
4 candles
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Everything posted by 4 candles
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Bergantino HD210 cab *ON HOLD PENDING PAYMENT*
4 candles replied to 4 candles's topic in Amps and Cabs For Sale
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Bergantino HD210 cab *ON HOLD PENDING PAYMENT*
4 candles replied to 4 candles's topic in Amps and Cabs For Sale
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Bergantino HD210 cab *ON HOLD PENDING PAYMENT*
4 candles replied to 4 candles's topic in Amps and Cabs For Sale
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Stagg 3/4 EUB ****NOW SOLD****
4 candles replied to 4 candles's topic in EUBs & Double Basses For Sale
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Bergantino HD210 cab *ON HOLD PENDING PAYMENT*
4 candles replied to 4 candles's topic in Amps and Cabs For Sale
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Bergantino HD210 SOLD pending the usual
4 candles replied to 4 candles's topic in Amps and Cabs For Sale
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Howdy Grab a bargain for sale my honey violin Stagg EUB 3 months old, complete with soft bag, original box and stand (which I paid an additional £50 for on top) sadly I just cannot muster up the dedication to allow time to practice so its really just a cool looking ornament currently!! collection from Birmingham please thanks for looking
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Howdy Again!! I have another Berg 210 cab for sale. this one is slightly more worn than my other and is the previous model with the fur/cloth lining which has attracted some light wear. again 8ohm and 400watts. looking for a sale and collection from Birmingham please. this also comes complete with a padded bergantino cover thanks for looking
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Howdy For sale is my nearly new Bergantino HD210 cab complete with protective cover (worth £50 alone) currently retailng at over £600.00 new. mine has a few minor scuffs to the feet. 8ohm cab kicking out 400watts of sublime bottom end collection from Birmingham sale only, no trades thanks I have another Berg cab for sale also. thanks for looking
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Howdy, looking to sell my markbass cab It's the traveller TRV102p model 400watts at 8 ohms it's quite awesome but it's just not getting used as it should be. Cab has been used but has not been abused and so is in good condition I'm happy to email you some photos, struggling to upload them to this site sorry!!!! (As usual) Collection from Birmingham preferred but will consider posting No trades thank you Regards Mark
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[color=#584D4D]Howdy[/color] [color=#584D4D]I’m looking to sell my shuttlemax 9.2 amp. I’m happy to call it £450.00 delivered anywhere in the U.K. im really struggling to upload photos from my pc but i can send you some via email/iphone no problem. Sorry but im not looking for trades[/color] [color=#584D4D]The amp is less than 6 months old and has had very little use, It was brought as a spare but has been sitting around as I’m really a markbass kind of guy at heart!!![/color] [color=#584D4D]Superb amp, powerful and lightweight with some great features.[/color] [color=black]500W @ 8 ohm, 900W @ 4 ohm, 2 channels, 5.75lbs (2.6kg) - Footswitch included[/color] [font=Times New 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[/color][/size][/font] [font=Times New Roman][size=3][color=#000000]data:image/png;base64,R0lGODlhAQABAIAAAAAAAAAAACH5BAEAAAAALAAAAAABAAEAAAICRAEAOw==[/color][/size][/font] [color=black]This new SHUTTLE®MAX design is a natural extension of this series and has been a highly requested addition to our product offerings from many pro players.[/color] [color=black]The SHUTTLE® MAX 9.2 features dual FET and TUBE channels, a 4 band EQ with dual parametric mids and our fully adjustable Global Signal Shaping filters, along with our robust 900 watt Class D amplifier platform. This combination offers maximum versatility and tone shaping with a power section that produces 500 watts at 8 ohms and 900 watts at 4 ohms. This model is an excellent choice to power any of our UBER cabinets, or a combination of 2 of our GB115T-UB or new "UBER QUAD" GB1288T-UQ bass cabinets.[/color] [color=black]The SHUTTLE® MAX 9.2 is also the introduction of the 2nd generation of the SHUTTLE® MAX design which incorporates our new proprietary 3DPM™. This 3 Dimensional Power Management technology insures more solid output with increased heft and girth of the individual notes, while maintaining the articulation and dynamics of the note. The result is a 900 watt bass amp that weights only 7 lbs yet achieves the 3 dimensional tone and feel, like an all tube power amp design. [/color] [color=black]The powerhouse behind the Shuttle® MAX 9.2 is our Class D amplifier and SMPS module, enhanced with our Patent Pending P.H.A.T. (Proprietary Heat Abatement Technology) topology. This delivers robust and reliable, high output performance in a tremendously compact and convenient package. [/color] [color=white][size=3]Hi[/size][/color] [color=white][size=3]ombin[/size][/color][url="http://www.bassdirect.co.uk/bass_guitar_specialists/Genz_Benz_Max_9_files/STLMax60back_lg.jpg"][color=black][size=3]data:image/png;base64,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6dodl4s0waj/wAIidSikbM1rqukG3u8nqCzKoc8cE4z/fPSvav2Uv2bf2avjkL/AEv4o+B7jS7yaNXNzDq89pNp4X5T5SO2MAt82Q2MjjBGfxx0vx3rPh2Qf2DrOr2ITp9nvZYgPwVhXV6f+0/4+tIhE3izVrqMfw3ki3a/lMGFLlsFz9up/wBgi/8A2NppPFf7Av7SdnptrH+9fw94m1y3ihuAOSnmFhGSecb0H1r7S/YW/a+/4aZ8JPa+JZ9Im8S6XbpLff2bcJPCMkqQxjZkV8joCQQQeOlfy+x/tK6vJOr61pXg7VHH8Vz4ftQ//fUaIfxzX09+yp/wXc+Kn7Jnh99J+F2geALbTZ5A8sSaT5RlI6ZcMWwOcDPc+9VbUZ/S9RX4e+CP+DrfxvZoq+O/hp4Y1DplrW7lhY/gcivXPBP/AAdbeB79VHj74Y+IbHsz2l9FKo+gIBqgP1mor89vBX/By7+zn4kKr4gbxfobnGfP0zzFX6lWr339nj/grJ8A/wBqPxpZeG/g949sb3X9RJW10+aGSCaZgMkLuGCcDpmgD6MooooAzvGPiaHwX4Q1XWNSZVt9Js5r2Uk8BY42ck/gpr+Sfxr4kk8Va7c6pqOWn1GR7yY5yTJM5lY/99SGv6YP+CtXxPvvhF/wTi+Lms+G4klvJNDfTFLSbPKF46WjSA9ygnLAdyoHHWv5kNcjLXsqxfdRyq/QcD+lPoLqez/Ab9qrQfBXwuuvCPxa8D2Pie2R5W07WYrlrbV9GSQLugikH34S25/LJXBkfkhsVw/7QP7THiH48aXo2i+JZn/sDw15g0y0kfzWi34BLSH5mOBgZzjLHksa0P2QvBXgTx38X5bP9oXU7TT9Gj0m7uLOO71ZtItNQv1QfZ7a4v1jkNrE5LEyBCcoFH3hXcfsrfsheA/2pvj5440C+8f2vgfw5p13DBoF7ezrcm+NxqcVrEm4xq0wEDyvvEcfKoz+WpYjPkSfMXzOWh8t3UKxMBGMcfpVZo/733hX0J8B/wBhLXf2nbf4saj8L71E0H4X6Zeao99c27sdT8rzXhtkEeQkssNvNJknaoQ56jOP8GP2EPH3x++BXif4i/Da20ubwx4Pmnh1WW4vPJlgWGya9kkClcFBGirnOfMliX+IGrJPEJYMsdpPPb/P0pttbxtewi/keGF5FWV1XcyKT8xAHUgZ469q9F8M/st/EHxt8Ib74geE/C2pX/gzTJrmC71WPZ5Ns9vCk8wcFgwCRyIxOMHOBkggc6fhZ4nPgU+K4vDmut4XSf7K2sLYTHT1mBA8trjb5YfLKNu7OWHtQB9bfs06d8Uf2ZPGej2ej3egaZ4d13bc6FdanpUF/puuwynCXMEpQuIWQlzIWAVlAYZGB85f8FAvgi/wf/aU1TT/AO1PDOoy6hDHqsz6AR9hjkmZ2KxqqhYxgB9ijChxj0qxZ/tc/EDSPhppnhSLxJeyeHdGjeLT7G6iSWOxV2LMId6EhSzMcZIBPGOa8t1zWZ9a1Ge71O5lu7q5fzJZpWLPIx7knr6ew46VnCLTbZUpJ6GLaWxjT5sHjgDp/wDrqSRSz54yBwD3NTMR2GD7VGBubPt1NaEK5E0+xVIzz97HrW54A1nQoL3UF+INlqN3bT6fNBaPZzKklpdnb5UxDECRVAbKEgNuHpzjNCApJxyevrVjRY4LPVrSa9i862injkliz/rUDAsuR0yMj1560ArNn2X+yp+yzp3xa1nxV4u+FkXxN8IeF9O0S3k0yfStVsm1TzdyR3jSK8okkjaLzpAsaA/PtAYL8/kvjH4U/Ba00++l8N/FrxBDf2wkLWGqeGJFuTIqXT+Xneq798VtETkfNPuzgFR7d8NP2Xfh38NviK3i7QfGUfjX4feIQV0y+06R7G+0aFpkY/aVY5NykSvCYcbfnZiRxj5q/bht/Bd5+0p4jb4CX0mo+GYpI47a8kOTcFY1DkMfvANld/RtpboRWUKnPJ22NJx5Ujyc6iCoz0785/8A10R3hdc5wMfjmopoQrBUHAPYdT70PbiIHbg9xWpmKs5zuQscHj1qeNjJEC+c8nHU/lWe8exVbk4PPrXXfBH44eIP2eviVp/iv4ZXNva67payLbSz2sV1GokjaNwY5VZGDI7g5HfjHWgGrlj4Q+FNN+IPxT0HQ/F+tW2haRqF2kF7qMxyllGT95sA7RxjOCB1IwCasfH3wXonwz+MWvaH8L/EUPirQdNn8q21SNQEuflG7aRwwVsruHDYyOK+mv2eP2gvD37RXxK8L6h+2j4j8B+HbPw4t7HZWw8Dy351Z7uIx77zyWVAqMEZMtkFchQfmrmPit8b/hd4D8VX2keNPgZ4N1e0LTfZdU0LU7jThPGVSNGRAg27djnDZO5gxydzyTzJuw+XQ+VZLgquTgsx79qIL0iQg9h7AfWr3xR8RaT4p8earqHw/wBD/wCEZ0S9uWlstJF5JeDToj92Pz5Pmkx13Ng1ioSTk+wIBqgNMXitjGcd6mSXGMZ9fpWQZRkCIHJ/E1rafA97NBb2IEk9wwjjUEZZmOFH5kCglofDqYjJ3sQAT7/jT/t55AcZ+vIrrfiz+yT8RfglbavcfFPwzd6RbaJfw6Xe3LTQywxXM0PnxRh0chy0Xz5TcAPvYPFel/tBeA9M039nTwVpPhb4ReP/AA54x0jcviHVr/SJkhlIOxgrhAGDSuv3+U+VPmyTQM8FXVCjjLDIPQmvfP8Agn546l+D/wC1P8LfHLzAR6b4ptnVFUkiOKa381vTaY52H4Nmvm+5UwSAShlZ13hSMFlPQjPY9c96+rP+CdHw1b4o/tP/AAL8LIHA1XWrSSdQSN8UmpM0gb1UxWfT2poD+qxvvHFJSk5OTSUhny7/AMFi/gT4o/aO/YX17wt8LEElxPf2V3fIPvtaQTCWTYpxuYFEbbkcA1+C/wAR/wBhzxJ4JumS+uLVS/MYdThx6goWFf1FV8/fGX/gmB8Hvjhq8moeJNB1DTr6UktLpepz2i5JJJEQYxDJJ6JQI/mz1j9nPxNYDMcFvcKP7k4BP4Niub1T4Ya7p25b7RrxsAg7Yt49+ma/oP8AEv8AwQn8BXKk+CfHHjTTCeiXS2t6g/8AISN/49Xm/i3/AIIMa4Nx8IeP/DmoDsuoaLJbMfq8csn8qBn4SR3mr+F3J0651XTGJYkRSSQbsqUbOCP4WZT7MRyCQdXwn8dvGngTwXqfhzwV4n1rS/D+tW9xa3um29wVtbuO5WJJ1eP7pEiwQKxxkiJRniv1z8a/8EOvitppcWGkeDdfQZwbLVzGzf8AAZ4ox+teLePv+CP/AMRtG8z/AISL4QeIHUA5exjgv/yEDu1Aj4X8IftofET4f/s9a78K/DOtxweBvEcM8F/pxtY280TywSyOJMbt5a2hAYk4Quo4Y1Prv7Zmsa9+xbo3wRn0fSodE0HV5tYt9SgllS7mklkMkizISY3GSgBAXAjXqeR7j4+/4J7ReFnceLfDfinw8w4P23TLm1A/GRQK841P9ijTrpiuha0pP93zFb9KAWp53+0X8d9B+Nnw9+GGn6H4f1LQtW8AeGYfDN1M+oJcWeoxxSSSrPFEsKPDI8lxOz7nkByoGMHPkRTn5h0r3zWP2INetgf7Mu7ece4xn9a5bWf2T/FunfdsVnT1jPSgZ5TklsZznvSOCMH/ACa6/Uvg/wCINHZ/tuj3ikdxGSM+1YN34fu7NiJ7aaMqf4kI/pQBlunAx/8AW/8ArU+EHOT/AJFPe2dScqRjr2poj8sjjgdQPSgnlPRvg7+zd8RPjp4P8Rap8FvCuo69pHhZEl1ie2eNI7QOrlAwkdfMdlikIRNzkI2BxXC2ui3/AIhs7270ewvru00yJZruaC3eWOzjZgqvKygiNCxVQWwCWAHOAfUf2Zf23fHH7JfhzxbpfwjXw59m8Z2rWeoNqOlJeSKhjkiPlliB9yVvkcOm7a+zcoIxfhT+0Vf/AAi+BHxP8C6BptpNB8UbTTbG+v5JXFxZQWV2LoRxgcMJHVA27sox3oKPNXVI5AJCqs2CATgn/GlaLeOR7nivr/8AZT/b88DfBL9jrxN8M/iB4K1i/wBQ1ldXf7bp32Mwas93ZpDbDUBOhkK2kkZaPyyRiVyArqGrN/4JueNf2b/CkHifT/8AgoDo13qsGvahpEGnXkNlLM+i20Uk0t3cB4/nG8rbRMijc8bvjpigVj5PNoA+cH8e/wCFV0tP3oBGcHvkV9I/sv8Aw0+EPxz/AGx9XHx38TaZ8PvhNbXV/qnlveNay3NsJWFrp9q7K7CRt8Q3EMVRHY9KtfCv9ibQ/jN/wUwb4JeFvFkL+F7rxJqGnWfiOwkivRJYQJPNFPE24RzM8UUY4IBZzigNTqPhx8Y/g9qtp8NvFkekx+G/iD8OLCytb601CcyaLr0tkVFveGJYt0jnA8yIuuSo+8ASeO/4KP8A7WPhP9q/xt4Vb4R+FrXw7YeGNH+xXdxDEIv7XvHbdNcbABtX5UUAgEkMSACAPDfiN4L1z4T+M9S8O+PdM1TQta0uYwXen38DQXVq2AQskbcqSrK2D6g9CKq/DzwZqnxO8daN4f8ACMH23V9evodOsoDIsYnnmkEcabnIVQWZRkkAZ57ms40+V3uW5NowNRhCSDZnZxgnioUAVvXt16ivVP2n/wBlXxl+yj8TJvCPxwsLTT9cjiWfyre/hvU2liv34XYAhkZdpwwx0wQTzXj74F+L/hZPdx/Evwvr2gy2V4NOuBqFhLbiC58pJvs7MygLL5TxyeXndtZTjBydCTlMjcNqgY/H86hmneJgUyCOQemPQ1ca0aLI3cgZIzzj6UfYnl5AJz+HFAHrH7NFrqt3a3nizxrp2u+KvAfgu6sxqmlx6tPZwTyTSEwRySxktEhkhB3IN2VUAg4NfUvi74o/Ffx/8OL34yfs9aR478KwaOtxcXOoS6rLr9lOtu4aUM12jMChfcXbPIBJJAK/Nv7I37W+pfstw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[color=#060606]• Dual Channels -- FET and Tube Preamps [/color] [color=#060606]• Switchable or Blendable Preamps [/color] [color=#060606]• Input Mute Circuit [/color] [color=#060606]• High and Low Gain Switch per Channel [/color] [color=#060606]• Active 4 Band EQ with Dual Parametric Mids [/color] [color=#060606]• High Current Class D Amplifier Design [/color] [color=#060606]• Adjustable 3 Band Signal Shape Circuits [/color] [color=#060606]• 3 DPM™ Power Management [/color] [color=#060606]• LED Status Indicators[/color] [color=#060606]• Speakon® Speaker Outputs [/color] [color=#060606]• Internal Fan Cooling [/color] [color=#060606]• Full XLR Direct Output Interface [/color] [color=#060606]• Aux. Input [/color] [color=#060606]• Headphone Jack [/color] [color=#060606]• Three Effects Loops (FET Ch; Tube Ch; Master) [/color] [color=#060606]• 115/230 Volt Switchable [/color] [color=#060606]• 5 Position Footswitch Included[/color] [color=#060606]Power Output - 500 W/900 W 8 ohm / 4 ohm[/color] [color=#060606]Cabinet Response - N/A[/color] [color=#060606]Speaker Configuration - N/A[/color] [color=#060606]Preamp Type - FET/TUBE[/color] [color=#060606]Weight Lbs. - 5.75[/color] [color=#060606]Dimensions HxWxD - 3 1/2" x 13 1/2" x 13" [/color]
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#NOW SORTED# Bass player wanted for midlands function band
4 candles replied to 4 candles's topic in Bassists Wanted
the position has now been filled, thanks to everyone who contacted me. regards mark -
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Howdy In a nutshell, I'm looking for someone to take over from me as I'm struggling to give this band my full commitment. The band is an 8 piece function band comprising of male and female vocals, sax and trumpet, guitar, drums and keys. Pro standard band although the band members are not full time muso's. Very easy going and nice people. It's a wicked bass gig, loads of stevie, incognito, nice funky tunes and some standard function crowd pleasers too. there are some gigs in the diary for this year with the first on valentines day. The band are having a real good push this year so expect to be quite busy. Hopefully/ideally you will to be available for a gig on February 14th and be able to attend rehersals on a Tuesday evening . The band generally reherse twice a month but this will become unnecessary as the gigs roll in. Rehersals are just off motorway junction 2 of the M5 Please pm me for any further details Regards Mark
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Howdy For sale my used little mark 2 amp. Ive owned this from new since 2010 but only used it as a spare since I acquired the slightly more powerful little mark 800 Its an awesome piece of kit, no messing about, easy to use, a bass players and sound engineers dream. incredibly lightweight.........here's the specs looking for £275.00 delivered to anywhere in the U.K not looking for trades Recently voted "Best Bass Head" and "All-Around Best New Product" by the readers of Bass Player, our top-selling amp has made history with its stunning combination of great sound, compact size and light weight (6.4 lbs). Identical to the head included in all our CMD and mini CMD combos, this unit is truly the flagship amp for the Markbass sound. Its small size allows for easy transportation, but its sound is nothing short of professional. Also offers a bonus XLR balanced input for double bass pickups. Markbass amps/combos are manufactured to be sold and used in the country of purchase, and they are factory preset to that country’s voltage. Due to homologation issues, the voltage may not be changed. [b]INPUTS[/b] INPUT impedance 500 Kohm, max. voltage 15 Vpp BALANCED INPUT (XLR) impedance 22 Khom, max. voltage 25 Vpp EFFECT RETURN impedance 22 Kohm, max. voltage 25 Vpp [b]CONTROLS[/b] GAIN -80 dB to +23 dB range MASTER VOLUME GROUND LIFT switch on rear panel [b]EQUALIZATION[/b] LOW center frequency: 40 Hz; level: ±16 dB LOW MID center frequency: 360 Hz, level: ±16 dB HIGH MID center frequency: 800 Hz, level: ±16 dB HIGH center frequency: 10 kHz, level: ±16 dB VPF (Variable Pre-shape Filter) center frequency 380 Hz (cut) VLE (Vintage Loudspeaker Emulator) frequency range 250 Hz-20 kHz (cut) [b]OUTPUT[/b] LINE OUT balanced XLR, max. voltage 10 Vpp EFFECT SEND unbalanced, max. voltage 20 Vpp (pre-EQ) TUNER OUT unbalanced, max. voltage 25 Vpp SPEAKER OUT speakon, 1/4" [b]OTHER[/b] WEIGHT 6.39 lbs / 2.9 kg DEPTH 10.1 in. / 25.6 cm WIDTH 10.87 in. / 27.6 cm HEIGHT 2.8 in. / 7.1 cm OUTPUT POWER 300W RMS @ 8 ohm, 500W RMS @ 4 ohm POWER REQUIREMENT 100/120V; 230V; 240V 50/60Hz (Voltage is factory preset according to region of sale)
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*SORTED *Pro DEP needed for New Years Eve gig Harrogate
4 candles replied to 4 candles's topic in Bassists Wanted
Gig sorted thanks guys. Ambient, it appears that some of the keys on your keyboard are stuck! Never presume anything, just be a little more patient! I would have let you know if you hadn't closed our topic down! Your correct, I was advertising for a professional dep. which is why you were not considered. Some advice.... Professional means more than just getting paid, attitude is a very important aspect. Regards Mark -
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*SORTED *Pro DEP needed for New Years Eve gig Harrogate
4 candles replied to 4 candles's topic in Bassists Wanted
Apologies Harrogate is only up north, from my perspective! Sorry for my geographical prejudice Mark -
Guys, I need a reliable dep for a function gig on New Year's Eve. 2013 high end 8 piece function/covers band. 60's to present day classic tracks You will need to be able to read charts and a full bass pad will be available. Very high standard of musicians so consider this a pro gig please, certainly no bedroom players! Gig is well paid and hassle free. Gig is in Harrogate. Up north! If you are interested, Please PM me and we can discuss in further details Regards Mark
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Alleva Copollo outboard preamp ex Paul Turner
4 candles replied to 4 candles's topic in Effects For Sale
Controls are........input, output,, 9v supply input Bass, treble and on and off foot switch with blue L.E.D indicator. The bright sparks a,ong you may be able to remove this from the box and fit directly to your bass! Pre eBay bump where it's odds on to be snapped up by one of our fellow bassists from across the pond! -
As part of my clearance I'm offering the chance to buy a quite rare and certainly unique item. Alleva copollo 2 band ( bass and treble ) eq pre amp contained within foot pedal box Powered by 9v a.c supply Blue led indicator indicating on/off Velcro on rear for securing/stability This unit was custom made for iconic bass player Paul Turner of jamiroquai fame (and a whole host of others) by Jimmy from AC and was used as part of Paul's expansive pedalboard collection on his tours. An acquaintance of mine is a personal friend of Paul's and was able to broker the deal for me which came about when I regrettably sold my Alleva bass and were looking to recapture " that" sound but affordably! I'm led to believe that these preamps either in pedal format or as a preamp to be installed are no longer available. There is a great demand for these in the USA but I wanted to offer you guys the first opportunity to get your hands on something so good, rare and unique. The finish can be described as " crude" the box has been sprayed gold but there are paint runs visible. The alleva motif is present, along with the letters PT indicating its previous owner. Most importantly this pre amp sounds HUGE. To me its the Best sounding preamp by far! It turns any passive bass into something sublime and even has a wonderful effect on active basses too. Looking for £500 collected or posted anywhere in the U.K. Posted will be express, insured and tracked etc. I will post outside the U.K please PM me to discuss postal rates please. No trades please unless you have a vintage fretless stingray! Many thanks Regards Mark
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Howdy, firstly my space bar appears not to be working, so very sorry! anyway, I just stumbled upon a you tube vid of a very talented, tanned, handsome gentleman with a very cool name also, who just happens to play the bass very well, not just flash but solid but with technique and timing to die for. (and a good drummer to boot) [url="http://www.youtube.com/watch?v=1GQikNXTWS4"]http://www.youtube.com/watch?v=1GQikNXTWS4[/url] my question........ have we reached the pinnacle of instrumental/solo/technique bass playing????? Mr Madrid has encapsulated the best of the victor/Marcus/jaco vibe down to an absolute tee and incorporated them in his own. I appreciate these techniques have been copied from 3 players who brought something new and ground breaking to the forefront of bass playing respective of their time. This guy has pure talent and is amazing in my eyes and I see a combination of arguably 3 of the most technically gifted and original players in modern history within his style of playing, but nothing more........my question. Is it possible to push the boundaries further bass playing wise or is this as good as it can get??? regards Mark
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2 planet waves cables for sale, both are circuit breaker types. I.e they have a mute switch which is very handy when changing basses to avoid loud bangs and avoid damage to your amp! 1. PWAG30- 9 meters in length with 2 straight connectors (RRP £24.00) 2. PWAGRA- 3 meters in length, 1 straight connector and 1 right angled connector (RRP £17.00) Both leads in full working order, used a handful of times only. £15 for both including postage Regards Mark