристика: 10Hz-50kgz -1.5dB. Входна чувствителност: 1V. Входен импеданс: 20kΩ. Съотношение сигнал шум RMS : < 85dB. Crosstalk at rated output power 8Ω 1KHz : < 70dB Фактор на затихване f=1KHz 8Ω : < 150 Тип изходна верига: AB Защита от късо съединение с предпазител Индикатори: Power (blue) clip (red) prot (yellow) Охлаждане с вентилатор. Управление на преден панел: Level ACH, BCH power switch Превключватели: Ground/lift switch Входни конектори: Balance 1/4" , unbalance RCA Изходни конектори: Binding posts 2-pole, 4-pole Speakon Консумация на мощност: Half power 8Ω : < 140W Захранване: AC 115V/230V 50~60Hz Размери:(WxDxH) 482x310x88/(516x395x168) mm Тегло: 9.5kg/11.2kg

Микрофон BIEMA UHF58II/SM2 (Код: 1000000007678)

247.89 лв.
Микрофон BIEMA UHF58II/SM2. BIEMA MICROPHONE UHF58II/SM2 WIRELESS / HEAD WEAR. Тахнически характеристики: Микрофон тип Head-worm. Мощност на предавателя: 8 mW Modulation Type: FM Максимално отклонение: ± 45 KHz Несъществени излъчвания: > 40 dB (с поставка) Напрежение на батерията: 1,5 V х 2 Продължителността на продължителна употреба: 10 часа

Тонколони BIEMA B150II/B1000B/ 8" POWER 150W/4O (Код: 1000000012160)

246.51 лв.
Тонколони BIEMA B150II/B1000B/ 8" POWER 150W/4O. Параметри: Честотна лента: 80Hz-20KHz. Елементи:BML-T801,BMH-2501. Ъгъл на насоченост H80 x V40. Импеданс:4 Ohm. Дългосрочна мощност: RMS 150W. Върхова мощност: 300W. Чувствителност:94 dB. Максимум SPL: 117 dB. Свързване 2 x NL4R speakon. Входен импеданс:20K ohm. Чувствителност линия -4 dB to +18 dB. Входна чувстевителност: 0.775v. Захранване: 180V - 260 V 50 - 60Hz. Размери:(WxDxH)268x215x392/305x270x465 mm. Тегло: 5.5/7.7 кг.

Микрофон BIEMA UHF58II/SM3 (Код: 1000000008132)

243.22 лв.
Микрофон BIEMA UHF58II/SM3. BIEMA MICROPHONE UHF58II/SM3 WIRELESS / HEAD WEAR. Безжичен микрофон тип Head-worm с чиста реалистичен звук, който е издръжлив и лесен. Лесно и удобно да го фиксира върху главата. Микрофонът е оборудван с мощността на предавателя на 8 MW, батерия с напрежение от 1,5 V х 2 и може да работи непрекъснато в продължение на 10 часа. Перфектен за треньори в фитнес центрове, големи събития и предавания, художници. Тахнически характеристики: Микрофон тип Head-worm (носен на главата) Мощност на предавателя: 8 mW Modulation Type: FM Максимално отклонение: ± 45 KHz Несъществени излъчвания:> 40 dB (с поставка) Напрежение на батерията: 1,5 V х 2 Продължителността на продължителна употреба: 10 часа

Магнит Biema BMH-7201/P75A (Код: 1000000011979)

242.28 лв.
Магнит Biema BMH-7201/P75A FOR NEW GAMMA SYSTEM.

Високоговорител Biema 15" BML-L1502 (Код: 1000000009576)

230.56 лв.
Високоговорител Biema 15" BML-L1502 300W/2X5OM FOR 2000TII.Biema 15" BML-L1502.Характеристики:мощност 600 вата РМС,импеданс 2х4ома,45-2000хц,97дб,звукова бобина: 100мм.Тегло 12.7 кг.
Тегло: 12.7 Kg

Високоговорител Biema 15" BML-L1501 (Код: 1000000009232)

205.37 лв.
Високоговорител Biema 15" BML-L1501 500W/8OM FOR T115,T215.Характеристики:мощност - 500 вата РМС,импеданс 8ома,31-3000Hz,97дб,звукова бобинa - 100мм.Тегло 9.2 кг.
Тегло: 9.2 Kg

Стерео еквалайзер BIEMA FEQ3102II (Код: 1000000008148)

204.67 лв.
Стерео еквалайзер BIEMA FEQ3102II 2X31 STEREO EQUALIZER/DISPLAY.Характеристики:Основни (централни) честоти – 20Hz, 25Hz, 31.5Hz, 40Hz, 50Hz, 63Hz, 80Hz, 100Hz, 125Hz, 160Hz, 200Hz, 250Hz, 315Hz, 400Hz, 500Hz, 630Hz, 800Hz, 1.25kHz, 1.6kHz, 2kHz, 2.5kHz, 3.15kHz, 4kHz, 5kHz, 6.3kHz, 8kHz, 10kHz, 12.5kHz, 16kHz, 20kHz Еквалайзерът не позволява връщането на сигнал назад в системата Селективност за увеличаване и намаляне на сигнала: ± 12dB/±6dB Хармонични изкривявания: <0.05%(20Hz-20KHz +3dB) Отношение сигнал - шум: >80dB Високо-честотен филтър: -12dB/octave (20Hz-200Hz) Режим на работа – Еквалайзер/ Bypass Функционални индикатори Честотен обхват: 20Hz-20kHz Динамичния диапазон 80dB, 20 Hz-20 kHz Консумирана мощност: 20VA Размери (ШxДxВ) (mm): 483x225x132 Tегло 7 кг.

Смесителен пулт миксер BIEMA MX04T 4- канален с MP3 USB REC BLUETOOTH функции (Код: 1000000013089)

190.10 лв.
Смесителен пулт миксер BIEMA MX04T 4- канален с MP3 USB REC BLUETOOTH функции
Тегло: 2.3 Kg

Усилвател за 100 волтова линия WS-60E 60W (Код: 1000000013027)

186.94 лв.
Усилвател за 100 волтова линия WS-60E 60W
Тегло: 1 Kg

ТОНКОЛОНА 15" TS-0315 2WAY 200W / 8 ohms (Код: 1000000012196)

182.95 лв.
ТОНКОЛОНА 15" TS-0315 ТОНКОЛОНАТА Е ПАСИВНА БЕЗ УСИЛВАТЕЛ.Характеристики:Subwoofer Professional speaker(subwoofer) 15"2 way speaker box Magnet 60 oz Voice coil 3"ksv Frequency response 40Hz-18KHz(-10dB) Sensitivity 98dB(+/-2dB) Impedance 8 ohm RMS power 200w Dimensions(w*d*h) 46*40*68.5cm 34mm ti. Diap. Driver 20 oz, 8 ohm.

Магнит Biema BMH-7201 FOR T115,Q1-LA,ALPHA (Код: 1000000009561)

181.29 лв.
Магнит Biema BMH-7201 FOR T115,Q1-LA,ALPHA

Високоговорител Biema 12" BML-L1202 (Код: 1000000009575)

172.88 лв.
Високоговорител Biema 12" BML-L1202 600W/8OM FOR QA-LAII,ALPHA.Nominal diameter 12" Sensitivity: 95dB Power РМС 600W Frequency range 40Hz~3KHz Voice coil diameter Ф99.97mm BL factor 29.403 Resonance frequency, fs 40Hz D.C.Voice Coil resistance, Re 8 ohm Mechanical Quality Factor, Qms 0.465 Electrical Quality Factor, Qes 0.200 Total Quality Factor, Qts 0.140 Equivalent Air Volume to Cms, Vas 52.270Ltr Mechanical Compliance, Cms 115.678 Чm/n Mechanical Resistance, Rms 28.324m ohm Effective Surface Area, Sd 56.410 Product Net Weight N/W 11.25kg Applieation Biema Speakers γⅡ Q1-LAⅡ Цената е за брой!
Тегло: 11.3 Kg

Високоговорител Biema 10" BML-L1002 (Код: 1000000012051)

165.75 лв.
Високоговорител Biema 10" BML-L1002 600W/8OM FOR TT.Номинален диаметър:10 " Чувствителност:96 db. Номинална мощност:300W. Максимална мощност:600 W. Честотен обхват 40Hz ~ 3.5kGts. Диаметърът на звуковата бобина:F 65 mm. TT + 10.2412 / 110A. Тегло 5.8 кг.
Тегло: 5.8 Kg

ТОНКОЛОНА 12" TS-0312 180W / 8 OM (Код: 1000000012195 )

163.49 лв.
ТОНКОЛОНА 12" TS-0312 180W / 8 OM ТОНКОЛОНАТА Е ПАСИВНА БЕЗ УСИЛВАТЕЛ. Subwoofer Magnet 50oz Voice Coil 2.5* KSV Честотен диапазон: 50HZ- 18KHZ(-10dB). Чувствителност: 96dB(+/-2dB). Импеданс 8 Ohm. RMS Power 180W. Размери:(W x D x H) 42 x 31 x 58.5cm

Магнит Biema BMH-4402 FOR 71W/8OM (Код: 1000000011111)

159.31 лв.
Магнит Biema BMH-4402 FOR 71W/8OM.

Високоговорител Biema 15" BML-Т1505 (Код: 1000000011581)

154.09 лв.
Високоговорител Biema 15" BML-Т1505 400W/8OM FOR PV400SUB. Параметри: Диаметър: 15 инча. Мощност: 400 W RMS. Честотен диапазон: 33HZ - KHz 3.0. Чувствителност: 99 dB. Импеданс: 8 Ohm. Звукова бобина: 75,0 мм. Тегло: 10 кг.
Тегло: 10 Kg