Effekte,
Gitarrenkabel, Stromversorgungen usw. 3 - 2024
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Hotline: 02171 -
742702
Neue Öffnungszeiten: Montag &
Dienstag geschlossen, Mittwoch,Donnerstag &
Freitag 10 - 18 Uhr, Samstag von 10 - 14 Uhr
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![](../git/youtube-logo.jpg) Vor Besuch bitte immer erst Telefonisch anmelden !
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Vemuram Michael Landau Signature
A collaboration pedal with Michael Landau. The “Butter Machine”
was developed in collaboration with Michael Landau to create his ideal
distortion pedal. We have made countless prototypes, which took more
than 2 years in R&D. Having Michael use the prototypes at his
sessions and on tour, we were able to hear his direct feedback and aim
straight for his ideal driven tone. In addition, new ideas were
implemented, and various improvements were made by testing the
prototypes at his recording sessions and at his home studio in Los
Angeles as well. As a result, we were able to create a “new type" of
distortion pedal that is user-friendly and wide in range. It allows you
to control your picking nuance and dynamics, and the drive goes from
overdrive to full-on distortion effortlessly. Please enjoy the "Butter
Machine”.
In Stock !
| ![](data:image/gif;base64,R0lGODlhHgAVALMAAGb/zLu7u5mZ/4iIiGZmmVVVVURERO4AACIiIhEAAAAAAP///wAAAAAAAAAAAAAAACH5BAUUAAsALAAAAAAeABUAAAS2cMlJq704L8WV/pRijIYHal16YoVoUGVxJnRdIHid4EWNWAZaUHej4XKIng9WGx50xyhtkZD8JAaE4TCiHZDR8O74WvAKBScYRyBIkeVz2osYswXtNy6eRKvtBAILeUcJN1pWfXMJT4AABEaFh3xoi1+GN20+lYZ7iZV/lQo1BAqck59+dHVoKRxoO6hmin8JA7cDAbgDRrJZoKt1uAG6vGOyC0MJTjo0xMTNNRXR0XXU0ivZExEAOw==)
![](data:image/gif;base64,R0lGODlhHgAVALMAAGb/zLu7u5mZ/4iIiGZmmVVVVURERO4AACIiIhEAAAAAAP///wAAAAAAAAAAAAAAACH5BAUUAAsALAAAAAAeABUAAAS2cMlJq704L8WV/pRijIYHal16YoVoUGVxJnRdIHid4EWNWAZaUHej4XKIng9WGx50xyhtkZD8JAaE4TCiHZDR8O74WvAKBScYRyBIkeVz2osYswXtNy6eRKvtBAILeUcJN1pWfXMJT4AABEaFh3xoi1+GN20+lYZ7iZV/lQo1BAqck59+dHVoKRxoO6hmin8JA7cDAbgDRrJZoKt1uAG6vGOyC0MJTjo0xMTNNRXR0XXU0ivZExEAOw==) | 469,-
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Vemuram Gritty Gain" BOOST Pedal
The “Budi-G" is a new boost pedal followed by the legacy model the “Budi”. The
"Budi-G" is wide in range and has a large amount of headroom. Compared
to the general clean boost pedals, our feature is being able to control
the “Gritty Gain” which is subtle but has the perfect amount of grit for
this new boost pedal. Being able to control the subtle gain, it stacks
very well with other drive pedals and lets you allow to push your tube
amp without lacking the bold and rich tone in a natural-sounding way.
The "Budi-G" is versatile and very dynamic, it is equipped with 2 band
EQs (Bass & Treble) and a SAT(saturation) trim pot which allows you
to fine-tune and control your equipment and gear. Please enjoy the
"Budi-G" to obtain the “GRIT” to your sound. In Stock ! | ![](data:image/gif;base64,R0lGODlhHgAVALMAAGb/zLu7u5mZ/4iIiGZmmVVVVURERO4AACIiIhEAAAAAAP///wAAAAAAAAAAAAAAACH5BAUUAAsALAAAAAAeABUAAAS2cMlJq704L8WV/pRijIYHal16YoVoUGVxJnRdIHid4EWNWAZaUHej4XKIng9WGx50xyhtkZD8JAaE4TCiHZDR8O74WvAKBScYRyBIkeVz2osYswXtNy6eRKvtBAILeUcJN1pWfXMJT4AABEaFh3xoi1+GN20+lYZ7iZV/lQo1BAqck59+dHVoKRxoO6hmin8JA7cDAbgDRrJZoKt1uAG6vGOyC0MJTjo0xMTNNRXR0XXU0ivZExEAOw==)
![](data:image/gif;base64,R0lGODlhHgAVALMAAGb/zLu7u5mZ/4iIiGZmmVVVVURERO4AACIiIhEAAAAAAP///wAAAAAAAAAAAAAAACH5BAUUAAsALAAAAAAeABUAAAS2cMlJq704L8WV/pRijIYHal16YoVoUGVxJnRdIHid4EWNWAZaUHej4XKIng9WGx50xyhtkZD8JAaE4TCiHZDR8O74WvAKBScYRyBIkeVz2osYswXtNy6eRKvtBAILeUcJN1pWfXMJT4AABEaFh3xoi1+GN20+lYZ7iZV/lQo1BAqck59+dHVoKRxoO6hmin8JA7cDAbgDRrJZoKt1uAG6vGOyC0MJTjo0xMTNNRXR0XXU0ivZExEAOw==) | 399,
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Vemuram Jan Ray BOOST-OVERDRIVE Pedal
The Jan Ray was designed to recreate the punchy clear tone of the Blackface Fender amps from the 60's. So-called
the "Fender Magic 6" sound. An easy to handle overdrive keeping the
characteristics of the guitar with great sustain without any unnatural
compression. In Stock ! | ![](data:image/gif;base64,R0lGODlhHgAVALMAAGb/zLu7u5mZ/4iIiGZmmVVVVURERO4AACIiIhEAAAAAAP///wAAAAAAAAAAAAAAACH5BAUUAAsALAAAAAAeABUAAAS2cMlJq704L8WV/pRijIYHal16YoVoUGVxJnRdIHid4EWNWAZaUHej4XKIng9WGx50xyhtkZD8JAaE4TCiHZDR8O74WvAKBScYRyBIkeVz2osYswXtNy6eRKvtBAILeUcJN1pWfXMJT4AABEaFh3xoi1+GN20+lYZ7iZV/lQo1BAqck59+dHVoKRxoO6hmin8JA7cDAbgDRrJZoKt1uAG6vGOyC0MJTjo0xMTNNRXR0XXU0ivZExEAOw==)
![](data:image/gif;base64,R0lGODlhHgAVALMAAGb/zLu7u5mZ/4iIiGZmmVVVVURERO4AACIiIhEAAAAAAP///wAAAAAAAAAAAAAAACH5BAUUAAsALAAAAAAeABUAAAS2cMlJq704L8WV/pRijIYHal16YoVoUGVxJnRdIHid4EWNWAZaUHej4XKIng9WGx50xyhtkZD8JAaE4TCiHZDR8O74WvAKBScYRyBIkeVz2osYswXtNy6eRKvtBAILeUcJN1pWfXMJT4AABEaFh3xoi1+GN20+lYZ7iZV/lQo1BAqck59+dHVoKRxoO6hmin8JA7cDAbgDRrJZoKt1uAG6vGOyC0MJTjo0xMTNNRXR0XXU0ivZExEAOw==) | 429,-
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Soldano SLO Pedal
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAASABIAAD/4QCMRXhpZgAATU0AKgAAAAgABQESAAMAAAABAAEAAAEaAAUAAAABAAAASgEbAAUAAAABAAAAUgEoAAMAAAABAAIAAIdpAAQAAAABAAAAWgAAAAAAAABIAAAAAQAAAEgAAAABAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAOOgAwAEAAAAAQAAAOMAAAAA/+0AOFBob3Rvc2hvcCAzLjAAOEJJTQQEAAAAAAAAOEJJTQQlAAAAAAAQ1B2M2Y8AsgTpgAmY7PhCfv/CABEIAOMA4wMBEQACEQEDEQH/xAAfAAABBQEBAQEBAQAAAAAAAAADAgQBBQAGBwgJCgv/xADDEAABAwMCBAMEBgQHBgQIBnMBAgADEQQSIQUxEyIQBkFRMhRhcSMHgSCRQhWhUjOxJGIwFsFy0UOSNIII4VNAJWMXNfCTc6JQRLKD8SZUNmSUdMJg0oSjGHDiJ0U3ZbNVdaSVw4Xy00Z2gONHVma0CQoZGigpKjg5OkhJSldYWVpnaGlqd3h5eoaHiImKkJaXmJmaoKWmp6ipqrC1tre4ubrAxMXGx8jJytDU1dbX2Nna4OTl5ufo6erz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAECAAMEBQYHCAkKC//EAMMRAAICAQMDAwIDBQIFAgQEhwEAAhEDEBIhBCAxQRMFMCIyURRABjMjYUIVcVI0gVAkkaFDsRYHYjVT8NElYMFE4XLxF4JjNnAmRVSSJ6LSCAkKGBkaKCkqNzg5OkZHSElKVVZXWFlaZGVmZ2hpanN0dXZ3eHl6gIOEhYaHiImKkJOUlZaXmJmaoKOkpaanqKmqsLKztLW2t7i5usDCw8TFxsfIycrQ09TV1tfY2drg4uPk5ebn6Onq8vP09fb3+Pn6/9sAQwACAgICAgICAgICAwICAgMEAwICAwQFBAQEBAQFBgUFBQUFBQYGBwcIBwcGCQkKCgkJDAwMDAwMDAwMDAwMDAwM/9sAQwEDAwMFBAUJBgYJDQoJCg0PDg4ODg8PDAwMDAwPDwwMDAwMDA8MDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwM/9oADAMBAAIRAxEAAAH70rVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1cZVRXcVZVq1atWrVq1atWrVq1atWrVq1atWrVxteGU0p5X0vXM1V13NPq1atWrVq1atWrVq1atWrVq1Ir5mr83Ku69Ar7iplXO1a19KVT1y1dfV1WrVq1atWrVq1atWrVFN6+Zq/OSk16BXr9eC1Fek1+kEfAIHplX1jWotTWrVq1atWrVq1aqevH64ig0GvRK8Ur4qqK9Ar6kr4krsarK/YCNLV5B/WrVq1atWrVq1RXzBXklWFXlfTdcJXCUwpjXq1cDXwHVbXU1+ocbeutg9rVq1atWrVq1aq+vz4r5ZrV73XvNX1VdKr3WuTrhKc15pXtlesRDXTQe1q1atWrVq1ah0zj8qQ+HqbV9GVyFeJU2r6Ar3SquppNfaMZrlqNXSQeVq1atWrVq1agRZ1RUiDCrGPyRD42p1X0HXN14xVHX0bX6LRDSKiumg8rVq1atWrVqBRYtaaVzUO5jVVXw5+mtX8fl6HxrTOvr2vquLujVFdPB3WrVq1atWpNDjSQ8Zrqqu6sq6aNVDnK7uJKpao4NasIpgSMUmuxgutWrVq1atQKLHkINK5+nVfPdex01rpq6qujjRVWw7eNLVNRKHV/C2rVq1atWrUKpjNNaqqt6+WIfLtfTtevUOu0ryuvSaFXax4iDqOo0OrrVq1atWrVFBiatXkcPKq+g4/JEDUwr7ajU1TQd1zdenRqaYUuhV10HFatWrVq1ag0eMVq1auUr5zhwtcLX35G5p9RKXTavk+H0TFNW8LytWrVq1atWqto0XNEqa1RXNw4uu7jbVFLpVTXKQ+M6+xorh19atWrVq1atWri6LF1TqnVOaPBcZpNRWqK1VtczCpjdV1MHlatWrVq1atWrzShU4p1TyLqnNOqc04otKrUmuIgqKqsYdDWrVq1atWrVq1eaU1rUqiUanFO4vKc05pzRaDXLQPHQ7ClVq1atWrVq1atXjlfmjX6M10dKpVKqaJR6dU7i5odNKTXSwsa1atWrVq1atWrVx9eU11FOqilVNTSqmppVEp7EtPYdRWrVq1atWrVq1atWqKq6pKqqrKLWqa1TUUurKJYdnRa1atWrVq1atWrVq1atWrUOqSqmqemNGr5rrwuv0crpqu61atWrVq1atWrVq1atWrVq1atWppVFVPXPV0NegVq1atWrVq1atWrVq1atWrVq1atWrVqitUUqtWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrV//aAAgBAQABBQL/AJEa83qC2WjxCqtrd295H/qnxBeq2/ZLC7t9wtFbTbyr8H7jtp8RiZBlut7toFI8Qa29zBdw/wCpCaD6wN5hg8P29xeWSpt43u9j+rLcBt3ije9w2/atu0IO028j8Eb1Z3O5ZF3e5W1k/wCkSa2d/b3o/wBQEFb8b7ReXG0SFCimgHhCwmk3jxFf29xsaN33jaTd73vu5W/1Ybsrbd/i3CNatu3QbzHPae8KtTZbTv1S8wP56+vIrC3n3C8mKN2SXunh3Y/E+zn6tdk2wbf4atYYvFuwXcFjOUymMaeD9tmm3mXeLSw2+Ca925X9NPFPK2DcrseKOaknclkwWv8Ai3859Z+8SbdsW3+Ptku473xz4dtI/AN9u2+2qLy6tIp95vVBO/WZl3jwR4c3zav9ljtG3I2zw5axReKfDt5cWtypMkiUdOw7dc3+67dNazlVVO2/xf8Am514p+sq6ubp00mSOT9We6Gxl8TeJk2btty2rcIt08Q7Rs0HgK93HetrVuO5WS7jcryZ/phMirnwtsHijbbf6qIf0bsfhvbrOGbEK8rf9x/NKNHLGkweK/Di/EVluG23+2TJtL6dHh3w9ebNYb/PNc3U0UZc8Mfu/wBWe7m0ufGPiNcOzWfjPw/eIvvGfh2yj+rzcdx35cXMTFLKIY0g9rf9x/NDqN3ce6W1vvu13Ml1Zo3G6uNpVDcybPY18TeHl3VtcHkrjjluIvC+wX+17d4luJ7m5mALkQH9V94u28RWt5HdCeTmy9rf9x/Mq17RzwSm5sLO7SjYLOFTvbyKwtYN42y4Ruuw7fulxNsENpN+hrLm+KPD3vEN/ZXlgq2srvcH4B8L3O3C0VcJsUig7Qfuf5gmgSHuYvlWSrOLb7W2uNxQq93Dcdnt59yI3aOWKVyQ7ddTq2ERpQnBDTe7eLvfNsh3CwudlgjcO3xTrWvmydgkyLACR/Me0p321e9Ti13uNU90bl38GwWCpvFWyKtJL3w0ra7OS725CPEKopJN82iKaKWKdF5s217gj9CJTcO9lxSkdlEJFpCY0fzCiwKByzRQIg3Kwu15v6w9tmvZo7K/nm+rmLdrHbZ5beRcMW0rutn2xO12EpvtraLTceXtW6XO526lBCamVfa3j50v8yNe/iG0lVcbZYXm4zbhe2+12Vlvtz4hi8N2iLAyfWGiwnt7yC6huNo2u7jk2WRKv9eLWJFtYXctslCLa9kyIHY5ExxpiR/MK1dPu7xZy3ljFttjZvwf4fuLPcl+HjtW72tsu1t0k/clkEMf9MJP6cOtHZxafzKpBzRIxI6pdHTtebVZ3zh8I2kUltt1lZqxeLp3uJebP4O8NX39KHHHz5f5pcv04kYlYlYkYkeb0dPvXU3JiQkB2aJFKJIcEXJj/mp/8ZCiGJWJWJGJGJGJGFsLeQejp2lk503a0jyP83c/41r3qWFliViViRiRiRhbC3cSlMCR2SgzLAAH83vvvQjt/E/ifbrvadxRu22fdqWJCxMxKxI51ZBk0FtDykfzl5Zzqlv/AA9s93NEmFKKfzORaSVB2sfNk/n5LK1latqo12l5GytKXx+6VAAGoj9mipFIQmNP+olJStybbaLa9snS1w3MTzR2+sqx3W7276vt+3O03ZBCUWUJjR/qeSCGVr2qAte3XaGbcW6rAJuF/wCrAAP+RH//2gAIAQMRAT8B/wC9pP8A/9oACAECEQE/Af8AvaT/AP/aAAgBAQAGPwL/AJEYxRoNxIn2qGiR9r+ksun1QrX9b5lvJmAcVp80n0I/1Vu95GrGS1s5pUEeWKTRw3dnIJ4ZEjUcQfMKHkXJJN7xcZ+0iSaTlj/IqEvc9q2rlJihs0ruuTTAypXj9pA0aoAtKpkAKXED1AK4Ej4sxxoVcLToqmiQfm/pLNQT+0hVf7jTPbSCWJWmQ9RxB+X+panye+W/NBnXbBCoQeqky+WDT0Zls7ua1kOqjGopr8/V8u53W5kj8488QfnjR25pX3qCa3VrTTRX/IL3Pd7WBFpdXBt0Xt3EMVqjVMlJJPwCiwuMhUa9Y1p1BB8w1Lulz3mnXz5Vcug/kCiXvm1bXEPcrTlyiWOgiyVULKfmQ+FWBJkqVQqmJPF/4krH+2Ks8kkLT7cStFD/AFCacB/C77G2ioF8zLmYqIhVkipIpr8S146U/KeIepcW48uQWVipS13IGmWPB3FlbSqV7zyJCmQnPGSUGpCtRwcsW3bjNbwhfTBUFI+QUDRqhvd1mlhPGIUSk6eeIFXydMNwh5K0k09klVR8R6Mau6uhKJZo7u4inRlUpxlUEf7zRnK7uY4ynHkRL5Y+eQGX63sCIir9IX85txnIqRZgKSV1yPCqR9r9XU9IHEn+eNxLUjJKEJHEqWaAM5TqQjyjj6QPwa5Yba8ulEjNK7dVF4cKibEGjuL+429W07ogrh4ZYSeS1JQVaU1cV2lMl3bgY3cRiMspSeCkjyxPH4O3VtSza7armLXYrjIJUrhjl7A46U1dxc+7xpRFJzlrCtSiM1Tx0qfm5FpNUqVUfh2h3Dlye5WClKXcJHTnjoGueOVSeZBLcxRy5CRQA1OKtfNw3FndS2t0U1kkQeP9r1eI3EJPnKI0ZfjR7NuVzKq6n9/hC5JFeSjjxPzZ+bXboVipaSVq9B/ouD+wP522XbyYXK9wgw/4Tqun6mn30r2y5Oi0KSVR19UrHl82ox3ar+UCqYYUH/g50D3+/tL6Pbrtd5GpMS0c6LERDFJTVP2ni7iTc1w/vMLFMXtSUT5/FRqfgGpa7hNrGNTjQAD+0WtUVN5Xc+2kQquI1KQfNQGKSH+mLe2l2a9uo68tNSESn/TUIr7J4uC7JXfwoP8AGolRKlkKCNChNdCDqfg7de0yKttuUqRclkqIjJXDpy9gaV04u9CLZGJThHMVUVjSpJ6T+bSjVTRUdUrR6EGh4Muzt7WGSZSJopZjGKmONKwSp3d1brlWkTLROuTMdcfScQqmny4tSle0vUuH+z/OGnlxe1288PJPNnmxrXpTRAPz1YZ+T3hBkKY+QiUo/smh0fh+eRC5Yfe1mdAHVgYVCoHqKsSWt/b3MK/LIV+1JapLq9jUsCsdnCoKkX8gHf3dpf8A6OuEbotdxCtPOiKZAk4geQxPl+bU6aGFV9DCbWQrEtwhWoVUJhQhP5iviSaUalLnVEga4R6AD7NS1LhtrzcSKxKSqFWCkniPpsUqS5b68sF7Re2ylImTAQSMPZoEV0UDUBwXku5quJAlElzDGFlCgP3qEcFH+SWpXhxarEmSJN8q4hWckp6iMVFNFEGlXyU8I9V/PyDLh/s/zfx8g5UrUpIKFZLT7XDUhwT7Im5llQoqiVPVMSMehQKV9Wo9Axb3tnIhYOAUlJUlR+DXyLCebCoISjUHjTHjwa72CSC5ub9MaiNcUIrXRQ46fDi7NFxEqLl8+SNJPECiAr7atJKASzggA0qaPcoFTmOPkc7lflNDRSj8tKOxuLU5S/pC3kiSrTKlTQ19Q6yXf6Nn/vlvc9ND8FcCysX4v5KdMFt11+3gH4muba9/R94ueCcW+IXFiE4pBqK9WGJPpwodXGJlBcoSOYtIoK+dA1SHU/lHqovXVR1Wr49of7P83l5fkc1zypLjlJqIIhVaz5JTWmpaoUXPLlRObXCQFFZUpzUlBOiqDjR7dccq3u7OAmTPKuqklOWmitGq72m1tErnSlF2ibIA4ewoU0FPPTX7HdzIhRDPdpHvFwkdRxFB+Dttw2RFxuPLrGVEcIwBlXKhqdD8XypwYJUe3FJoQ/oLeW4BBoqONShX0qBRz7nH7vc3F/GOTCSQAK+a9ft0dpbSxKSiKQzJWeCqJpoOOlWPt7SW/vJgRdW+ZQMfpDEdIzX1yrp6MmKQSAKKCU/tJ0If+w4dB8VefeL+z/NYDz4/LsUxTxyKTxShQJ/U1IubWOULQuM1GuMmixXjq7f3SWezt7eWOT3OJdIyIkYIj9QgcaDz7TXcyZFohFeXCgySK+CUp1Jca47pKUyGiAsYV1I4GnoXZLl2yC5RBNzJpcsDknTXH2qVOnrRputpsYFSFAjnimWoDFNcSkcAdeLXc+7pRczRpjlUCeCfIfa5ztd2dxvrFas7ONIUc1k9JxGg0Ka1p6vlXtsuFUY6lUqj/CD/AIjZTXdAeqNHT+JoGreZFW91PPHyuQK5QAElSa8MiaVqNHBJc26bS8mQMrVKsxGfMZaVo/l3i/s/zNT5Op9o8XInb0xSXKigcqVRSFRZDmhJHBWFafFxWwsJOVZo5NnaXVkZV4hPSiO5teHzP2ux2S0Ko7xVv79fTbgeeq1jkV0wDEp5hBqkGugFST5qu7+OC9s4sefLb5Ry9SgnpiVllx4BVT5auy2m1iE0q4zc7hIokCC34JJ/lLVokH0J8meVKiSnHBQP8DVDIiGW5t8ZVx6ZpC6hJI+NC5f0dfz2C5Y5E5Ci+uSg5vV+ZIGnz1q0IyK8ABmriaeZ7XNmm5hTeQxia6hqApKDwUpzwmxF0bgYSY4hWB40J/B293t9ij3u0qE2+eCFIX7aVGh9Kj4u03C5tlWd3BmTAiU4dWlZAnReg0rwZX+UdMfy7piTxX7R9EsJHBOg/mfgj+Hsq8ju5La8TbS29pIAFJiMn58fOlHFytxi5QVlMlaCvpGKRGiprwBNSSSo+mj29O77CpVzdzrRbiLLK3jr05zCmKjTyP28KpuN33GXkbcU3SYrudSoY1ZUjUQeJr7Na68HfRIv7q9u90vRPulz7tJb861Cv8XiUvRAEdE68deBNWL+DZZigQj3NNpaqTIqmiEIkh0Gv8rRybfBIbjxHNyr7xDd8g3Ij5vShBxVFWiUYp+AqQ7eO6EVwLieO2HJTJFOFyGgJtpRljXzB+PB3dvLfxRyWBAvMtBHkMtVcODEkMqJozwkQQofqdzHeWMUqbsY3RpQrH8ojUsXEF/dQZ3KLi6jyqJBGjlpi+CPPTz7CFPtSe1/Z7lR8nmsfSy6q+A8h/M0HtHg6DsZJ5Uwxj86zQMxW15FNKBly0q6qetO1vPaqhytY0rktFUQucklKaLOhKRWgP4tdvb7fcXNxH+8hjRlj/aPAfaXv83uMiUqmCrSxX0lSx0yL+39dPi4Ztz2qUTzTmC0vbZMkcqwmPMGgotOtU0L9/8A0pLPPtHMtbdV6rOOC4lFDRRAyUPZPUfMOK05vvUxJkvrsjWaeTqkkI14ny8ho/EG/R2iNvk3G4gs7OFaaRRxoVy/fLgI89Sf7ISDRhdtvxuTjTKeKKSMn9r6Lln9bguE2iBCZ54Zpws4kQqKRJECKqCiGpatAnUtUquKuA+Hl3yP7qE/ir/Q/msvXh8u6byWCa8s4oMI4YU58uTLqUU8TUej2m4trOe1jhlM01xPEqFUXLNMQF0JK/4Hc394rG3s4zJKR8HuVpvESTc7xEufb7dAyRFbxgfQq+Va1+bnubuREMECcpFKWMQlPFSvh83Hc7fb+/WPPPNuAopUtKf3gSg6EY8K+bhuLeQSQToTLDKOCkrFQWiKayjMcchmQgaALVxVQevn9vq7yey3CSC7ugoc1QrQLUCeFK0AxT+yHTEbiEciMI6eZJU/TLJOIFK6fKrv4ZdhxkskBV4q2yjRLMsZGNH7vmaeZ0duiK390jTGkR2tAnlins0GgoxAngNZP6h3TGj95Jon4fFpjTwT/MhP7XH5feljt14T9KkGgVXE1IKTxqHZGPbziqS4KRElZXZrxxWIyPymvQNKcHv0U8V77te2nJgu1oRCVfEcxRoXHt67P9JXJPL2PYgrMYnjNcrp7A+TtoVLC1wxIQtQFASBrQfdVIfL2R8WNh5Wdir+K81I1N2RzFKrX2UjSnYk6AMzrHVJ7A9E/wA0oego+PfQ9yqTmQykU50Eiolf7yXn+ld0mT/pMlyVJal28CUSrAEk/GRQHCqjr94JH7uH9anNv+6xGAZ3c23IWaqkUpRTnTyCQfPth/e0ay/1D+bl/tfd4/zPT+8k6Uf3WB+tzXtwMZbnSOP9iJPsj5niXpqpWiB8WEcTxWr1P83P8/5n1+6pfkOmP5d/eFcOEP8Ad/nJ/n9zj/Mr9TonuIhwOsh9AwBoBwH85uJsv8b5avd/7VNGi4N/MuRXGKVWSCQdQtHlroeDsdyQjl++RBZjPkfMfzaB2r+AfV+8XrIf6v50zQ0WFe1GXz9y2OGSfznXGCT8yOLTHDilCBRCE6UH838v7nbmn93F+7+KvX/UHXCK/tDQv6C4Un+SvV6xCYeqHRYVEfRQemv3aqISPUuoNQeBGr+3+pphR7S+J9B5lpQkUSnQf6jopIUPi6hBiV6oNH9FOF/yVj+t/SW6qftI1dMqH0Ona0lseZJbWyyb2GLU6jRZSOIDs9sQo3FhdrKZrf2sQR7Y/Zoyo8Af6mZJP3sup+A8h/qikkSV/MP6JS4D8Do+hSJh/gllarPkLPtSJQP4QxxVHGrI+nD/AFboKf8AIj//xAAzEAEAAwACAgICAgMBAQAAAgsBEQAhMUFRYXGBkaGxwfDREOHxIDBAUGBwgJCgsMDQ4P/aAAgBAQABPyH/APYZZzRER4ez8VGzzk/gCqjfbK+E/wD6U7iF1KdCe54qbzlJOeUB5GozF1gbgAc+LiKFPRzo0/B1RkX/AJ5OZBDFV0zICOSXP1TfbIGfSUyXULMJHgKxP/0UG4OVKcuSAyfYpW3IeRnBn2vQDQYnoafdQp4qQTKeU6WDBRVI7lcnk6pHB5rlQhlTIHCARZnP8UHhi+e4c857Raf6SkYQVMfK8BTk+0foRYdXEcB7js9n/wCgsDwB/l9V2CAxAgzBi4AZtAXoDkEHIw2IgBSFp3wqvIE/uWJ/dl2P2VgolBkdFjxMCTk53l1ZUWztVhivTRimn9+zdHaXxSFiST8UsAahyKdCUVoSpC7Jyqz/AEo/itMTd2X4Kw8hD6qBxE8APbeYRkeH/wDN8JgLSb5Ww65Z0Dx2aqWoyReZDh/DZWpQyCd2eGfVi0gYGLTK0x2ImKNm0E4FIIwkckidwGv4hcUECXRHBNA+eg+RFPkgTFPBzl9Gsz3LE+HmqVHJJzjUIyCMyzsmZFuoGTb2NnzREinyR+q/uqFZb5ICecWID2hsHIw16SuzyH+v/wAxQJcO2lqbvXlKBJMydmVNZpZ4Sg59DZI/DRniRPzVFKoBLnCOgRQQhZK2DzgsviBAHyUaoqn2qXjzZ4gdLFy0ECpHVeM9yQpIRgceObDTB9VbLeDyImKmDhwmYRZkoRKT3proKR8QY5ONWiKASQsYMkxOvqbIDmO2a6XwO5Tj5nxNKYEhuMUcYExyl5sPuvp8H1f0P/5nY0Z+XRZLRljOZowROOiwM+dqhDZ1u61CMzQmWIiNsopYW+ph5EfXNIsvIfhtH01BH1iHS4PlwqgBZw0SkDIwUkkqN7T9jiSycBF5ro7MpI90ARGv4+Sf5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)
Im Highgainbereich Weltklasse !
Legendary SoundIn
1987, Mike Soldano created the now legendary Super Lead Overdrive
100-watt tube head. The SLO set the standard for modern high-gain
amplification and nearly four decades later, is still one of the most
coveted amps in history. The SLO’s drive channel found it backing
up renowned rock guitarists like Mick Mars (Motley Crue), Warren de
Martini (Ratt), and Howard Leese (Heart), while the bluesy crunch
channel made the SLO the first choice for non-metal stalwarts, such as
Mark Knopfler, Eric Clapton, Warren Haynes, Gary Moore and Lou Reed, to
name a few.
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259,-
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Vahlbruch KALUNA : High Voltage
Tube Drive
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)
Das gehört mit zum besten was ich
jemals gehört habe !
![](data:image/jpeg;base64,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)
Das Vahlbruch KALUNA ist ein von
Grund auf neu entwickeltes
Overdrive/Distortion-Pedal, in dessen 100% analoger
Schaltung eine mit 250 Volt betriebene ECC83/12AX7
Doppeltrioden-Röhre das Herzstück bildet. Die für
diese Art Röhrenschaltung erforderliche Hochspannung
wird im Inneren des Pedals eigenständig aus der
Standard-9V-Stromversorgung erzeugt und ist für den
"richtigen" Oberton-Gehalt, die gewisse
Overdrive-Transparenz, das perkussive
Attack-Verhalten und die typisch-komplexe
Kompression verantwortlich, die wir alle auch von
übersteuerten Röhrenverstärkern her kennen und
lieben.
Das KALUNA ist intuitiv zu bedienen und verfügt über
ein breites Spektrum an Verzerrungs-Charakteristiken
von milden Breakup-Sounds bis hin zu cremiger
Sättigung. Diese Vielseitigkeit ist gepaart mit
einer überaus offenen Klangcharakteristik, einer
hohen Transparenz und einer großen Dynamik. So
reagiert das Pedal außergewöhnlich
anschlagsdynamisch und die Unterschiede zwischen
weichem und härterem Picking werden in allen Nuancen
direkt und unverfälscht wiedergegeben. Zudem
gestalten die aufgrund dieser einzigartigen
Schaltung stets homogen und musikalisch-harmonisch
erscheinenden Obertöne den Gitarren-Sound extrem
organisch, "griffig" und dreidimensional.
Das KALUNA verfügt über eine besonders vielseitige
aktive Dreiband-Klangregelung, die innerhalb der
Schaltung nach der Röhre platziert ist. Somit stellt
sie das perfekte Werkzeug dar, um das Klangspektrum
des Pedals an das verwendete Setup von Gitarre,
Effektkette und Amp optimal anzupassen.
Das Vahlbruch KALUNA klingt nicht nur definitiv
anders als typische Solid-State
Overdrive/Distortion-Pedale, sondern dominiert auch
niemals den natürlichen Klangcharakter der Gitarre
und des Verstärkers
In Stock !
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![](data:image/gif;base64,R0lGODlhHgAVALMAAGb/zLu7u5mZ/4iIiGZmmVVVVURERO4AACIiIhEAAAAAAP///wAAAAAAAAAAAAAAACH5BAUUAAsALAAAAAAeABUAAAS2cMlJq704L8WV/pRijIYHal16YoVoUGVxJnRdIHid4EWNWAZaUHej4XKIng9WGx50xyhtkZD8JAaE4TCiHZDR8O74WvAKBScYRyBIkeVz2osYswXtNy6eRKvtBAILeUcJN1pWfXMJT4AABEaFh3xoi1+GN20+lYZ7iZV/lQo1BAqck59+dHVoKRxoO6hmin8JA7cDAbgDRrJZoKt1uAG6vGOyC0MJTjo0xMTNNRXR0XXU0ivZExEAOw==) |
339,-
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Vahlbruch
Pipeline v2 - Vintage Spring Reverb Emulation
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)
Bester Federhall im Digitalformat !
Das PIPELINE ist ein in Handarbeit
gefertigtes Hallgerät, das den legendären Klang der
Hallspiralen von klassischen Röhrenverstärkern im
Pedalformat liefert. In seinem einzigartigen
Schaltkreis vereint es die Vorzüge analoger und
digitaler Audio-Technik; hierdurch entsteht ein
klassisch analog und warm klingendes Reverb-Pedal mit
intuitiver Handhabung und überragendem
Nebengeräuschverhalten.
Im PIPELINE durchläuft das direkte Gitarrensignal
keinerlei Digitalisierung, ist also komplett frei von
Latenzen und ungünstigen Frequenz-Beeinflussungen. Der
individuelle Charakter und die volle Dynamik von
Verstärker und Gitarre bleiben somit voll erhalten.
Auch die Signalbearbeitung vor und nach der
Hallerzeugung erfolgt zu 100% analog. Lediglich die
Hallspiralen-Simulation wird digital realisiert und
zum parallel verlaufenden Analogsignal hinzu addiert.
Die Bedienung des PIPELINE:
„Reverb" bestimmt
die Intensität des Hallsignals. Die Reglerposition „2
Uhr" ist ein guter Startpunkt, die Sound-Möglichkeiten
des PIPELINE zu erforschen.
„Volume" reguliert
die Gesamtlautstärke des Pedals. Von ganz leise bis zu
einem +7dB Boost. Befindet sich der Volume-Regler in
der Mitte („12 Uhr"), sind Ein- und
Ausgangslautstärken gleich laut.
Zwei zusätzliche Kippschalter erweitern die
Klangmöglichkeiten des Pedals:
„Springs mit den
Schalterstellungen (S)hort, (M)edium und
(L)ong variiert Anzahl und Länge der
simulierten Hallspiral-Federn. Hierdurch ergeben sich
ganz unterschiedliche Nachhallzeiten, Reverb-Dichten
und verschiedene Frequenzverhalten - ganz getreu den
mechanischen Vorbildern. Der Decay-Drehregler
ermöglicht zudem eine gezielte Anpassung der
(L)ong-Halldauer an individuelle Klangvorstellungen.
„Tone beeinflusst
die Klangfarbe des Hallsignals. In den drei Stufen (N)neutral,
(B)right und (D)ark verändern sich die
Anteile der Präsenzen im Hallsignal, sodass wahlweise
von analog warmen bis höhenreich crispen
unterschiedliche Reverb-Sounds eingestellt werden
können. Dein originales Gitarrensignal bleibt davon
natürlich unbeeinflusst!
In Stock !
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![](data:image/gif;base64,R0lGODlhHgAVALMAAGb/zLu7u5mZ/4iIiGZmmVVVVURERO4AACIiIhEAAAAAAP///wAAAAAAAAAAAAAAACH5BAUUAAsALAAAAAAeABUAAAS2cMlJq704L8WV/pRijIYHal16YoVoUGVxJnRdIHid4EWNWAZaUHej4XKIng9WGx50xyhtkZD8JAaE4TCiHZDR8O74WvAKBScYRyBIkeVz2osYswXtNy6eRKvtBAILeUcJN1pWfXMJT4AABEaFh3xoi1+GN20+lYZ7iZV/lQo1BAqck59+dHVoKRxoO6hmin8JA7cDAbgDRrJZoKt1uAG6vGOyC0MJTjo0xMTNNRXR0XXU0ivZExEAOw==) |
199,-
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Vahlbruch SpaceTime Delay/Echo
Pedal mit Tap Tempo
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)
Auch hier ein großes Lob ! Extrem vielseitiges und
Analog klingendes Echo !
![](data:image/jpeg;base64,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)
Das legendäre „SpaceTime" Pedal jetzt mit Tap Tempo
Funktion!
Gleicher Sound - neue extra Features:
- TapTempo mit MagTraB-Taster und schaltbarer
Unterteilung für
Viertel-, Achtel- oder punktierten Achtelnoten.
- Interner Schalter für wahlweise Buffered Bypass
oder True Bypass.
- Interner Schalter für Spill over im buffered
bypass modus.
- Interner Schalter für Kill Dry.
Ausgestattet mit dem MagTraB-Schaltkonzept:
Alle Fußschalter sind als Taster
ausgeführt. Im Tasterkopf ist ein Magnet
eingearbeitet, dessen jeweilige Position von einem
Sensor im Inneren des Gerätes erfasst wird. Wird der
Taster nun bewegt, z.B. wenn er nach unten gedrückt
wird, verändert sich natürlich auch die Position des
Magneten. Diese Änderung misst der Sensor kontaktlos
und gibt sie über einen Mikro-Controller an ein
goldkontaktiertes Relais weiter, das dann ohne
jegliche Zeitverzögerung den eigentlichen
Schaltvorgang durchführt.
Die Vorteile der MagTraB-Technologie:
- MagTraB Taster sind so gut wie unzerstörbar! Sie
liefern im Vergleich zu üblichen Fußschaltern eine
nahezu unendliche Anzahl Schaltzyklen - viele,
viele Millionen!!
- Kein störendes, mechanisches Schalterknacken!
Vielmehr schaltet man mit den MagTraB-Tastern
nahezu lautlos und mit einem sehr geschmeidigen
Soft-touch-Schaltgefühl!
Das „SpaceTime" ist ein in
Handarbeit gefertigtes Echogerät. Aufgrund seines
einzigartigen Schaltkreises vereint es die Vorzüge
der analogen und digitalen Welt der
Audio-Signalbearbeitung. Entstanden ist hierdurch
ein Delay, welches analog und warm klingt und
kinderleicht zu bedienen ist. Das trockene
Gitarrensignal wird nicht digitalisiert sondern
analog verarbeitet und ist somit frei von Latenzen.
Der Charakter und die Dynamik der Gitarre bleiben
voll erhalten. In einem parallelen Signalweg wird
lediglich die Erzeugung des Echos digital
realisiert. Dieses Signal wird schließlich dem
analogen Pfad wieder hinzugemischt. Das Gerät bietet
mit „Time", „Repeats" und „Mix-Level" die gewohnten
Regelmöglichkeiten mit denen die Verzögerungszeit,
die Anzahl der Wiederholungen und die Lautstärke des
Echosignals eingestellt werden können. Hinzu kommen
zwei Kippschalter: Der erste beeinflusst die
Klangfarbe des Echosignals - und zwar nur des
wiederholten Signals. Das originale Gitarrensignal
bleibt vollständig unverfälscht und wird nicht
bearbeitet. Die drei Abstufungen „bright", „mellow"
und „dark" erlauben ein gezieltes Absenken des
Höhenanteils, sodass sehr warme und analoge
Echoklänge erzeugt werden können. Der zweite
Kippschalter steuert die Tap Tempo Unterteilung von
Viertel-, Achtel-, oder punktierten Achtelnoten.
Durch Drehen an dem „Time"-Knopf wird die
eingetappte Delayzeit wieder überschrieben. Ein
interner DIP-Schalter erlaubt das Umschalten
zwischen „true bypass" bzw. „buffered bypass", „kill
dry" und „trails on/off".
Weitere Features:
- Einzigartige MagTraB Schalter-Technologie
- Tap Tempo mit 1/4, 1/8 oder punktierte 1/8
Unterteilung
- Interne Schalter für „true oder buffered
bypass", „kill dry" und „trails on"
- Verzögerungszeit max. 600 ms
- Eingangsimpedanz: 1.0M Ohm
- Ausgangsimpedanz: 100 Ohm
- Der Stromverbrauch beträgt 60 mA
- 9V Stromversorgung über externes Netzteil,
erforderliche Polung: "Plus" außen, "Minus" innen
(Netzteil ist nicht im Lieferumfang enthalten)
- Abmessungen (LxBxH): 120mm x 100mm x 48mm
- Gewicht: 350g
- Handmade in Germany
In Stock !
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![](data:image/gif;base64,R0lGODlhHgAVALMAAGb/zLu7u5mZ/4iIiGZmmVVVVURERO4AACIiIhEAAAAAAP///wAAAAAAAAAAAAAAACH5BAUUAAsALAAAAAAeABUAAAS2cMlJq704L8WV/pRijIYHal16YoVoUGVxJnRdIHid4EWNWAZaUHej4XKIng9WGx50xyhtkZD8JAaE4TCiHZDR8O74WvAKBScYRyBIkeVz2osYswXtNy6eRKvtBAILeUcJN1pWfXMJT4AABEaFh3xoi1+GN20+lYZ7iZV/lQo1BAqck59+dHVoKRxoO6hmin8JA7cDAbgDRrJZoKt1uAG6vGOyC0MJTjo0xMTNNRXR0XXU0ivZExEAOw==) |
249,-
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Vertex ULTRAPHONIX
OD
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0Hxq+AP7Qf7NutW/h/9ob4H/FD4Janf3YstLHj/AMP29ro+sXjEhLHR/F2g6l4g8F6jqkrLKIdDg8RnXZlglmi0x7dRO3jgulA5bnn0xn/IOf0r+9/9lf8AaW+FH/BT3xB8SP2Rf2sfg5F4F+JWq6DquoeJfgf41t/7Z8N+NtBdFk1a58H3uqWsF0NQ0eC+g1OLEKvcWbx6v4d1PUrax1BrX+Ob/gpf+xXrv/BPP9sn4l/s13+oX2s+ErO20Tx98I/E+rTtPf6/8JfHMuqf8I3/AGvcupmutf8AC+p6PrXhPXLxzPNex6do2tahdy6nrt4iBcZK/nLfsn/4Dr+Hz2j8dC9AGNy/ie3/AHz2+v4r/Ev271K/n/8AYf4/1XtPCXhrwPonxE+Dy/Ei6m+M/wAMvFfg/wAI/FD4l+Hv2WfHlpP8TvB/hbxVZ+KbO8+Fev674k03RdC+G37QXgjW9N0S9+IHhfUry40rw5oV/bpbeIb3U9XsrdeLtfDkOoeFPiD40HjL4eeFl8GeOND8Nad8K/GXi+4sfjh4x0rxrqszaLrngTwfBok1h4x0T4f6BLaN8ZPEKavpdv4cvrPU7zSrPVrAxUB7SPZ/f/8AaP8AP7xPthYgDlicKF5LEnoBhSSewGc+3Ab334H/ALLX7Uv7Tdnean+zv+zn8ZPjToWnIsl74p8FeFraDwPEHMir5Pj/AMYar4U8FaoyyRyRTx6FrusSWcyeTeLbSMit7N/wTa/ZO0H9qf4r69rnxJtXv/gl8HLfRNT8baGxaO3+IHizX5JZfCvw6vZ4nEg0H7FazeIvG9ivkSapo8+haRM8uj6zrFld/wBTPgf/AIKoeIfCPj7V/wBj/wDY0/Z50/49eMdQ0e18HT+G7bVrbwH8N/BN1akwLFb31pDFpscWn3Nq2mwz3k+l6bNqcN1o9jd6hqdje20AS5JtNJ387W0+Sf4ffofyAfGP9lv9qX9nXTv7a+PX7Ofxd+Enh4na3ivxRoOlan4Nt2CuWGpeMPBGu+LfDegKu0Ks3iTUtHgmeSOO2mlkLonf/wDBPy4Lft2/sio24MnxlvCR0IP/AApz4vggjsefXkdMDFf0+eF/j38VvFf7Zf7NEX7fPgTx7+zd8J9Yv/Ffwn8KaFHJ4f8AG/7J/wAU/iP8SLK48LaXpHxC1a1muNU0Hxzc3sZ0DwpJ40SLw1eXGpjRtChm1zV4HX45/bF/4Jd6P/wTy/4K1/sNeK/g1pFzY/s2fH/4peLtY8L6AsgmsfhB498OfCj4mHxP8N9Pmkk89fCWsWusReJPAGmFZR4dsrPxHodvcQaFZ+HNL00Hz6arXprp/wCkLt5/ofvz/wAGtJ3f8EjfAUnXzP2gv2opO3OfjH4ixnGBzjsMemK/oq4/Dv6jP1z09QD7lsiv50f+DWA5/wCCQXw2kH/LT48ftOPx/tfGLxGP1xxj61/Rbz0/Pj0z+ePwx+GWDP8Ar+rB6cc5/P6j8xxj9MsH6Y7+vXp/n/A0uTxnOPwJ7ZxnkcH6fkKQ9vp/n68/XHT2UA//0v76sZxxjkjGT1x+eT9PzzR6EEjt/gR3xnPbP0IoGevbOOmevoDnt7/XPFLx0IGQO5x/Ikc/Tk8/Lk0AA6/0znPPr06jPUZPHGc1/Hv/AMHWwx4v/wCCO8p6L+3b4fHr11jwYxye/wB0du3ev7B+o5IGBgfnnnGe3tznuQa/j+/4Ou1/4n3/AASAkA+7+3n4dX2+bUfCjY6H+7/9Y0AfEH7UXiDUvHH/AATg+Po8MmSD4a+Hfib+0TonxOurH7THqGn+HPBH7U/ji0+ON3Z2tpbjVTe2ui2viDVmayHnXkIW6tftCTws/wCg3ww+EHgr4H+DvEniTwD4l0/x/penfB+Ge88P6dBb2vhq4+HmtXXh+KwhttZsNzNFcokbW8dlB5EtvFeKxBfev82f7LX/AAUp0b9kP9rj9tj4L/HY6lrX7N3xK/a9/aW1i5v1tZ9duPhP4om+LfjDStR1qLQ0SafVPh/4k02G2i8XaNp8Ml5pN/bv4jhtNQttS1d9L/az4A/B3w5L4Z8SaR+xV+2vp/hT4AfF/S9N05vBllafDz4z+DvBui299q+rQWfws1HxDeQ+IvA+hm61eSK38Laheap4b0Gzs9P0vQNF0bT7EWrAHn1/8cte+If/AAVX/wCCep+HvhjSfDPj/wANX/jvUPET6BOkSw/CDRdGvXnu/EMqxJcJp9nfahJpWn3l4Zo0HiKexh8pb9y/wZ/wckfEjR9W/b2/ZxHjLSx40bwZ8F7fVvH/AIM0/wAQzeHL/W/AutfFzw1qtr4IPjHS4bi/8KXHjTQfCnjLRtK8S2UT6l4ca4uvEGmxSXemorfaB+Kf7Dv/AASZt/HXxE8WfFPUPjd+05400oabd3mq+JNA8YfHX4kpo8Mh07wxpWl6ELHw78OfA1tdL518LW08O+FtO8641PUmE7yzP/JT+0n+0j8QP2pPjp8RPj98SbxG8X/ELW4tQexsbi6uNI8LaJpdpHpnhfwd4da5CSpoXhnSo/Igk8i1/tPVbvW/EEtlaT63PaRAGlqPjK40q28a2Xh7w5r3wu0v4k+LbT4k+ANF8Q6hruoyaT8FL6816TwJ4BTxr4h07TdU+IvhjSg5t9P+Kdsl1pHxDu9H1C+lvp7hrpUk8E+KvD1hr+leMPib8KvE3xy+GPhO11Hwx450Pw/4w8bfDDTtV8SeLdNvIfh62q/Gfwzo2oReFr/wvqTw6zpOh395aX3xAto00C3huYdQjeXxrxf8UPF3jWPwkvjrxxrPiaP4bfDjwr8KfBp8T6xBd/8ACFfCzwfc6pJ4N8DaO5itDp/hPQrrV9WOj2961zc+de3PnajeOIxFPpPxa8dad4D8V/C7QviD4hs/ht408S+EfF3jXwJpGtW48L+JvFPgTeng3XNfsIoZbmfU/DTxp/Y8sV9ZxRG2WK4gvY42joGrdVf+v6/pH7g/8EnPC3xo8Z/Bz4wwfB/xlp+m6n4c+I2kL44sLow239ualqnwz8Nf2F4iks44rhbeCeO3k0+1txGkNpcWk0MQKRq1fsN/wRG+CuheMfgL8W/F2o+JIvDXxr8E/tP/ABE0T4qboxceJdC1Twvq0U3gK3u7SWX7YsNz4bXT9WsVk2Wd5dahfX0IW4vZnb+Wf9gT9tvXf2JPjjF4/XS7vxR8OPF+l2vhD4w+CrAouqa54Utby5v9H1zw557rAfFvgnUr6/1DRrWaSKDWrDUtZ0aRvts+kPB/Vr8JvB3wA/aO8U63+2L+wx+1rP8ABv4h+I9K0qy8fv4Fn8OappfxDu4Ii1j4f+N3wM8aInkeI9Eiul+06iLHQPGWn7FtE1eC2eRJwR9k/wDBTD4q+FtO/Yw/ag+G/iXwvcwz658JdW1rwXr2izRv4p1P4h6ug1L4Ua98O1n2z6f43/4WJLo7eCorCb+1IPFC2sOn3Bn2NTP+ClHxA1rXNQ/4JHeG/HCrb+Pv+Gr9K1i+SaeN7u6bSf2Pfjbp/i24jPV4Rq2p6fFdyA7RcSxI+XK18t/FWP4S/CS48CfH3/goZ+13p3xH034C2el3Hww8BXmkeGvA/gXTdf8ADs2p6loOu2Pws8Hy6t4v+L3xCs7q/Z/CVl4k1DxJaaXrNnpGp+F9A07xBZwalX4nD/goD4h/4KD/APBXb9krx0LTVfDnwm+G3j7WPB3wW8Eaq+zUtN0TVvhv8Tr7xL4u8TRRM0aeLPHl9p2j3N7pha4Tw5pWjaRpkclvqM+uw0Af14/8Gqb+b/wRy+Esx/5bfGr9pWU++/4weIz79enXj34r+jXH+eT+HTqOfQe5xX833/BqE/nf8EXvgjMf+W/xZ/aKmOCCPn+LniInB6H2I4P4iv6QgB6jp2z19Oh/kc8jg/dAEwex6fhx7f8A1v60H3znjknPUfT8fbp82cqEY+o7devfOTz+A/HFKcD39M//AFipH49fRcfMAf/T/vp9OnqTjp256n9PpnNO9Cfy/q2fbpz9MYo9Ovoee3uOTxjoeo4GBg0nrk8jgfh+PGPx69RkbgAbt9M+hOT3HOPTqfw6L/IR/wAHXan7d/wSFl/u/t+eGE6Y5N14bbk57bf6/LnDf17dMck/TIxn6gfXpz78V/Il/wAHXafJ/wAEi3x0/wCCg3hFM/V9EOP/AB3/ADigD+G74wfDX4m/FX9tj9rTQ/hV4E1L4geIfD/7RP7W/wASL/Srext7jRrDwp8MPi54o8Y+Lde8ZajqepaHoGh+B9K022gg8Valr2uaNZTWGqx6La3M2r6zptnP+s3gj9nT4y/FTR/GOoeFv+CKHji803wRY6P488Ut4C1j4bfDvUfANh8Qfhtc+Koz4kjtZtD8VR33inwX4m0vxhc+APGhfUPDX/CO+A9Rbw7pupRRMnxJo3/BQL4t/sK/tcf8FKm+Fngr4J+Ml/aF+IH7SnwJ8aW/xl8CXfjiys/Bs37Q3jrxDcy6JYWmqaVDNe3Uup3sGo6Trcr6DrUMek/bmgfR4Vu/3U/Yg/4KV/Df9tj9nf8A4LXwfHr9o39lj9jv9tn9uvwh4X8P/DiTxl4tuf2ffgbJ4e0H4B2Pwy03UtL8Y6utxey+IdLvdP1xvG2sXLat40SB9HvntV8MReHdPtAD8zvjD+xd+2r+0B4F8KfDz4Y/8EgvFnwi1/4qL4T+MXw18S/C2D4T6rqGufBzwTY6VHdaJdPp+saBPf8Ahy6v/E2la5DrurajY39tea2ujrY3NmJfP/NP4X/8E/P21vjL8Y/i/wDAL4Y/swfGXxx8XPgE9snxk8CeH/D2gT658OJL26+y6ZbeLJbzxdp/h+0utYkSY6Zaab4h1e5u0trx44ttpceV/Wn/AME9v2pP2PPhh/wUY+FEup/8FCv2XrT9nn/gnT/wSb+H/wCwt4T+Jnjn4v8Ahr4Y+Gfj1+0F4m1zT9b+IHjD4L2XifWUl8T/AA20yTwtb2Gs+I4JZdPtNSsdEtrCfVZra7ey+Ff+CbGn+E/2Gf8Agpd8DPFHxA/4Kx/sRj4YfHu4+Kf7VX7bul/Dn9o3w7P8G5X8B+MviQ37O/w7vfjTqpth8afiffePPi1P49XSfsXw/ttK0Tw14ki1qLxK+m6FeX4B8tfBP9h/9uD4W2vg34D+Nf8Agi38Q/iZ8U/D/hvxj8U/Dfj3Vb/wXonjXUYp/iJOb7U9R0u81LXvD994f0/S9Z0v4a3thca7Nf2WkJbaxbafFJPbpb/Hn/BSfwp8W/h7rnwu+GPxS/4J36n+xf4j1Nbvxz4Pvbu0t9X8Q/EzTNTNv4S1Hw/o2r+FrO70HxLoeka3qXh6Cy0jTNUuNfTWrvw/PcaTG+p2gn/pM/YU/bMuPH3/AAV//b0+K/jT9sz4FfGfwR8OZPj18Jv2JPhNo/x20rxJ4V1fw7+1T4x+HnxN8beN/h/qdnpln4i1rwXomgfDjwxcePY9Jvbm10DxrPqfhDw64g0SHWrv2L9qfxJ/wTd/aT/aq/4J/fH74pftxfsq+GPgZ/wTY+BHxRv/ABZ+x1N+0b8PI/Fb/Hn4ceIfBdt8NvBPhvR/Ed7p2sanZaz4h8IaZqupT+O/FEstzdeDfA+gPpanxDrtwoB/Dv8AtDfs3fHj9lHx/D8Lf2i/hP41+Dnj658MaN40tfCvjyw02x1W88Ka+Zo9K8Q2TaPq+uaZfaTdXVvc2DT2uoyT2OoW0un6pbWN0YEuOt/Zb/aC+HX7P/iTxf4n8dfs9eHfjxqOtaT4ZtfDX9ueI7Tww3hu70DVNQvb2G61B9I1LUrzQfE8F5p1tq8WnSpqNnF4csobWC9tr64jtf6Cf+DiP9o79lb9sz9mX/gm9+1F8Kf2rvh58UvjBpXw81H4ffFv4aa98QfgzdftFWfh74q6XonjTw74k+KHgX4XarceHPD+s+FPGPhb+y/Hdh4cddI8Mahrl3aWNncwwO1v/JubyzLIp1bRAXBIxr+hgDAGd8n9oukZ54Vypb+EHaRQB9f/ALSn7RngT4/zeDr/AMLfs2eAPgNrXhySabWdY8I6/J4q1Pxbc3mkalYam0mr32h6NrOlaPeahqT6vZeG573VbPR3jMFs4NzMyerf8EvJd/7fP7LQ/u/FSXBHHH/Cq/iv16gHr0OPrkmvzrF7aMMrqmjsB5hYrrWjEIsZClpD9uIjQsypG8mxJnZUhaRnQV+g3/BLVw37fn7LoWWGXZ8VJUYwXFvcJHIvwt+Kpkhke2klWK4jDp51vIwmh3KJUQsoYA/0G/8Ag07GP+CKXwDOOvxO/aGIPr/xd3xKP5jHbp7kt/SL+AH5/wCLdf8AOOTX83v/AAafDH/BFD9n8/3viX+0Of8AzMPigf09/wCi/wBIWT7/AJ/5/wA/SgA/L6f5/wAR7Z5KmPw79+n5Nz1zx+eBtM8Y9Tk/57/n+eaMkdMj8cf54/zzQB//1P76xk8ZAzz2ySfbjnBx1+uM0mT0JP06E+2efX09ueKVeTnHfjHHqcd85/Qemc0h6nPXPTnn6cf/ABOe3QCgA6Y7Hoc/pkHPYA/l0+UV/I1/wddr/oP/AASRf0/4KHeC1yOeq6YeOTnO3POPfriv65OvfJ/E5/n0/AEemMt/JF/wddLnRv8Agks+MFf+Ci3gVP8AvqCzJ/Vex/PAoA/z7v2w52j/AGuf2sQDjH7VX7SIwcY5+MPis/nz1zwOzc7fnUXs3lyQExSwTFDLbXFvbXlpK0eTE8tpdxXFrJJES3lSSQl4ix8tlLNXu37ZchH7Xv7WQxkD9qn9pDvgn/i73ik55zjrzz/9l81efgcA4PQ5GD79v1H5VnK2j6qWvey+/wC+332A/r2/4N1PhT8P/Gv7MX/BVX4t/HX4W/s333gv4PfDH4ZeI/A/x5/ae+BWifFrwV8MPinH4T8Z6pqmsai7WLeINQ8JfD/wzZ+BPGHirwRpl/YTy3WoT3IvtLfVHlt/1h+E1h/wSk/aSsP+Cxn7QX7OP7Pf7LXhH9lz4Y/s8/CX4c6R+0Vqf7E6eN9Pt/2hdZ8PfFO6+LHxF8EfCC30ey8Q+KPAZ0nxF8GdT03wr4ZtdIvvGviHTtS8QW0l5YazpGs6p/C38Jv28v2vfgV8JfGfwL+EX7R3xo+HPwp8fza9c+KfAfg3xzHovhfVrnxNYrp+v3F5praFf3Mk+sWy+XqUtrqtg1yjFP3eA9afwN/b8/bL/Z7+FGo/s+/Aj9oD4y+APhj4p8SJrU/w38B+JLC20PU/EN/d6aVkj0efwlruqXl/qWoWNgvkW2pot3ci3gFq4PlvSmnZd/67fjp6O/uh/oU/E7/gnb+xB8T/APgoN4V+F/jT9nD4H3/w3/YF/wCCcfhf9qbUfhR4T+C3hvwVB+0N8Yfip4l8c+B/DOueMLPQPsus634X+H+j/A7xIyeAL2y1HSZ/EPxH0efUZZ7rRYLeX53tP2bv2efiD47/AOCB/wAbfiL+xn+zT4F/bV+PsHjr4oftQ/B/wj+zrouheHj+zXYfs6ePvGviXWfGXwh1ax1SPw0fAnjC3+EPh3wb438Tsnibw14n1qPw3Hrky6/quj3/AOKfwL+E/wDwU9+O/wAYvhb+0t8eP2/f2hvA/wC0BpfhLUfCfgGy8O+MdCn+JHhjwd4mltNR1vw54l8Sy6XoHgpdB1a8tdN1HW/DGqeGdW0tb/S9OvJtQnvrOzMG34n/AGaP28f2c/2mfEv7Zt5+2Z8ffivrQ8E+KPD3xP8AE1h4t8VQ/G++8DxxjVIPDMeqeFo/EcviL4e2WoQy3b+FfhlpHh240xjFfaDpepzveW9xQH6L/wDBQj4D/sY+BP8AgnN+0r+3z+wH8J/2XfG/gn/gplq37KWi/s0+Fdd/Z58HeK/Gvwl+OXxI8XXHgH4zWPg6GfTNTm0ltQ8PWWm3Fp8MrbQribwV8YNP8d6pLperjxHLpVv9B/tew+CPg9/wWe/4Jv8A7N3w5/4J/fsy+N/hVpX7L2v/ABC/a4urz9mbwFo/hfwF4H8Vrd23ib4x6x8RbzQYfDvgiy+FkHw4uNTzqt0bMRanc+FVgu/EPjDw4sX8uml/tb/sUeGtC8MHw38ef24z4e8BfGu//aW+HXw3sfGPxKkHhL4w3fw/1O4n8beEdd1kW2gweO9Z8eXN3LrfiTWJV0ubS/EF3dXcV1De+IZbv6R8a/8ABVf4d+KLvV4PE37ev/BRLxVJ428M6R8O/HHiLT5NSs7vxb8KNK8KXmua14D8Z6drXgaC3tJfF/i7Wtc0vUpfh7a6P9ghuLLX7PVYNNSbTlTdretvv+/+u24H6Q/8FGvj98Fv+Cb/APwUOuvB3xJ/YZ/Zu1r9lHwv+yR8b/i7+yjcWnwB8O65rP7Ufxo+PVh9hh13X/itp/g+y8OfDXQfBWteJNV8I3Nq9rrdh8Pvh7DpOrzjU9a8f6HF4Z/Kiz/aR+Av7TX/AAWQ/ZA8S/s3fCfwj8I/hX8MPCfwa+BWk2fgjwInws0v4h6r8Ovgl8Y5PFHxQv8A4aGzS88Dzazr+vXnh7w9oWqaxrmvL4R8MaPqeuajJNq1okXwl/wUn/bOj/am034BaZZ/tNftF/tCW3w5g+KMM0fx4a5gHg6DU9T0vTfCln4QtT4b8K2b6ZfeF7N7W8vo7S+1MNp0NtrRt551kn4D/glE+f2+/wBmMAbVX4nAhc5Cj/hWXxX6ADHvxj6H+Fc3SzTd7Xf5qz/P5PTmD/RF/wCDUHj/AIIn/s8+/wAR/wBog/l8Z/Fg/wA9f6L/AEe/5/z/AJ4/Gv5xv+DUQY/4Im/s5/7XxD/aJb8vjZ4xX+nfP64X+joe/T/P+ff8KoA7dfw7/wCfyx+IDHI5H6cf5z175+oIUyen4/mP8P8APNKD67vw9un6fTH5lgD/1f76x1GSTjPQg8+meOoHr16YwaTjuT/vdD6f7WcH0P54wpgnGB04x/XnpnPv+ihQ++B9O3sfvEnv6jrzyqgC889ucY49+/bGeoz6dwV/kn/4OuVz4a/4JOvnOP8Ago98PVzgfxWUZ7e646np2wS39a34g/r7dDgnH06emRX8mH/B1sn/ABSH/BKN+Pl/4KTfDVOP9vTZ29v7g/nznNAH+d/+2i4X9sD9rMBhn/hqr9o/IOOP+LueJ8DnHXr+PfIFfMvmd94/MY/LJH6/lX0T+2xIy/th/taAdf8Ahqn9ozjOCc/FrxNzn6nHII47Zw3y+Zn6fnhic5HA+4T2x0HvmsHu/UpQbV/6+/mVvudvnY1/M9WHPrjH8x+mfpX6i/8ABIL4ceHPiL+2Lp9/4itrPUU+GPw48WfEvRrC5lEi3HiO2vtF8L6RdnT2Hk3g0Ya7e30ZmV0t7x7KdUWaOGSvyjMrEHPTsCd30H3SO47N+PO36y/Yl/aZuv2U/wBojwR8V302fWfD1q954a8c6JZvEl/q/gbxMLW31+DTvNidJNW02S007XtFtXkgi1G/0pNLe5hOoI6OG/8AX/A6X6fJfZHFrVr8f+H/AK7bH9pnwt+Dmr+O/iA/xV8SX9/4e8LeHvEOs2XhvwhpExs7nWY9NkutHuJNV1NjPOlnNIs08xVWv7y7mlkmnit7e2t6+5/hv4M0rwtP4iSBtP1j4eXnh3Wba58IeJJLzUPEmieM7xhceFfFHgzxHG8Krp1iItRtdf0W+gY3cbWswmMaXEE/hPwE+Lfw1+NnhSLx58MvG2ieKPAHiuSbxFo+t+GlfULC01XUAja3puo6ZaltT8M6jNewtNq2h6rbQXGk659ugIVZXhSn+0T+1h8GP2Tfh1q/xD+LXiS30fT4IbiLQ9IkeJfF3jrW5LWeGy8NeB/Cvm/2lqWqXfmTRfaZo47HTYJbrVNQurays5JotiT+JL/gpJ8O/DPwl/bk/aR8CeD7OLT9AsPHGneIrOyhuHkhspPiD4T0Lx1qWnwQO0gsrSz17WNYks7KIrBbW97FFbQQ26Qx18PGQAZ+U9P7vTqOeOAeRx15GCTXqH7QXxt8SftD/Gb4j/GjxVDb2eufEbxZqfia6sLS4+12ulQ3K29jpOiWl75Fsb610LQNN0nR4b14V+2PZzXqbY7pFrxnzn7Z54HPXp1+X39T3HGM1jJ3k7f1/Xf/ADZSi3rb8TXMu0feHr25xx+fQep/Dcv6Of8ABJp937f37M2SP+SmqfTH/Fs/iv1/P/OTX5mea54x09T1/THsMAZHpgV+kf8AwSWdm/b8/ZrJ5I+Jid/+qbfFYY7e/c+nYb1HR37J/l8/y+8OSXb8f6/r0P8ARp/4NSFx/wAESv2bD/e8e/tFt/5nPxuv4fd6Dr17V/RsM9PfPUA/TOCc88enoc1/Ob/walqR/wAESP2Z/wDa8c/tGH8vjx48H9DX9GP/ANf9Prn+fPvityRP8/57/wCeO9OwSffqeR/Tj/P1pMcZ/wAOfoOvH+eho69Ox7Dt/wDW+mfXPFAH/9b++scYOce3Pr07nk/XA/vdKTgEd8+g7fXjnIxxt/Dqy9PXI4HygdeD0Jz0x3PcY5FJwQOMd/19s8HoBt4I6jNACduvJ6gjp+n8sn2GPm/ko/4OzdU0zQPhb/wTD8R61e22l6J4c/4KL/D/AF3XNVvpVgsdJ0TR/DOs6trGq39zIVjtdP0zTbG5vr66laOG2tLaa4mZI4ndf62OvtnGBzz2x3/PoOny5IX+O/8A4PKhj9jj9kCT5SB+1N4nhYSIksbpP+z38VVeOWKVWililRWSWGaN4Zo2aOaN42dGAP4CP29PDOveGf21P2s9L8Q6e+h6mf2mPjnqw0/V7iz029bS/Enj3UvE3h3VUtb64t7iTS9e8Oa1pWu6JqccTafq+l6hb3enXNzH5pT5HNs3eewPTGNW0jgjv/yEOc/hjnLHrX6C6F/wUY+L1v4Z8O+D/iT4S+AH7QFl4F06Lw54G1T9o79nH4Z/HPxZ4R8K2kMMNp4W0jx14qaz8VXHh6z8kf2bY69d63eaZbCKwh1Sa0trdE0Y/wDgolexyJIn7Kf/AAT6WSN1dCv7B3wWBV0YMpGNTXBBGRgryMdvly916t6vW1+//bnfy+86LOK1ulorvT5fK3z+R+eqaRqDyJEkEhZmskKrHMxWTUYY7nT49ixNLK2pQSxzaUbRLiPWY3L6Q9/5cxTpE+HHjObTxqieG/EUmmm0a9N8nhLxmbP7GqeY9x9rXw41obdEVmkn8/7OFVm3lcMv274d/wCCiHjjRvh34j8PXHw/+FF38RbK38Z+HvgZ8a4PCg0X4l/s3+AfiZPqc3j3wD8HH0eSHQ9P8OsNRubL4Yy6wTr3wE0vVtd0z4aapNY6hHaWX39rv/Benxx4isdOTUPgR4FtLywk8BX6R6F8TPiFoGjyaj8P5vDN7pcLaVp3gWOU6Bf3fhi0XxB4cfWZtP13TbnVNG1OW803UbmK4Xu9Hf8A7fS076x/rutHIWqb6Lfy7X3tf8fK1j8ZPBn/AAvn4ZXj3XgS8+KngfUvEstnpZvfB8fxe8HalrU6/bby0tTP4asNGfWLgRvf3MUV0mo3Pk/aZLeMIr7M/wAaaD8ZvF+tW2t+OLX4ieIdf1TdpNvq/irSfirr2sX32CK9uJdOg1TxPpGp6rO0EL38txYWly0KoLmWa2REd1+/vHH/AAWQ/bE+Ivg/40eCvEvjiwi034siO402/wDB2g6d8OfFnwx1Kx+Ia/EDSbrwF448H/Zdd8nTZI7fwzPaahHZza54XsrRLzU7HVH1CXUOt+Gf/BZj9oHwh8Zbv4n+KbaLx3o17+z54d+Br+AfEPj3xePDtnd6BaeE7dviZpU39ja0+m/ELWj4alXxFqVvoQj1ZNW1COe/ZEtCpzJK19Hp8dvzhtr/AHV33TJ9297q/r3/AK/qx+TOreBvFeiIJdX0PWdLh2LILjV9E17QrQBphAu++17StKs4i8p8uN5p44nlxBHIbh0hd58AeNv+EduPF6+FPEUnhKzktob3xbHompf8IrZSXktvb2qXniOS3TR7Zbue6t7axnmu4rLU7iVIdOuruQlF/WP4of8ABXHxF48+Ig+J0Pwb8DS62fhrffC+48M+PPGfjf4r/CDVNA1fxDb6nqr+Jvgpr2j+EvAvjG5l077dZxWmtolhPcy2WoarLqD6Tp1nF8g/EP8AbX8c+PPjRF8YrrRPDfk6lB4SuPGPwn119b+InwF8T6x4YtbiGEXvwg8aagfDbeD4Z5473w/8Pbg3uieD76ytbnQtTYmUOvc6u3f3lL5aJa3/AC2Wo013Tflp+F3+f3XPjL7O/wDz308cj/mLaRnAHf8A4mHPPHU++eK/S3/gkhpl5J+3d8CNShSCew8MeKdZ8YeI7q3vrC5j0Pwp4Y+FPxTvfEHiTVvs11MdO0LSYJIDfard+XYwT3VnavcC5vLaF8b/AIeH3f8A0ah/wT555/5MO+Cvv/1Ex79147HGa5nx1/wUB+Lvi/wP4g+F/g/Qvgp8DfAvj+2Gj/Efw7+zr8BPhr8CE+IumPd2MsOl+Odc8IR3fijXNChFrLDN4Yt9X0nRNZhvJoPEUOsWKJZM701tK71VvVPyd/TT1C68t+//AAf8vJOx/pR/8Gpwx/wRG/ZgP97xr+0ac88f8X++IK/0z0+mOa/otx/tD/x7/wCI/Ht9DX88X/BrI7Tf8EVv2a53Yu1x4/8A2mZmdjlnZ/2ifiQWcnjljknjknPGa/oc/wA/5/StjAX8Qf8Avr8xwPx47dDwGD/kc8fzHPXr17DFGP8APbp/P+X40nT/AD/+r+X5UAf/1/76xgcgcg4646j33D19PwyCoevUg9Mg4GPU9/qvP6gKmeBwD1/D9fcf3un0NJnpnnPP69+meR6/iP4QAP45GR1z+H+etfmJ/wAFSf8Agld8FP8AgrB8JPhx8IPjb8Q/jB8NNH+GXxLb4n6Jr3wY1bwno/iS41eTwj4i8Gz6ZfXXi/wt4tsTpFzpniO9kmjtNPt71rmK2Au1tjcwXH6egZIwB06Hnjp7d8nv+GKbn885z0/zn9KAP5KdA/4M5f8AgnFpNvJFqfx5/bW8TSPJvW51X4m/D+zmiUgDy1Tw/wDDTSLdkB+YNJA8uScuVCrXV2//AAaCf8Ex4GzL8Rf2vLkAnh/jBpUWc/8AXDwmh4wecLnv/tf1Vf5/yKU9x6HHQfzzn88/UfxA7vzt6n8s6/8ABol/wS8DZPjL9rVvQH41QAdPVfDSk8jPVefUGraf8GjP/BLVAA3ib9rFz6n44MMn3CaAgH4AfWv6jhyec8n+ftx/P8sUnbPv/P8A/V6flQI/l+j/AODSH/glaow2tftXP05Px2ukz/3zo4/kenbNWE/4NJ/+CVCtltR/arkHPyH496iB09U0pW4JB68+w4b+nnGBnGemP16889D6fQ0dj7f5/wA8fnxQB/MaP+DSv/glIAP9K/apO1sn/i/2rAsPT/kFkDuCRz7DINTH/g0w/wCCT+Qd/wC1SMen7QWtYJ9edMJz9GGO+7iv6bAORnv+nOPUen9OOGo459Pf/wCsVx+B9uM/MAfzKD/g0x/4JPD+L9qg89/2g9b/AKaaDj8M/TpUy/8ABpr/AMEnVYMY/wBqVjkHn9oTxCMHqMFbIHPfOe+eOAv9Mv8A9b6fj9aPfuOf17Dtyff+qgHy3+xj+x78F/2Df2dvBH7L/wAALPxHZfC7wDdeLNQ0RPF3iC68VeI59Q8beLNY8beI73VdevFW4vZ77xDrupXK7o1jt4pY7WEJbwxov1H/AJ/z2/MflzS4yCfTr6nP4/0P6/Kev+f8/wCfegA//Vx/nuM0ce/0/rn+n+FHYfU/0/x9v5ll6YyM8ZHXofow/wA5z6KAf//Z)
The Ultraphonix Overdrive is designed to
re-create the overdrive produced by a Dumble™
Overdrive Special amplifier. Using a sample size of
four generations of Overdrive Special amplifiers from
1970-1990 to voice and calibrate the pedal, the
Ultraphonix is more than able to provide the D*style
overdrive to any clean amp platform.
THE FEATURES INCLUDE:
- Voiced
alongside four Dumble™ ODS amps ranging from
1970's-1990's
- Quintessential
D*style tone, note bloom, & harmonic overtones
- 100% Analog
Circuitry
- Mechanical
"True Bypass" Switching
- Designed
& Assembled in California
In Stock !
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![](data:image/gif;base64,R0lGODlhHgAVALMAAGb/zLu7u5mZ/4iIiGZmmVVVVURERO4AACIiIhEAAAAAAP///wAAAAAAAAAAAAAAACH5BAUUAAsALAAAAAAeABUAAAS2cMlJq704L8WV/pRijIYHal16YoVoUGVxJnRdIHid4EWNWAZaUHej4XKIng9WGx50xyhtkZD8JAaE4TCiHZDR8O74WvAKBScYRyBIkeVz2osYswXtNy6eRKvtBAILeUcJN1pWfXMJT4AABEaFh3xoi1+GN20+lYZ7iZV/lQo1BAqck59+dHVoKRxoO6hmin8JA7cDAbgDRrJZoKt1uAG6vGOyC0MJTjo0xMTNNRXR0XXU0ivZExEAOw==) |
215,-
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Clockwork Specular
Reverb V 3
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)
Specular Reverb V3 preserves the
algorithms and sonic qualities of our award winning
Specular Reverb V2, while improving its user
interfaces and adding a couple of new features. The
preset system has been greatly simplified, now you
have 7 distinct reverb algorithms that can be saved
into any one of the 8 presets locations. Algorithms
are selected using a single button and indicated by a
multi-colored LED.
Presets : 8
presets, organized in two banks.
Stereo I/O : 2 inputs - 2 outputs.
(NEW) Expression /
Tap-tempo input : accepts a standard expression pedal or
Tap-Tempo signal.
Spillover : as
the pedal is bypassed, the reverb tail is not abruptly
cut off, instead it decays out naturally. The same is
true when changing presets (as long as you stay in the
same reverb mode).
Auto Intensity Swell : when you engage this feature, the
parameter controlled by the Intensity knob is slowly
swept to the maximum value, hold it there, and then
swept back to the original setting. Used judiciously,
this feature can introduce dynamic elements to the
soundscape - watch the demo videos to see it in
action.
Analog Dry-thru : dry
signal is routed through a pure analog path.
Small form-factor : the
pedal measures 12 x 6.5 (cm) or 4.7 x 2.5 (inch).
In Stock !
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![](data:image/gif;base64,R0lGODlhHgAVALMAAGb/zLu7u5mZ/4iIiGZmmVVVVURERO4AACIiIhEAAAAAAP///wAAAAAAAAAAAAAAACH5BAUUAAsALAAAAAAeABUAAAS2cMlJq704L8WV/pRijIYHal16YoVoUGVxJnRdIHid4EWNWAZaUHej4XKIng9WGx50xyhtkZD8JAaE4TCiHZDR8O74WvAKBScYRyBIkeVz2osYswXtNy6eRKvtBAILeUcJN1pWfXMJT4AABEaFh3xoi1+GN20+lYZ7iZV/lQo1BAqck59+dHVoKRxoO6hmin8JA7cDAbgDRrJZoKt1uAG6vGOyC0MJTjo0xMTNNRXR0XXU0ivZExEAOw==) |
259,-
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1 Spot
Netzteil
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)
A 1 SPOT is the original 9V DC adapter that only takes up
1 Spot on an outlet strip or wall outlet. It solves an
annoying problem that people have complained about for
years!
Only takes up ONE position on your outlet strip or wall
outlet!!
Handles from one to over twenty guitar pedals (1700mA
max!)
New heavy duty output cable!
Use with optional multi-plug cable(s) for powering more
than one pedal.
Guaranteed to work with any equipment that uses one of the
following adapters (over 90% of the effects pedals on the
market!):
Boss PSA, Boss ACA, Danelectro DA-1, DOD PS-200R, Dunlop
ECB-03, Ibanez AC-109, Korg A30950, Morley 9V, Zoom
AD-0006.**
With new converter plugs, the 1 SPOT will work with
virtually ANY 9V pedal! …even Line 6 modeling pedals! **
Will even convert international voltage (100V-240V)
automatically; no transformer needed!
3 meter (10′) cable is almost twice as long as other
adapter cable.
In Stock !
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![](data:image/gif;base64,R0lGODlhHgAVALMAAGb/zLu7u5mZ/4iIiGZmmVVVVURERO4AACIiIhEAAAAAAP///wAAAAAAAAAAAAAAACH5BAUUAAsALAAAAAAeABUAAAS2cMlJq704L8WV/pRijIYHal16YoVoUGVxJnRdIHid4EWNWAZaUHej4XKIng9WGx50xyhtkZD8JAaE4TCiHZDR8O74WvAKBScYRyBIkeVz2osYswXtNy6eRKvtBAILeUcJN1pWfXMJT4AABEaFh3xoi1+GN20+lYZ7iZV/lQo1BAqck59+dHVoKRxoO6hmin8JA7cDAbgDRrJZoKt1uAG6vGOyC0MJTjo0xMTNNRXR0XXU0ivZExEAOw==) |
1 Spot
29,-
Combo Pack
45,-
|
1 Spot Daisy
Chain
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)
MULTI-PLUG 5
The ONLY daisy-chain available with right-angle plugs
In Stock !
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11,95,- |
Bogner La Grange
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)
Continuing our series of pedals based on amplifiers, the
La Grange is designed to emulate the legendary British
“Plexi” amplifier tones, which every legendary guitarist
has played at one time or another.
An array of controls and switches, including an
independent foot-switchable boost, deliver decades of
Plexi tones.
In Stock !
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)
Feel the mechanical tension of the Spring reverbs. Hear
the floating particles of the Cloud machine. Defy the laws
of physics with the Nonlinear reverbs. Unleash the
multi-head reverberations of the Magneto machine. Big Sky
gives you twelve studio-class reverb machines, each with
simple yet powerful controls.
We knew we must take reverb to a whole
new level. With careful attention to detail, innovative
analog circuitry design, an insanely powerful SHARC
processor, and the utilization of top-shelf components,
we've developed a reverb pedal that fits on your pedal
board yet has better audio quality than many rack reverb
units. This fusion of science with art has just one goal.
To provide you with the most musically inspirational
reverb experiences possible.
Hand crafted, studio-class reverb algorithms deliver lush,
gorgeous, and musically inspiring reverb experiences
Twelve reverb machines to choose from: Room, Hall, Plate,
Spring, Swell, Bloom, Cloud, Chorale, Shimmer, Magneto,
Nonlinear, Reflections
Seven front-panel tone shaping knobs: Decay, Pre-Delay,
Mix, Tone, Mod, Param 1, Param 2 (Param knobs assignable
per preset)
Additional menu parameters allow for easy customization of
reverb sounds
300 easily accessible and namable presets
Press-and-hold Infinite Sustain and Freeze functions,
saveable per preset
Spillover and Reverb Persist modes, saveable per preset
Selectable Speaker Cabinet emulation for direct-to-PA gigs
or recording applications
In Stock !
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499,- |
Strymon
Timeline Delay
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)
When we decided to create a studio-class stereo delay
effects pedal, we knew we must go well beyond what has
been done in the past—in sound quality, sonic flexibility,
hardware design, and processing power. We spent months
locked up in the Strymon sound design labs with an intense
focus on dreaming up the most spacious, lush, creative,
and tweakable delay effects ever heard. It was a
monumental task—a relentless study of delays and their
nuances, and a continuous pursuit of innovative and
musically inspirational sounds. Utilizing a ridiculously
powerful SHARC DSP, every drop of processing power is
harnessed. Each algorithm is so detailed it requires the
entire processor.
TimeLine provides you with twelve
different delay machines, each with extensive control over
sonic character and feel. Tweak to your hearts content and
save up to 200 presets of your favorite sounds. Go from
crisp and clear, studio-quality digital delays all the way
to the saturated and fluctuating sounds of tape delay
machines. Get warm and fuzzy analog style repeats all the
way to shimmery, sparkling, and crystalline ice delays.
Top it all off with full MIDI implementation and a
routable, 30-second stereo looper and you’re on your way
to delay bliss.
Not In Stock !
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Strymon El
Capistan d Tape Echo
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)
When we decided to develop an effects pedal that delivers
the sound and feel of our favorite tape echo machines, we
knew we must relentlessly study and faithfully recreate
every last nuance. We spent months in the Strymon sound
design labs with an intense focus on capturing the warm,
saturated, distinctive qualities of tape echo machines.
The result is our hand crafted dTape™ technology.
Utilizing a ridiculously powerful SHARC DSP, every drop of
processing power is harnessed.
El Capistan provides three different tape
machine types in one, each with three unique modes. With
ten parameters to tweak, you get extensive control over
tape quality, machine health and tone shaping. Go from the
sound of a pristine, studio-quality tape machine to the
heavily fluctuating sound of a machine in need of service.
Get the full bodied sound of fresh tape all the way to the
gnarled qualities of worn out tape. Because it's DSP
driven, you get a range of tape experiences unattainable
with a traditional tape machine. All of this without the
headaches of tape machine maintenance and repair!
In Stock !
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Strymon Blue
Sky Reverb
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)
The philosophy behind our blueSky Reverberator is
simple—take a ridiculously powerful SHARC DSP and dedicate
it to doing one thing only: producing the most lush,
majestic and stunning reverbs ever. Many hours and
sleepless nights in the Strymon sound design labs were
devoted to developing the complex reverb algorithms found
inside blueSky. We squeezed every last drop of processing
power available.
Whether you're a classic spring reverb
fan or a studio rack aficionado, you'll find your mojo
here. blueSky provides three different reverb types, each
with three modes, for a total of nine completely unique
reverb experiences. blueSky even delivers an extremely
versatile plate reverb, a rarity for a stompbox pedal. A
full pre-delay and damping section provide deep reverb
tone shaping. Add the mod and shimmer modes and you're in
store for unending reverb bliss. Couple that with 24-bit
96kHz converters and 115dB typical signal to noise,
blueSky is equally at home on top of a studio console as
it is in front of a tube amp.
Not in Stock !
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339,- |
Strymon Flint
Tremolo & Reverb
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vW1Tw1dwSaRPrMCB5oLeUKftMar8r+XIFLAfeVWwCcA+7K6i7bnDG19T778N/Dn4N/CfR9Vih8J6FFDaJHY6jcXwF5NErKBslklYyOAGG5hwuc9q+Q/2pP2fI/gtqlrqmlXCt4X1W5e0tYZZt09rcKhkMBJ5ddgLI/XAweRk+g+KPh2/wASPH9trz3fiiDQvECJeazFoItLrR78osfzQXbHfDFcBFyuVx82cE5PmH7YfxHbxh4w0LSY76yvoNLSe/uDp9wJ4I7ubEaxKw/55Qpsz3Lk8Vz0ptysbTilE8imZTp2nERKjP5xaTCAviTAyQdxwOPnAwPu5HNfYX7NnwM8I6B8O7nxn8S9K066TUFgltodZtvMFpbyNsgCxt/y3nY8Z5ClRjOa+K7udZNJ09CQ4ZZ1eMmM8GToQvzcj+/1/h+WvrX4Ta6/7RXwMuPB+tX9/JdWNvbaXqU9lKPt9vJav5thqUKHHnKy4SRRkhkxgjNa1ZNRIppNnsHxL/Zo+Gvifwtrln4V8KeHtD8Tm3Q2l/pqKJIJnyYVZkOHjkKlGHUE/Q18P/DTxtqngPxLNPFo95qimOW2utJjiLypKDtJ+RHIkjKunHHzP1OCPqLw8ifs1/DzXPEeuaxrniGRryCa41HVLGPTvtskTs1tY2dsMcvKwLykAYyScDj5F8MeMfF934vk8QRwXGr6zcXj395FYJIIJLl97KSEGdqM5ZAeuxcnrSpScr9gqJKx2WvfGj7To02m3/hJLQ3tnJBb/aZHQQkoiBrXfGCEXYCQpOXJyRXp/wDwTt0GLWvjJ4h1y4i3nQ9HRbdz0ElzKysceoWEc/7ZryDX/i74hn8NXVhrHhkRprVm8f227knBkbZGjTwq6YjA8sHykO3cSxJ3V63/AME4vE8dl8TfHGkSuqm90m0uYAerGKWUSY+gkj/OssW3GhJodFXmj9C1jM2qLP8AwxJ/+qr4uNvevG5Pjium+LbnTru1MWnh9nmYw6Ecbj/eU+3SvSYtQW5hSWNw8bgMrKcgg96+WhVi9j1ZQa3Jm8NaK3i1PE5sIf7fSyOnrf8AO8W5YOY/puANa/2gHvWGLs5p7XXlxly2ABkk9q09pcjlJvE+i2nijw7qej30Sz2Oo2slrNGwyGVlKkH86/L39j95dN/aw+HOmyytLNaa3e6fJJJjc7QwXUTMcepiJ/Gv0Y0jx9b6td6g0Uh+w2aFmlIwrEZJOfYCvzW/ZO1NNX/bF+HWoxMGh1DxXqV7GynIMc0N/Kh/FXU17GXz5oz/AK7nLiI8trn7TjoKKB0or0jhP//S/Sb4uNs+FfjFvTR7s/8AkFq/CL4S+Or74Zax4N8VacjTXOlxW8jQKcfaIWiVZYv+BITjOBuVM8V+7PxkbZ8JfGhPbRbz/wBEtX4C6H83h/Sv+vKD/wBFLTSUk0yk2tUfpgfEGm+ONO07xNoN2t1Y3yLcW1xHwSD2PowPBB5BFd7d/GvTdB0y1F9FcS3rRjekS8Z78mvzP+Fnxl8R/Bu/lbTAmpaJcSebdaNcsRGzd5Im/wCWch79VbHIBO6vo3T/ANpT4Y+PVge/1M+GdSA2m01pTBz3Cv8AcfnupNfKYjAVaEm4axPZp14VElLRn0pZftE6TNIBLp15Cn94ENVbxnr8fjq6tmtXY6dEmV3DG5j1OP0rxK48cfDjT7b7Rc+MdEtoAOZHvUA/nXG+Lv2zfC3hXTH07wDYS+K9SwQt5IrQ2EbcclyMyfRAemCRXGsPWqvlijaU6dPW56j8f/jXB8EfhhcWOnSoPFWuRta6bb5yyA8SXDD+4gOfckDqRXyR8Oj8LovCWnp4iVIdZguVinS8upsXECgDfuAIRWyWc4IBAXnOa8+8Qa/rPjfxJea/4hv5NS1i7I8ydxhUUfdjjXoiLk4UepJySTUUaY49K+sweFWFp8vXqeNWqurK/Q9W8M6V8MmvNYvNY1uRLKHWJIrCztmaNrmyCowcRBS4UszpuJGAgYdasxaH8JVilY+KNRLyRP5UbuQ8MhUlNwEYyFIwGJxISVI4rycMQuM1Krk9zXoHOb/jW00SC/8A7M0LVrvVvDqRBlgkupGthIzMXXy/lRv4WJK8MzD+GsaGJIIkihjSGJRhUjUKoHsBT7W0lvbiOKJJJpZHWNI4kLvIxOFVVGSzEkAAAknpX2L8IP8Agm94n8XabDqPjfWf+EMgmQOum2kSXF+oPP7xmzHGf9nDfWs5TjDctRcj5DuLvzbSyhHmZt1kB3lSvzPu+UAZHvknJ6YHFVpIopXjkdAZYzmOQZDoemVYYIP0r9DH/wCCafhi91bUdMTWvFemWkEET22vNcWUy3Uhzvj8jy8ptwOeM546V89ftAfsSeNvghZz63bSR+LfCsXM2o2MRjns1/vTw5Py+roSBnlQASIVaEtLlOnJanzw00hJ8y6vLnnIF1eTThT6gSOwH4Yre8DfEDUvh7r/APammolwxieF7WeR1icNtO4hc/MNvBIOAWHGa5xlINR/xE1uZno+pfHrXtU0zVrG50zS2j1SB4Lp1Mvzlo0j8wKSQhVUACKduRuJJJFcp8MviPefCD4maD4xs1ecadIUu7dPvXFrIAsyD3wFcepQDvWA+SKrTx7lNRKKnFxezGnyu6P08v59J+Iek2PiDRrmK+sL6IXFtdRHIdWGRz/MV1Hgjx9aeF9EksdXmeMQn9yQpY47r+B6V+afwe+O/iX4H3kkdhGNY8N3EnmXOizybQrH70kDfwOepB+VjzwSSfpnTv2mvhV8QoImu9dPhjUiAGstaBtmB9Ax+R/TKkj3r46vgq2HneKuj2qdeFSNpOx9JzftBaHHPsW0vHXP39qj9M1e1X4jWnirw7JDpRmV52EchdCpVe+D79K+cLzxf8NdMh+03vjbQ4bcdXa9T/GuN8Xftl+GvC+mPpvw+0+TxBekHbqN1G0VhET/ABDOGl9QF4OOWFRCjXq+7GJc5Uoatnon7UHxfh+Fnwtn8MaXceX4m8SwtaxLEwD21qeJrg+mAdq8csw7ZNfOf7G4SH9qn4RRogjjTWZEVFHCgWF0AB7V5Jrmv6p4u1291rXL+XU9WvGDT3MvU4+6qjoqKCQqjgc9SST6z+x+2P2rPhKf+o44/wDJK6r6rDYdYalydep5FWp7WXMftyOlFAorc5z/0/0d+NzbPg544Ppol5/6JavwJ0L/AJAGlf8AXnB/6LWv3x+O7bPgp48b00K9P/kFq/ArRGxoWme1nD/6LWriM9h8A6H8LtS8A2lx4u1oaVr0lxLE8kd4wa3H20JFJJDnBi8nJf0Ul+CoNXtI0f4TaprGn6fd2mjxWcl9rMU15JqkpEkMEhWwLbmC4mUht2QH2j1rxdhlsjg1avLeNNP0thEFeaOV3cxMvmfvMDk8OAOMpwOh5qrCPVovh58E4HEtxeabZ6pBG7S2sN+Ire4ZrraqpKC3lukKkkA4KybuSvGveeHPhJo/iuwhUaLq1lc3txHcQw303l2cAsWliyVcgN56rGWBKkvge3iWlaZdaxqNnpunWk19qF5KtvbWdsu6SeVj8qKPU89eAASSACR+hnwG/wCCdnh/TNPtdR+JSr4j1d0DNokMhGnWxOflYDBnYZwS3y5GQo5rnq1oUVeRrCDnsfCuuah4Kk8GeHJtOt4dP8X6jvGp6eNUDQ6Z5DEHy4mJf/SdysA5OxUwvJJPPyq0QyQeRx71+y2j/AHwHaeKDaWeleGRpFrp4in8LR6RbkJIzZS4Z8bx8oZQvQ/hXm/xm/4J4fDjxxpt1ceD7KLwD4gKs0b6eh+wTOf+e1vkDk4yybW96xWLT3RbpdmflYJMnrUySdPWt74g/D7Wfhl4w1Lwz4jsW07WtPcLNATuVlP3JI2wN8bgEq464IIDKwHPBwjr9RXapJq6MbWep94f8E5/grZXNpf/ABW1m3W5lgnlsNBik5WIx5We5wR98tujU84VSRje1ff0V8WiVgApKg/pXzd+xlc2dv8AsufDCISpGk2jxMxZvvytln+pLE17p/aO04zgV85VrOVRts9GMLRR5/4A8Y6rqf7SvxU0e41K4m0nTNP0o2ti5BigdxKXdRjOW+XOSfujpzXrd5extAwljWRH+RlYZBB4II7j2rzPw54CsfDXxN8X+NYdQuprzxLBaQzWcir5UHkBgChA3Etu5yT0GMc57M3izgqzAKe57e9KVRfZBR7n5Z/tpfBC1+CXxdK6PAYfC/iCB9R06IZK2sisBPbjjhQWVkGTwzAYCgV4GWGK+9P+CnUlvN4I+HM+4G4XXpkQrzuQ2cxYfTIU/gK+CI+RXt4ao6lNNnHVjyyD2pDHlS5GEHVjwB+Neq/s9/s+eI/2h/F76VooWz0yy2vqmtXCFobNTyqADHmTMOQgIwPmYgbQ36N/Db9hP4QfD+0t2uPC8Pi7VYwC+q+IwLqVmwASikbIgcfdQAc9K0nWjB2FGDZ+Q0Tw3Yf7PNFPsYq3lOHwR1Bwa6TwJp3g++HiYeM726sLSKwhOny2CmS4+0tKyuUi5E21ACUIIAO7tX6pz/sofDPxXbaxZ65ofhnxPcw38jKLTTYraXTI2GY4AYzuBVTnccE5zXx5+0z+wtefC7SrzxR4HlvNb8O2wMl5pVwTNeWcQHMkb/emRepBy4GSC2AtZRxMJS5XoU6bSujze68B/Aqx1Z3h1HTLLTcS+VKmqv53m+aggjdgpPlMu/zZf4FAYeo8ZWyY2DXb/K32prdkRS0YYKWwsnRsY4GMlcN3qs+GRXQh1YZDKcgg9CD3FXY4v+Ke8/Yuft4i8zy+f9STt356d9u333fw12GFyBVxXsH7IbY/ap+Emf8AoPY/8k7mvHg5A9a9c/ZFfP7VHwl/7GAf+klzQ9gP3CFFAorER//U/RH9oR9nwJ+ITemgXx/8gPX4G6Odmj6epOSLaIf+OLX73ftGnb8AviMfTw/ff+iHr8ELIBdPtPaGP/0AVpHZgWmert75iaVorMFCyRTlCIypIEuOWJO/nuAuM4wetZW4g9yPWr97GI9K0VxEI/MiuCZdiqZCJQOoJL46ZcAr0GRzTA+wv+Cb/wANrbVfEfib4gX0XmtpG3SdNV14SZ0Ek8o9TtaNAe2Gx1NfpRbXWLeMcJ8gyAMdq+Ef+Cbuv2EPwX8QW1xKFOn+Ibh7k4ydsiJIh+m1gPwNfZcOsx3MSTQSrLE43K6HII9q+axNV+2lc9SnD3EeX+AtRC/tl/FmDy0Unw3okpkAG5v3l0ME9wMcfU17nf3UptXETlXGCCPrXG2ul6Va+I73XodOtotbvYIrW51BExNNFGWMaM3cKXYj6mr2qeJ7XQ7GS9vp1gtouWZu/sB3PtWMqykUoO58q/8ABTT4cWus/DPSfiDbwgat4eu47S4lVfmlsrh1RlY+iPskB7bT2Jr83Z5Dg9sGv08/bi8d2Gp/sieMbhEkij1JIrK2jmGGMkkyqnH1Oa/LsyFwT9TXs4KfPTOSvHlkfaP7FnxQtfFHwq1H4Z38wj1LQ53u9PUthpLR23Ap/wBc3JTA6AKe4r7B+G/im4vdFnttUn33VgQhnkOC8Z+6x9+xNfjbpmt6n4V1yz1vRL6TTdXsm8y3uouqnuCOjKRwVPBHuAR9P+Ff2yNB8T6TFY+PLK78P6lgK9/YRPLZXB/vYXLJ6kMMD1PWvPxWEmqjq01e500a0XHkk7H6LWvijTL2fyYNRtppBxsSZSfyzXG+O9au9Z1pdDtpngsYsfaWjbDSsedmfQd/WvjofG/4S2Crct44sXVeVSz3vMT2AVRuz7CuN+KP7a95qumz6N8PrO802KVTHL4g1FdtwVPB8mM5Kk8je/TsDXJHD1qvuqNjZzp09b3L37cvxetfHXxG0nwtpc63GmeEoXjmdCCjXsgAYKf+mcfyk+shHUGvnG61E2VnNOEMhjjZxGOrkDIUe5PH41QtRsGCSSSWLMSWYk5JJPJJJJJPJJJNLqF8ljHHdMC8drLFcuo6ssciyMPxCkV9LSpqlBQXQ8ucnOTkfs3+zb8MYvgt8DfDvhy1I/tRoEu9RugMNcXkuHlc/icAdgABwK9nN0TwWzXmUPxK0fSrHRprqRlt9QgR4bkDMa5UEbiOnXrXWDUtyB0YMhGQQcgivn3VvJu56HJZHmvwJv4p/i38bxEsasmvW4kKAAs32ZOWx1OMcntivXNalWS1IZEcFgCCM5B6g1zOkaTpOg6jq1/pumW1je6vOtzqE8CbXupQoQO57kKoGfQCr99rVtaxD7XKI1kIRR3Y9sDvVTqp7EqJ+Rn7VXwxg+EPx38RaFYRmLRrpY9X06MDCxQz7t0Q9kkR8egdR0ArzDyIv7C8/wCzIZ/t/li52JuCeSSU3Z37cjOMbM853YFfSn/BR7Ure8+Puh28Dgz2Xh1RcAdvMnJjz+Eb180C4jGgGPzV83+0N3k7k3bfJPzbcb8Z43Z2Z4xuwa+hoScqcW+x59RWk0QBq9b/AGRn/wCMpvhKcf8AMwp/6S3NeQIRmvWv2TX2/tRfCY5/5mKMf+S9xWj2Mz9zRRQOlFZgf//V/Qf9piTyv2efiU/93w7fn/yA9fgnbnbZ269hCg/8dFfvJ+1VJ5X7NPxRfpt8Nagf/ID1+DK4EcY/6Zr/ACFXEfQlznFWNTOLDRSIjExtZCZD5f73Mg5+Q7uOn7zDDBx8tUg34c1Pq13E2naGn2uN2itJA8fmoTCfMBIIABTqDhyzc5BA4psR65+yf8c7f4MfEK8g1mf7P4V8QxJa6hK2dtrMp/c3B7BfmKOfTYeimv0Y8HeJrfwyLyO5u0XS3T7RA4O5BnrtI7Ec8V+OszRnJMi/iw+len/CX4+fEP4c2DWOjwTeKPDNsyo2m3NnNPDa54CRzRqTFkkYQ7h0AAzXkYzBOs1Up7/md1CuoLllsfp9/wANAeHI7nYTdmPOPNEB2/41F4k8RWfjm+sXs5/tOmQru6EAyHqSD6Cvh9P2ub1Y5PtHwc18XkTBJRGsnkpIcYUlowwJyMAqCcjA5FcB8Uf2j/il4z0i5sjpN54G8OqRDcpZWVyjkn+CW5kjXZnI+UBScjnmvLjgcRN8rVkdbr0o6rU7X9t74+2fxD1rTPAnh25W40HQJ2mvriJsx3F6BtVFI4ZYgWz234xypr5wSTBx2FZ1tbJCAiqFC8AKMAe2KuqpAr6SjRVGChE8qc3OV2K7fKenNe0eCb74NppPhdfEVjps18unwC8K6XNvW78mQXDXb7SkqmUwlAA2Cpbp08Y25BB5pFTHOegrexmeryv8KFn0iWVNOXTYJmk1CztdCuHvryVGdgkc/wAsYtXHlLsIAC5U7T0yfiLefDt9Ihj8HaTHHfvfkveyQSRPHZqpdNqN8qyM7eS5GdyRKe4I4u6YjQ9HRyoAkvCo81u8qknaRtXORypO7OW2nAqmGHA3D86LASKxFRz4kVldQwIwQehB7U9Sv99fpmmMVIIDKc+4osNH3P8AshfG+0+IPw4tPh9rlyv/AAkmgQ+Va+c3zXtmpxG65+8yDCuOvQ9CK+pPDHj6x8JeHvsWq3RDwOVgTaWZk7AfTpX43QXFxp99b3thdzWd/byB7e5tHKyxydAUI5zzjAznOMEHFfRfhz9rf4jeH7OSy8Z+B7zxIljGrz3xsLixuoYiOJJgY/LwcH5yUB59DXhYjBT53Ol16Ho0q8eXlmfoppfxo8P6jdrCzz25c4V5Y8KfxFY3xB+IuieDbTUfF3iPUEstD0xMq79T2VUXqzucAKOSSBXw/cftq3kEF2+gfC7UDPZLvu5dSkcx2QxndMIkcx+vz7eOc8V4f8VfiT48+JWrWtz45lvoAo86x06exlsbWEEYLwxyAFjg43ksRnqAcVjSwVWb/eaIudenH4NxvxO+I+ofFn4ia/4v1JDDc6pcb0gLZ+zwKNsMX/AVHOONzPjisdL0L4ea2+1J5h1ITfZvMXeV8grv2Y3Yydu/O3nbtz81YyzRj/lqgB/2h6Z/lzWjFctJ4aliQxGIaqshAmO7d9mIDeXjHQ48zdnou3B3V9HFcqsjy27u4I57nNesfspOB+078Jj/ANTJD/6IuK8fR69Y/ZTf/jJr4T/9jJB/6Jnoewj93R0ooHSiswP/1vvT9r+b7P8AssfFuX+54W1E/wDku9fhCzbVUZ/hH8q/dj9ss4/ZN+MH/Yq6j/6TvX4RTNhyB2qoldCR3xz0+lX7TxRqdjDbwR3KvBbFfJimgjkWILuwoyucfMxwc5J9hjJaQkVv+AdF0rxJ4tsdN1rULnStMuRKJL21EZaJljZ1z5gKgErt57suKskoQ+I722jgSNoALdUSPNtGxwkbRrkkfN8rHOc5OCeQDXa/Dj47Xvw60e904aBaa2s13BeRNPdG3SJ4ljVSUWMln2xAb885+YHGa7iH9nHwPeaZ9pt/ieZwotxMsX2Rmty7YkL/AC/wDqvB9zkYz7b9n3wfeR2xt/idBexzhAb+FLeK3SVioWIpI3mbnLHZ1A2HeeQCAQW37VWsrBDHf6BZajLbaiuoW0kU5tkiCldsBTY5KgL97dkknIxxWZ4k/aGufEOgazpkXhqKy/tOC8t/tEmqPKsKXIjEoMIjVJGHljYxxtyePXA8b/De08HeD9D1JtaS61m8kSO701HhkSFtjGVUMbFv3LKsbl+GLgqe1cIpoAnQgD0/HNTh8gdq0PB3g/V/H3ifTPDugWZ1HW9TlMFnaCQR+bIEZyu5uF+VGOT6V7Qv7CPx2bp4C59G1aAUAeD5wp9aN+B+NbvinwB4l8HeI7rQdY0O+ttWtc+bbwQPdYAYruzErfLuVgCcZKnHSsCL94wUZY7tmFGTuzjGPXPGOueKANCx1+80+1W2haKS3WVp1huIhKiOylWKhvu53EkDgthjkinp4guvJMXk2OwjGfsa7seV5XXP93n/AH/n61WvNMvNNnjhu7C+tJZAWjiurKaF5BnHyK6AvyR90HqPUUk9ldWsqQz2l3bzyAmOG4tJopJAOuxHQM/UD5QeoHcUwNA+JryQXWY7JftAcPss0UjciowX+6MIuMYw25hyxp0/ie9ndneKwy3mAhLFFHzsrNgduUXH90FgPvGqS6XfG6+yjT777Xt3fZfsM/nEf3vK2b8e+3FTHw7q45/sTWfx0i7/APjVK4GhovjvUdB1qy1S3t9Me5s7tLxFexUKzLMJsEjkDcMDH3VOB0rtYP2iLnT/ALQLDwzHCTcSXlsbzxDeXnkzyRGJ2kDqPPjwQVhO0KQTn5jjyeQlGKsGVlJVkdSrKe4IOCCPQ8ioN3r+VAHsSftHTWl7qF7ZeDrO0u7q8bUwzazPIiXbWxt2kdfLHmx7MYhOACuc8nGT8Rvjjq3xNm06S40yx0r7Gk6bLY+akolaJiWV14dTCo3j7wJGF7y/CT4WeHPiJY3b634zXwtfJfra29o/k7p4tiM0oWQZOC5XIOARznpXU6f+zv4Y1FrlE8fuskcd08VmYoBcs0EojdXJ+UAllZSANy5I6ZoA8j/4SjUl6Swj52k4toupmEx/h6bwDjoB8v3eKrX2uXupwQ29xcF7eORpVhVQib2LEuVUAFvmYAnkA7RgcV6747+Avhjwx4B1rxFo/wAQovEU+nIrRWkPkMLhsgNHlOS2dwAXoVwQTXiD/I7L6HFMZZ3en516r+yu+P2mPhRg4/4qW3/9FTV5ErA7ea9S/Zfl2/tJ/Ck5/wCZntP1SWk9gP3vHSigdKKyEf/X+7P2zjj9k34v/wDYraj/AOiHr8IJz++fnvX7u/tpHb+yV8X/APsV78f+QWr8H7r5Z5Bn+I1URiZyD2r2H9m+7+GtrrHiE/EdNDe3a3tBZf28ivGMTSfafL3KQH8vZ05PGDXjIakEzRn5GZSe4OM1Yj6M0nxn8CLWS3uJPCejNNJY6jJcJ/ZpumFxCwisI4LaUhUM8W6cxsR855I5zcfUP2fHn0NzpVlo97BqK6pNZ63Zyx2ssU29W097jawKwhonCgFAykcqDjy/4a6Vbrpy3rMDcTs2XPJSMEjA/InjuRXUeJ9C068862S4mu7R12xTSjZIjdjjsQT2rzp4+hTxKwsn7zt6a7H22F4PzXGZLUz2lFexhd76tR0k0rWsvNp6OyZf+LN38G5fh34kh8JSeGm8Qpq0b2U2mab5N1coZIy6r8oEUSoHG9CY3APygtXgQbn2qISSEFWdm55+YkE+tOzg16J8Se4fsYHf+1T8Llxkf2rKf/JO4r7D/bK/aQ8b/BTxuIfDrz3FpO2DG0siRW6pDG2cojYyWJJY18gfsSHd+1d8LVP/AEE7g/lY3Nfdn7VX7V+n/CXU9Q8Ja3pYmstSje3jntbKS5mKBI2kJA+UH58AH05oGed/8E9viTqPxZ+LXxP17V7a2hu/7C02MiB2lDZuLxyxdxkklyc4Havkz4qoi/tCWqRxrGv9oaL8qDAyZoCTj1Oa+lP+CX14mp/Ez42XsaGKG5trS4ijIwUje5vHRSOgIUqCBwMccV8z/Eu6hm/aRt40nieQapoY2K4LAbrXqOvegR96/tyxI2ufDwlFLf21o4DFRkZ1WDOPyr0b9qD4e23im78B6k9sjy2HiGyIcIAV23UUy8+mYyPevPf25Mr4h+HA4wde0Yc/9hSGvZdfuTrvxc1nwpNemDfaabqlgHG5UlgmkeXA/wBpNoNMD5i/bW+Nep/s8/GrT/GeiabYajqECy24gvlIjKGxZznbg5+QY7c1718f/j/f/Br4caH4sS0tZopbF7+9iNt5rELGjbYxuUDl+56CvkD/AIKpsD4hte2ZJD/5TZa9n/b5OP2YNNP/AFL8o/8AIUNHUZ+fXxr8e2nxJ+Il7r1lZzWcU0KROs8aRs8olnd3CqzAKTKMZOcDmuDlYmJgMgnA+U4OMjOPfGakuji4ft85/nUBbIJpAfVXi7xF+zl/bVklho/he/082t1O50u28l/Mj8p7OJ5EUBRKwmieNgWZW+9xzDo+qfADWIfD91q/hWyhGk2dvf340jRXa1u7qSAxTWeEy04jkd5CxC7PLQAnLV85+E7Fdc8RWdpcu7W53NINxyVUZK/jx+te4aYloNNuRJdGCSNQLa2SIlX5wQWBwoA6fX254MZjqOBUZVuvby37H2HDnCuY8UVKsMAl+7Sbcm0tXZLRN62fSySbbR0Hhm3/AGfNI0fQLa91HwV4gns9VnVry/UvPfwEy+VLcyFT5JRDECrAxO4AGzIA+efiJ/Yg8eeIh4aube78P/bn+wTWtv8AZ4XhwuDHHztTduA5wcZHBArQ+I9lFY6lbz2rNGlwjMyKcAMMc4HqDzXElzwSck9zzXbGSmlKOzPla9GeHqyo1VaUW012admvvJ1fkHPSvTv2Z5cftHfCo4/5miyH6SV5XGxr0z9m2Qp+0V8Kj/1NNj/7P/jVMxR/QGOlFA6UVkI//9D7n/bXOP2SPi9/2LN9/wCimr8H7w/6TKP9o/zr93v22zj9kb4u/wDYtXn/AKLNfhBen/S5v94/zqoj6EA5xinKACM80KvFWLO0kuZEREZ2dgiqilmZmICqoAySSQABkkkAVYtzd8N+JTo8YikLrGGLJIg3bM9QV7g/pWtrPj7zbeRLYmad1KiTZsSLPUjPLH04wK928Cf8E7/iRr9pbXXiW50rwHDcKrx22qv9ovWU+sMbfIfqW98Hit7xJ/wTQ8bQJKnhvxf4Z8SajHGXGlTeZYXEmP7hbcD9Nv4iuWVChKqq0ornXXqe7SznMqGBnltOvJUJO7jfR/11Wz6nxj5YCgLxjpTTwa3vEfg/V/COqXOm6zp1xpeo2x2zWl0m2SM++Mg/UEg44NYrRkdua6jwrHvP7CllNfftXfDt4oZJUtJ7u7mdR8sMYtJULsegG6RRn1YV6R/wUwnEnxd0xUdZBm6xsYN0jt/T618kaJ4g1Pw3qMd9pV9Np95F9yaBsEH3B4Yc9GBHtWpqvxD1nxPq+n3viqX/AIS9LFZEjs9SIhiKuQWBMKqRkqpz1JUdqBnvP7D/AO0Vov7PPibxnda7CjQazY2cMUksrRqrQvKSvyoxJIkB6Acda9P/AGhP2sfhn8UPDmnz6XpWmNqOlXUV5axWMLPLPIk8LYDmJVTCxuNzHvivju78YaBNZXMUXw50O1mkjZUni1W9DRsRgMPp1/Cu9b4x/D28luZb34P6RdzSQxKsrLCreau0MxxxswvGPm65HJpiPe/2nv2y/CXxNTwzqumxyG60fVNOvW08CQeYkN2s7gyuiIpO0KBnkn0qz8Tf26dBu/jP4J8daIGMtlfxR32mAyxq9obeeN8yPGoY7plOxQx/d55rwKx+NvgTTrl761+EOkW2pJgQyWxihjAwwbOASvysRlQd2fmxgVmL8WPB1s3jiCy+Hw0+w8QaNFpdrFazwobKRd+6faPlViXU/JkkRjOCTSGegftq/HXw/wDtB3ljc6FIwmEspmjEMwSJDaNCh3yIm4ktnC9AOa9O+OX7V/gX45/CCw8L396PDF1/ZMtpjy57qQStCoVdqRAHDIM4YjBPPevnO1+J/gFdIitrj4P6PdXkbDdd+YiNMoh25dh824yfM3BDKT/FxWyfjV8P44tQtrT4Q6XaWF5beU8Efk5Mg2FCTzhVZWOV+bLZAzmgDxTzjOqySJ5Uj4ZkznaTyRnvjpmlKrz6VFaxPHDGsjmV0QBnI5YgcmrHlNJ0HWgRLpt3Npt7b3VvhZom3KT0PqD7EEiu+tvHdmbVw081sxHMJgMjL7K3Qj3rf+Av7LPjX4+34XQ4oLDSRI0T6tfBmjLr95IY1w0zDo2CqqeCxIKj6og/4Jd6Qumt9q+I+preRL+9KRWQjVvdRGcfi1c1ehRxCUa0VJLue3lecZhk05VMvrSpykrOztdf1t1XQ+CfEmuS67dpKU8qGNPKiQnJC+p9zWG0eDmvo/46/sTeOvgvok3iGMw+K/CERxJrGmp89tzwZolLDb0zIhwO6qMkfOksbISGGK6FboePNuUnKTu2RL97Feifs9P5f7QfwqPQf8JVp/8A6Gwrzwrjmu9+AzrD8c/hlM33V8V6WMfW4Cj9WFMSP6Eh0ooHSisiT//R+4v24Dj9kT4un/qXLsf+OGvwiu2zdz+zt/Ov3b/bkOP2Qvi5/wBi7df+g1+Ed1/x+T/75/nVRGNQ5P0r7C/YI+GSarr0njCaziu7u3uhaaQs67o4pRxJcEHqVOQB/sk/xV8eIQrgnoDzX3v+wbrN3/wi+kLakGytbW7jMagFzfmSTzSx9GONg9Dj2psaP0M0jQdHsbC4huWe9mu4ylzcyyHzZc9SXHzfkRjtWXrPhfQdP8JjT7C0eS0tSZUhaZ5ZlyckxysS4YHkc9q8fT4sKAD5oxjuelWbX4rq1zF+943jP07/AKVVkSpO58+/tg+CbXxz4Q1XVgFu/EvhuP7R9sVAJL2zI3fNjqcdf9oA96/P29REPBBHYjvX3z8XLyS1tvFOvzzy2FnaQz+crH76NE52Mew2lcj2Ffnbp87w2llHJkNFDGrA9iFAP8qhGjNGHSby9sry+t7K8uLK0J+03UFnLLDb4GT5kiqVTAIJ3EYHJxXe3PwA8Q2/wM0n4pi4t7nQ9T1OXTYbK2gmkuVKFwZmZQV8o+WSG4GGXmv0F/ZS1bU9X+APww8L6Za+Ifh5qT6TI8F2dEhvdI1r93zczPhtquXDgO0TsQeozXl3jX4j/Ezwn/wT7jk0K6j1HUNO1rV/D+sXWnaWksMWnRSXUWfLH+qT5Y8Pg7QQTxkiyWfCieD9fmsnvE8Pa29osSztcLpF0YxG33XLeXgKcHB6HFV59D1Kz1FLC406/t799u2zms5Y523Z27YmUOc4OMA5wcdDX3d+2Z8efG/gj4afC7wrouuHTdM8TeDWOryRQKZpxiCMbX6oQHbkep+o9R+Dcnhn48+G/hj+0H4kuIYte+H2l39lranAV7mGPaJG68Lh2XJ6S0CPzNtfB3iC7lkjg8O67PKkvkMkWj3TMJAN2wgR8NjnHXHNVzoGprp11qB0rUhp9pIYri8OnTiCBwcMskhTajA8EMRg5Bxivuvwn+0r430r9h74jfE7R9Ra08S3njd2tZLmJZTaJcXEQMYUjGVRtvtg19B6n8S9a1b9r6y+F08lq/gq/wDh/PrF/pX2RNtxcyOFMjtjJ4BAHHU5zxgA/JnSfDWsa5DcS6Zo2rarFbHFxJp+nT3KQcZ+do0IXjBwecEHHNO0rw7qutwrNpmkapqsDuI0m07Tp7lGcjIQNGhBYjnGc1+h9rqfxF+Fvw4/Zv0f4FaW134P1NEfW7mzsknFzM0kfmC6fH7tSjTuX4+dFGRna3VfFvx0fgN8Iv2k9Z+HN7Fp19p3iGCSERRq8WnXlxaW32gxIRtBLP5nQje7E9SKBn5g3FjNpl3Na3ltPZXcLbJra7heGaJsA7XRwGU4IOCOhBrofAnh1fFvijStGMrW6X1ysUky8NHHy0jAjodqsAexIPavon/gopcQ32sfCLxJeeRHrWt+ERLf3Xyxm5kWSAoT6keZJjv8xr5++CGqfZPi34VDvsEl08asegcxOV/UY+tID9VfhZHplhaWHhnS4ksNNtI47NbC2PlGVtgYQkjlYkTDMBjcWweM59/Gg6LNLps1wHM1hzCttPJBCp940YK44/iBr4q+Deqt4d8c6hFeyPJe28dxOksxILGREYkA/jz7V7P/AMLVQj/Wj65oQm2jufil4c+x6ff6z4fgTzDC7X9gmBFfRAZZXToWxkqw5BHoSK/Hz9oDwVp3gn4kajbaMmzQb1E1LT1HSOKXJMY56KwbHYBlA6V+qdh8To7m8iieYeWWJfJ6IASxPtgGvy9/ac1WzuPEmkQQ+b9uhjuJGRiNkdpLJugX13EoSOwXd6ilaz0KTutTxzILHjNdj8GTj4w/DnnhfFmjnP8A2+xVxO4GTk11/wAHHH/C3/AJHG3xPpLf+T0NU9gP6IBRQKKyIP/S+3f26Tt/Y/8Ai2f+pfuB+lfhNdcXk/8Avt/Ov3X/AG7P+TPvi3/2AJ/6V+GV3alrybA/jP8AOmikUCCor2j9l/49r8HPE15ZapIy+G9XKG4kzj7JOvCTZ6hSMBiOmA2PvGvIzanmq8lkW5HBqrlWP0z03/hF/iA8txbaxcWF7u3SJbIJN2edxj9TnO5CVPXvitZ9I0rwZB9qFxcXMoGVuL+IhAcdViX5nP8AsjAPQkCvzN8O+LvFHhAbdE8Q6npaAbRHBcEoB2ARwyqP90CrGvfEHxh4pgMOseKNW1GI8GKScIrfURhcj2PHtUlWW9j2f9qH9oKz8WaWvgvw5K81gJTNql45DNNIWy0bEcMxI+fHCj5B3x82AtnOTn1qzHY7VVVXCgAAAYAFPNm2MAc1a0Jep3Xhb9or4neC/CEnhbQvHmuaV4eZDGNPt5k2RoRgrGzIXjHsjDHbFZfhf4q+LvBXhLW/DWh+Ir/TfD2uwvb6npcbK8F2jrscMrq20svBZSrHuc81zIsyOx4qUWhbHHSi4rG142+Jniv4iRaUniLXbnWP7HsjYaat0karaw8EIuxVyMonLZPy9eteyar+0j4X0H9mWX4WeAvDOp6PqGviF/Fet6hOGW7kCoJlgXczbXChBwqqucc8V4CbQ46Un2QkYxzTuFjaPj7xEvge48IJrd4nhW6vBqE+joVFvJcBgwkPy7t24A8MBx061tj49/EQeOY/GQ8a6t/wlMen/wBlLq+YfPFp18j/AFe3Znn7ufeuMWzZ170CyI7UrhY7vwL+0P8AEr4Z6Pd6V4U8cazoGmXUjSy2lq8bR725dlEiNsLE5OzGTk4ySa59fiN4lXwXrvhNfEF+vh3Xbk3mp2BZZFvLggfvpHdS7SfKpzu5KjOeaxfsDelH2E0XCx9QeJf2zdC13w74JFx8P/7a8Q6P4Xfw7fy6nJEloxYRnzbcfO23cgzuAOOmSMH5St3lszbvDI0U0DI8csRwY3QhlZc56MARknoM55q+LAg+9B084OM0XCx9gfDr9oKy+JkOi37vDpnxD0mAQ3UE6sLS+iB2ht3OFY9DyUJw3BBPsDwHVczto/izw/cHO63g0s39s567o5IycKff9K/Nz7DIpDIzxsOjIxVgfYg5Fb8HjHxjb2/2eLxj4litsY8lNaugmPTHmdKkdr7n3Z8RPH2j/CTwVd3mqx3bLMiobG4lQ6hqOT8sGxCUtoWON7MS5UEYAr4B8UeKNS8b+JNU17VpEl1HUbhp5vKXai9lRB2RFCqPZcnkmmTx3l7t+03l5d7SSv2q6kmCn1G9jg/SkTTjnjNMLdjOCnnA612HwjGz4peCGB6eItKJ4/6foKxV04gEGuk+Gdsbb4k+DiOo8QaWf/J+CmxWP6GBRRRWZB//0/t39upDJ+x/8WwP+hfuD+QzX4Nah4oMN7OoAOJGH61+/wD+1voE/ij9mL4o6VagG5u/Dt5HGG6bvKbGfxr8Prn9nm+u53lF6mJCW5Q9+aEXE82Pi1s/dFKfGB/55g16Cf2b77/n+j/74P8AjSj9nC9730f/AHwaZWp55/wl3/TMUo8WqP8Aln+Nehf8M4XgH/H/AB/98H/Gmt+zleAcX8f4oaA1OB/4TBRj92KP+EwU5/diu7/4Z0vCf+P+PH+4f8aX/hnO7wP+JhGB/uH/ABoDU4VfGKA58sU4eMlH/LIfSu5H7OVyf+YhH/3wf8aeP2cbkDnUY/8Avg/407D1OB/4TJe8VKPGSf8APOu7P7Odzj/kIxf98H/Ggfs43R/5iMR/4Af8aLMWpxC+M4x1ipw8Zw94/wAK7f8A4Zyuf+gjEf8AgJ/xpf8Ahna4/wCghEP+An/GlZhqcSPGkAx+6Jx60f8ACaQ8/uyc12Z/Z2ue2oRf98H/ABp4/ZzuMf8AIQi/74NOzGcUPGsAz+7NL/wmdsR9xvwFduv7ONwT/wAhCP8A74P+NPX9my5I/wCQjH/3wf8AGlZgcKPGdt3Rj+FOXxlango2PpXd/wDDNNycf8TGP/vg0v8AwzTcAf8AIRT/AL4NOwHFJ4xtc/db8qc3iy1BXBcD6ZrtV/ZquOP+Jgn/AHwalH7M1wR/x/of+AmjULM4UeNLRePmb8K634Ta9bap8UPBVvGD5kniLSgMj/p/g/wq+P2ZLn/n+X2+Q13nwC/Zruo/jv8ADb/S98cfiSxuHUKcsInMuPzQflRqFj90hRQKKkxP/9T9SdT0231jTrqxu4xNa3UTQyxnoyMMEfka8Vf9i34VMoA0W6QKAAEv5Rgf99V7nRQO9jwg/sT/AArbrpN9/wCDGb/Goz+xD8Kj/wAwvUP/AAZTf/FV73RTuwueAt+w58KW/wCYZqQ+mqTf/FUw/sMfCcnP9m6mP+4pN/8AFV9A0UXYXPn7/hhb4T/9A3U//BpN/wDFU3/hhX4T/wDQO1T/AMGk3/xVfQdFF2F2fPh/YT+E5/5h+q/+DWb/ABpP+GEvhP8A9A/Vf/BrN/jX0JRRdhdnz1/wwj8J/wDoH6r/AODWb/Gj/hhL4T/8+Grf+DWb/GvoWijmYXZ89f8ADCPwm/6B+rf+DWb/AOKpf+GEvhN/0D9V/wDBpN/jX0JRRd9wuz57/wCGE/hP/wBA/Vf/AAaTf407/hhX4UD/AJh2qf8Ag0m/xr6Coou+4XZ8/D9hf4UD/mHap/4NJv8AGnj9hz4VL00/U/8AwZy/4179RRd9wuzwMfsQfCsf8w/U/wDwZy/407/hiP4Wf9A3UT/3Epf8a96oouwuzwhf2KPhavTTdQ/8GMv+NSp+xh8LkP8AyCr1v97UJf8AGvcqKLsLs8UT9jv4XJ/zA52/3r6X/wCKrb8Lfs0/D3wbr1jrOl6CINSsnMkEzXEj7GKlc4JxnBP516hRRdhdhRRRSEf/2Q==)
The magical combination of tremolo and reverb is the
earliest example of a perfect guitar effects marriage.
First pioneered within historic amplifiers of the 1960s,
this harmonious coexistence has made it's way onto
countless records and performances—from early surf, swampy
bayou blues, spaghetti westerns, film noir soundtracks, to
modern day indie rock. There are certain things in life
that just belong together—the blend of tremolo and reverb
create the perfect pair.
Given this storied history, there was no
doubt that we wanted to develop a studio-class effects
pedal that delivers this classic combination. We carefully
studied our favorite classic tremolo and reverb circuits,
examined the sonic complexities, and faithfully accounted
for every detail in our hand-crafted algorithms. Flint
harnesses the complete power of a SHARC DSP to
authentically exhibit these details.
Flint gives you the soothing, pulsating,
and hypnotic effects that were pioneered in vintage
amplifier tremolo circuits, along with three classic and
completely unique reverb algorithms. You get the sonically
complex '61 Harmonic Tremolo, the swampy and sultry '63
Power Tube Tremolo, and the sharp and balanced '65
Photocell Tremolo. You also get the classic '60s Spring
Tank Reverb, the inventive '70s Electronic Plate Reverb,
and the nostalgic '80s Hall Rack Reverb.
With eight parameters to tweak, you get
extensive control over the tremolo and reverb
characteristics. Go from splashy, pulsing twang, to
throbbing, swampy blues, all the way to ambient,
trembling, and serene reverberated pads. Couple that with
true bypass, and a high quality analog front end and
output section, and you have yourself the history of
tremolo and reverb in a pedal-board friendly format.
Not in Stock !
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339,- |
Strymon Tap Favorite
Switch
Have a Strymon Brigadier, El Capistan, or Lex? Want to be
able to store a preset of your favorite settings? Or do
you want to use an external speed switch with your Lex?
Add a Strymon Favorite switch and connect to your Strymon
pedal with the included 1/4″ TRS cable.
Saving and recalling your Favorite is a
snap. And when you turn off your Favorite, it reverts back
to the current knob states of your pedal. With the
Favorite switch it’s like having two pedals ready to
choose from !
In Stock !
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69,- |
Barber Gain Changer SR
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nM6VGludD0iKzEwIiBjcnM6QWxyZWFkeUFwcGxpZWQ9IlRydWUiIGNyczpTYXR1cmF0aW9uPSIwIiBjcnM6THVtaW5hbmNlQWRqdXN0bWVudEJsdWU9IjAiIGNyczpMdW1pbmFuY2VBZGp1c3RtZW50UmVkPSIwIiBjcnM6T3ZlcnJpZGVMb29rVmlnbmV0dGU9IkZhbHNlIiBjcnM6Q29sb3JOb2lzZVJlZHVjdGlvbj0iMjUiIGNyczpIdWVBZGp1c3RtZW50TWFnZW50YT0iMCIgY3JzOkdyZWVuSHVlPSIwIiBjcnM6SGFzU2V0dGluZ3M9IlRydWUiIGNyczpTYXR1cmF0aW9uQWRqdXN0bWVudFJlZD0iMCIgY3JzOkh1ZUFkanVzdG1lbnRSZWQ9IjAiIGNyczpIdWVBZGp1c3RtZW50T3JhbmdlPSIwIiBjcnM6TGVuc01hbnVhbERpc3RvcnRpb25BbW91bnQ9IjAiIGNyczpHcmVlblNhdHVyYXRpb249IjAiIGNyczpDcm9wTGVmdD0iMC4yMTU5MjMiIGNyczpEZWZyaW5nZVB1cnBsZUh1ZUxvPSIzMCIgY3JzOkRlZnJpbmdlR3JlZW5IdWVIaT0iNjAiIGNyczpDb2xvckdyYWRlR2xvYmFsSHVlPSIwIiBjcnM6U2F0dXJhdGlvbkFkanVzdG1lbnRQdXJwbGU9IjAiIGNyczpTYXR1cmF0aW9uQWRqdXN0bWVudE1hZ2VudGE9IjAiIGNyczpMdW1pbmFuY2VBZGp1c3RtZW50QXF1YT0iMCIgY3JzOlZlcnNpb249IjEzLjAiIGNyczpDb2xvckdyYWRlTWlkdG9uZUx1bT0iMCIgY3JzOlBlcnNwZWN0aXZlWD0iMC4wMCIgY3JzOkNvbG9yR3JhZGVTaGFkb3dMdW09IjAiIGNyczpEZWZyaW5nZUdyZWVuSHVlTG89IjQwIiBjcnM6RGVmcmluZ2VQdXJwbGVBbW91bnQ9IjAiIGNyczpDcm9wQm90dG9tPSIwLjczNDQxMSIgY3JzOlJhd0ZpbGVOYW1lPSJEU0NfMzcwNy5ORUYiIGNyczpMdW1pbmFuY2VBZGp1c3RtZW50TWFnZW50YT0iMCIgeG1wOk1vZGlmeURhdGU9IjIwMjAtMTEtMDJUMTM6MzU6NDYtMDU6MDAiIHhtcDpNZXRhZGF0YURhdGU9IjIwMjAtMTEtMDJUMTM6MzU6NDYtMDU6MDAiIHhtcDpDcmVhdGVEYXRlPSIyMDIwLTExLTAxVDE4OjE1OjQxLjEwIiB4bXA6Q3JlYXRvclRvb2w9IkFkb2JlIFBob3Rvc2hvcCAyMi4wIChXaW5kb3dzKSIgeG1wTU06UHJlc2VydmVkRmlsZU5hbWU9IkRTQ18zNzA3Lk5FRiIgeG1wTU06SW5zdGFuY2VJRD0ieG1wLmlpZDplOTRmMTljZi1kYmFlLTE5NDQtOTY0Yy05MjFjZWFhZTIxNDAiIHhtcE1NOkRvY3VtZW50SUQ9ImFkb2JlOmRvY2lkOnBob3Rvc2hvcDowM2QzYzc2Yy01OWYyLWE3NGUtOTk2OC1lMGJkZjJhNjZiMmQiIHhtcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD0iOEJGNzI2RDAwREFDRDNGMjQ1NDJDNzZDNjgzOEM4MTUiIHBob3Rvc2hvcDpJQ0NQcm9maWxlPSJBZG9iZSBSR0IgKDE5OTgpIiBwaG90b3Nob3A6TGVnYWN5SVBUQ0RpZ2VzdD0iMTU4NzU5RkUxRjMzQzM4RTI1RTRGMUMxMTZEMjVDRjEiIHBob3Rvc2hvcDpEYXRlQ3JlYXRlZD0iMjAyMC0xMS0wMVQxODoxNTo0MS4xMCIgcGhvdG9zaG9wOkNvbG9yTW9kZT0iMyIgYXV4OkxlbnNJRD0iMTY3IiBhdXg6TGVuc0luZm89Ijg1MC8xMCA4NTAvMTAgMzUvMTAgMzUvMTAiIGF1eDpTZXJpYWxOdW1iZXI9IjI1MzA2MTYiIGF1eDpBcHByb3hpbWF0ZUZvY3VzRGlzdGFuY2U9IjEwMC8xMDAiIGF1eDpJbWFnZU51bWJlcj0iMjg0OSIgYXV4OkxlbnM9Ijg1LjAgbW0gZi8zLjUiIGRjOmZvcm1hdD0iaW1hZ2UvanBlZyI+IDxjcnM6TG9vaz4gPHJkZjpEZXNjcmlwdGlvbiBjcnM6QW1vdW50PSIxLjAwMDAwMCIgY3JzOlN1cHBvcnRzT3V0cHV0UmVmZXJyZWQ9ImZhbHNlIiBjcnM6U3VwcG9ydHNBbW91bnQ9ImZhbHNlIiBjcnM6VVVJRD0iQjk1MkMyMzExMTFDRDhFMEVDQ0YxNEI4NkJBQTcwNzciIGNyczpTdXBwb3J0c01vbm9jaHJvbWU9ImZhbHNlIiBjcnM6TmFtZT0iQWRvYmUgQ29sb3IiPiA8Y3JzOkdyb3VwPiA8cmRmOkFsdD4gPHJkZjpsaSB4bWw6bGFuZz0ieC1kZWZhdWx0Ij5Qcm9maWxlczwvcmRmOmxpPiA8L3JkZjpBbHQ+IDwvY3JzOkdyb3VwPiA8Y3JzOlBhcmFtZXRlcnM+IDxyZGY6RGVzY3JpcHRpb24gY3JzOlZlcnNpb249IjEzLjAiIGNyczpQcm9jZXNzVmVyc2lvbj0iMTEuMCIgY3JzOkNhbWVyYVByb2ZpbGU9IkFkb2JlIFN0YW5kYXJkIiBjcnM6TG9va1RhYmxlPSJFMTA5NTE0OUZEQjM5RDdBMDU3QkFCMjA4ODM3RTJFMSIgY3JzOkNvbnZlcnRUb0dyYXlzY2FsZT0iRmFsc2UiPiA8Y3JzOlRvbmVDdXJ2ZVBWMjAxMkJsdWU+IDxyZGY6U2VxPiA8cmRmOmxpPjAsIDA8L3JkZjpsaT4gPHJkZjpsaT4yNTUsIDI1NTwvcmRmOmxpPiA8L3JkZjpTZXE+IDwvY3JzOlRvbmVDdXJ2ZVBWMjAxMkJsdWU+IDxjcnM6VG9uZUN1cnZlUFYyMDEyUmVkPiA8cmRmOlNlcT4gPHJkZjpsaT4wLCAwPC9yZGY6bGk+IDxyZGY6bGk+MjU1LCAyNTU8L3JkZjpsaT4gPC9yZGY6U2VxPiA8L2NyczpUb25lQ3VydmVQVjIwMTJSZWQ+IDxjcnM6VG9uZUN1cnZlUFYyMDEyR3JlZW4+IDxyZGY6U2VxPiA8cmRmOmxpPjAsIDA8L3JkZjpsaT4gPHJkZjpsaT4yNTUsIDI1NTwvcmRmOmxpPiA8L3JkZjpTZXE+IDwvY3JzOlRvbmVDdXJ2ZVBWMjAxMkdyZWVuPiA8Y3JzOlRvbmVDdXJ2ZVBWMjAxMj4gPHJkZjpTZXE+IDxyZGY6bGk+MCwgMDwvcmRmOmxpPiA8cmRmOmxpPjIyLCAxNjwvcmRmOmxpPiA8cmRmOmxpPjQwLCAzNTwvcmRmOmxpPiA8cmRmOmxpPjEyNywgMTI3PC9yZGY6bGk+IDxyZGY6bGk+MjI0LCAyMzA8L3JkZjpsaT4gPHJkZjpsaT4yNDAsIDI0NjwvcmRmOmxpPiA8cmRmOmxpPjI1NSwgMjU1PC9yZGY6bGk+IDwvcmRmOlNlcT4gPC9jcnM6VG9uZUN1cnZlUFYyMDEyPiA8L3JkZjpEZXNjcmlwdGlvbj4gPC9jcnM6UGFyYW1ldGVycz4gPC9yZGY6RGVzY3JpcHRpb24+IDwvY3JzOkxvb2s+IDxjcnM6UGFpbnRCYXNlZENvcnJlY3Rpb25zPiA8cmRmOlNlcT4gPHJkZjpsaT4gPHJkZjpEZXNjcmlwdGlvbiBjcnM6TG9jYWxEZWZyaW5nZT0iMC4wMDAwMDAiIGNyczpMb2NhbFRvbmluZ0h1ZT0iMC4wMDAwMDAiIGNyczpMb2NhbENvbnRyYXN0MjAxMj0iMC4wMDAwMDAiIGNyczpMb2NhbFRpbnQ9IjAuMDAwMDAwIiBjcnM6TG9jYWxXaGl0ZXMyMDEyPSIwLjAwMDAwMCIgY3JzOkxvY2FsTHVtaW5hbmNlTm9pc2U9IjAuMDAwMDAwIiBjcnM6TG9jYWxIaWdobGlnaHRzMjAxMj0iMC4wMDAwMDAiIGNyczpMb2NhbEJyaWdodG5lc3M9IjAuMDAwMDAwIiBjcnM6TG9jYWxUb25pbmdTYXR1cmF0aW9uPSIwLjAwMDAwMCIgY3JzOkNvcnJlY3Rpb25BY3RpdmU9InRydWUiIGNyczpMb2NhbFNhdHVyYXRpb249IjAuMDAwMDAwIiBjcnM6TG9jYWxEZWhhemU9IjAuMDAwMDAwIiBjcnM6Q29ycmVjdGlvbkFtb3VudD0iMS4wMDAwMDAiIGNyczpMb2NhbEh1ZT0iMC4wMDAwMDAiIGNyczpMb2NhbFNoYXJwbmVzcz0iMC4wMDAwMDAiIGNyczpMb2NhbENsYXJpdHkyMDEyPSIwLjAwMDAwMCIgY3JzOkxvY2FsTW9pcmU9IjAuMDAwMDAwIiBjcnM6TG9jYWxFeHBvc3VyZTIwMTI9IjAuNTYzMDAwIiBjcnM6TG9jYWxUZXh0dXJlPSIwLjAwMDAwMCIgY3JzOkxvY2FsU2hhZG93czIwMTI9IjAuMDAwMDAwIiBjcnM6V2hhdD0iQ29ycmVjdGlvbiIgY3JzOkxvY2FsQmxhY2tzMjAxMj0iMC4wMDAwMDAiIGNyczpMb2NhbFRlbXBlcmF0dXJlPSIwLjAwMDAwMCI+IDxjcnM6Q29ycmVjdGlvbk1hc2tzPiA8cmRmOlNlcT4gPHJkZjpsaT4gPHJkZjpEZXNjcmlwdGlvbiBjcnM6V2hhdD0iTWFzay9QYWludCIgY3JzOlJhZGl1cz0iMC4wMTg5NzkiIGNyczpNYXNrVmFsdWU9IjEuMDAwMDAwIiBjcnM6Rmxvdz0iMS4wMDAwMDAiIGNyczpDZW50ZXJXZWlnaHQ9IjAuMDAwMDAwI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)
Mein Lieblingszerrer mit Strats und Teles !
Measuring only 2.3” wide, the
NEW Barber Gain-Changer SR harnesses a vast spectrum of EQ
and gain. Flick the toggle one way and you have sweet very
low-gain overdrive, flick it the other way and you get
wildly charged harmonic content of our much praised
unLimiTeD distortion. Pop over to the other toggle-switch
and you can volley between the flat sweet-EQ of the LTD SR
, the vintage snarling-fat-EQ of our classic LTD v2 or a
new voice that combines flat EQ with a little added
fatness. Combine all these different options together and
you have a super-versatile harmonic beast. Our goal was to
shrink the size of our pedals and retain all the
ultra-high quality electronics and build quality that we
are world famous for. In the end, it’s almost impossible
to miss the target if you are shopping for a new overdrive
for your rig, “it’s like shooting fish in a barrel
Jethro.”
The Gain-Changer SR has real honest
solder lugs for jacks, True-bypass footswitch, toggles
and pots. There are no worries about PCB mounted
thru-panel parts that can’t be serviced on the road, or
that lead to high cost repairs. Nothing but the best
tried and true hand-built methods adorn the interior of
the Barber Electronics Gain-Changer SR. The Gain-Changer
SR has a generous 2 1/2” of clearance between the front
edge of the footswitch and the back edge of the knobs,
no more worries about changing your settings with each
click of your footswitch. Buy a hand-built Barber
Gain-Changer SR, and enter a world of immense overdrive
possibilities.
In Stock !
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209,-
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Barber Tone Press
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)
Einzigartig in Funktion und Sound ! Kein
anderer Kompressor geht so sensibel mit der Gitarre
um.
The Barber Tone Press: Tone and Sustain with “Plug
and Play” Performance.
Bringing together the very best of classic guitar
compression and time-honored recording techniques. The
Barber Tone Press is a revolutionary performance
compression pedal that has no rival...
A remarkable Tonal Breakthrough: How We Did It
In research and development, Barber studied the problems
associated with classic guitar compressors and their
recent clones and found that, while the clone-makers build
pedals with improved components (cleaner switching, in
particular) and matched transistors, a few of the major
drawbacks of those “vintage” designs still exist. The most
glaring drawback of popular classic compressors is that
they reverse the guitar’s phase and cause a “pop” that
squashes the attack at the beginning of every note.
Although we now see some compression units that have
attack controls, they leave a bit to be desired as they
require seemingly endless trial and error tweaking , and
still no true solution to gracefully removing the
artificial pop when striking the strings.
Parallel compression is the
solution. a Barber innovation that is more
natural than dealing with attack, ratio and release knobs.
Barber developed a unique continuous “ blend
control” circuit, and combined it with a
discrete “Class A” FET mixer circuit to allow you to
continuously blend the natural signal of your guitar with
a “phase-corrected” classic compression circuit. The
result? What guitar players have always wanted, unaltered
attack with supernatural sustain and resonance. No studio
engineering degree required.
Our blend control can give from 100% dry, to 100%
compression mix, so you are not limited to only "50/50"
(half blend). Some of the best parallel compression sounds
are achieved with very high sustain settings and more than
50% dry-blend. There's little point to a parallel
compressor than can only take you half way there!
There are 2 additional toggles one for "speed", which adds
a new "fast" mode which is perfect for percussive playing
without loss of attack. There is also a "Brilliance"
toggle which adds a very subtle and polished sheen to the
treble frequencies.
In Stock !
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199,-
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Lehle Volume Pedal - Es gibt
kein besseres !!
Das Lehle Mono Volume ist ein verschleißfrei
funktionierendes Volumenpedal, das mit einem sehr präzisen
Magnet-Sensor ausgestattet ist. Dieser Sensor nutzt den
Hall-Effekt, benannt nach Edwin Hall zur Messung der
Stärke von Magnetfeldern. Beim Lehle Mono Volume wird der
Hall-Sensor aus deutscher Produktion auf den eingebauten
Magneten und den Regelweg des Pedals exakt kalibriert. Das
Pedal bewegt nur den Magneten; dessen Abstand wird vom
Hall-Sensor gemessen, der dann einen VCA ansteuert.
Der hochwertige Blackmer VCA (= Voltage Controlled
Amplifier, also Spannungsgesteuerter Verstärker) aus den
USA ersetzt hier das mechanische Potentiometer. Das
Prinzip der spannungsgesteuerten Verstärker beruht darauf,
dass die Verstärkung durch die vom Hall-Sensor kommende
Steuerspannung variiert wird. Dieses Verfahren ermöglicht
ein deutlich präziseres Arbeiten als die üblichen
mechanischen Potentiometer oder optischen Sensoren der
gängigen Volumenpedale, außerdem entfallen das
Poti-typische Rauschen oder die umständliche Justierung.
Über den gesamten Regelweg überträgt das Lehle Mono Volume
das volle Klangspektrum des angeschlossenen Instruments.
Die Eingangs- und Ausgangsimpedanz bleibt immer gleich,
dadurch gibt es keine Höhendämpfung wie bei einem Poti.
Intern wird die Eingangsspannung des Pedals hinter der
Stromversorgungsbuchse gleichgerichtet, gefiltert,
stabilisiert und anschließend auf 18 Volt verdoppelt.
Dadurch ist es sehr pegelfest und erreicht so einen
Gesamtdynamikumfang von 110 dB.
Die Lautstärkeregelung des Lehle Mono Volume geht von -92
dB bis 0 dB - also von praktisch stumm bis gleich laut.
Mit einem Poti lässt sich noch eine Verstärkung von ca.
+10 dB einstellen.
Das Lehle Mono Volume läuft mechanisch extrem ruhig und
gleichmäßig, da es mit Low-friction-Gleitlagern aus einem
Hochleistungspolymer ausgestattet ist und keinerlei
mechanische Übertragung des Pedals an andere Bauteile
gibt. Mittels einer Stellschraube lässt sich die
Gängigkeit des Pedals sehr genau einstellen.
Zusätzlich verfügt das Lehle Mono Volume über einen
gebufferten Direct Out. Hier kann von Tuner, DAW bis
zweitem Amp alles versorgt werden, ohne den Sound zu
beeinflussen.
Not in Stock !
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![](data:%3C;base64,R0lGODlhHgAVALMAAGb/zLu7u5mZ/4iIiGZmmVVVVURERO4AACIiIhEAAAAAAP///wAAAAAAAAAAAAAAACH5BAUUAAsALAAAAAAeABUAAAS2cMlJq704L8WV/pRijIYHal16YoVoUGVxJnRdIHid4EWNWAZaUHej4XKIng9WGx50xyhtkZD8JAaE4TCiHZDR8O74WvAKBScYRyBIkeVz2osYswXtNy6eRKvtBAILeUcJN1pWfXMJT4AABEaFh3xoi1+GN20+lYZ7iZV/lQo1BAqck59+dHVoKRxoO6hmin8JA7cDAbgDRrJZoKt1uAG6vGOyC0MJTjo0xMTNNRXR0XXU0ivZExEAOw==) |
199,-
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Lehle Parallel M
Ideal um aus einem Passiven Loop einen Klangneutralen
Aktiven zu machen.
Der Lehle Parallel ist ein kompakter und
vielseitig verwendbarer Line-Mischer für klanglich hohe
Ansprüche. Mit dem Lehle Parallel lassen sich Signale von
Effektgeräten zum Originalsignal hinzu mischen, wahlweise
vor dem Amp oder in dessen Effektweg verkabelt. Die Pegel
des Send- als auch des Return-Weges können dabei separat
angepasst, das Verhältnis zum Originalsignal mit dem
Mix-Regler optimal eingestellt werden. Die Send- und
Return-Wege sind sowohl balanced als auch natürlich
unbalanced zu betreiben. Der große Dynamikumfang des Lehle
Parallel ermöglicht beispielsweise, dem Gitarrensignal
einen 19“-Studioeffekt mit dessen niederohmigem Linepegel
hinzu zu mischen, oder über den Verstärker-Effektweg im
Pegel angepasste Bodeneffektpedale einzuschleifen.
Dank ihrer JFET-Technologie sind die Eingänge des Lehle
Parallel für hochohmige Signale wie die von E-Gitarren und
-Bässen oder akustischen Instrumenten mit Tonabnehmern
geeignet, niederohmige Signale von z. B. Keyboards oder
aktiven E-Gitarren bzw. -Bässen können ebenfalls
verarbeitet werden – mit einem weiten Übertragungsbereich
von 20 bis 100.000 Hz. Um die Dynamik von
Röhren-Verstärkern voll auszunutzen, wird die
Eingangsspannung hinter der Stromversorgungs-Buchse
gleichgerichtet, gefiltert, stabilisiert und anschließend
auf 18V verdoppelt.
Der mit einer 9V-Blockbatterie gespeiste und in einem
ultrarobusten 1,5 mm Stahlblech-Gehäuse sitzende Lehle
Parallel ist in zwei Varianten erhältlich: der Lehle
Parallel L verfügt über einen goldkontaktierten
True-Bypass-Schalter, der Lehle Parallel M ist ein reiner
Mischer.
In Stock !
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179,-
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Der Lehle Sunday Driver
Der zur Zeit beste
Buffer den ich kenne ! Auch auf meinem eigenem
Pedalboard erste Wahl !
Der Lehle Sunday Driver ist ein High-End-Preamp im
handlichen Kompaktformat. Sein Schaltkreis basiert auf
JFET-Technologie und stellt zwei Betriebsarten bereit,
die mit einem Goldkontaktierten Modus-Schalter angewählt
werden. „D“ steht für Driver; hier wird das
Gitarrensignal völlig neutral mit der Eingangsimpedanz
eines Gitarren-Amps verstärkt. So werden erfolgreich
Verlusten auf dem Weg durch Kabel und Effekte
vorgebeugt, das Signal bleibt kräftig und klar und
behält seine Dynamik. Die zweite Stellung „S“ - wie
Sunday - bewirkt eine vier mal höhere Eingansimpedanz;
nun werden vorher nie wahrgenommene Details hörbar und
mit zunehmendem Gain bekommt der Gitarren-Ton eine
unverwechselbare, charakterstarke Wärme, die dem Preamp
seinen Namen gab. Denn dies ist ein Sound, so angenehm
wie ein wohliger Sonntagnachmittag! Selbst bei 15dB
Gain-Einstellung bleibt der Lehle Sunday Driver immer
clean und dank seines studiotauglichen
Geräuschspannungsabstandes von mehr als -100 dB absolut
frei von Nebengeräuschen. Um die Dynamik von
Röhren-Verstärkern voll ausnutzen zu können, wird zudem
die Eingangsspannung hinter der Stromversorgungs-Buchse
gleichgerichtet, gefiltert, stabilisiert und
anschließend auf 18V verdoppelt.
Ob als Kabeltreiber für große Bühnen oder in aufwendigen
Effekt-Setups, aber auch als Recording Preamp mit seinem
weiten Übertragungsbereich von 20 bis 100.000 Hz ist der
mit einem handelsüblichen 9V-Block gespeiste Lehle
Sunday Driver universell einsetzbar - übrigens auch an
jedem beliebigen anderen Wochentag...
Not in Stock !
Sunday Driver SW mit True Bypass / True Sound Switch
EUR 169,-
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139,-
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Der Little Lehle II
Meist verkauftes Lehle
Produkt. Klasse Knackfreie A & B Box und 1 Channel
Looper in einem.
Der Little Lehle II - das universelle Lehle-Tool zum
Schalten und Loopen.
Innerhalb einer Signalkette lassen sich mithilfe des
Little Lehle II Effektpedale kurzerhand aus dem
Signalweg nehmen. Ein Signal kann an beliebiger Stelle
der Signalkette abgegriffen werden, um z. B. auf ein
Stimmgerät umzuschalten.
Er ist auch einsetzbar als Umschalter zwischen zwei
Instrumenten auf einen Amp bzw. umgekehrt von einem
Instrument zwischen zwei Amps. Die Klangquellen können
hierbei sehr vielseitig sein. Die Signale von
Tonabnehmern, Mikrofonen, sogar Line-Outs von Keyboards
werden verlustfrei zum gewünschten Verstärker bzw.
Recorder geroutet. Alle Klinkenbuchsen sind zu diesem
Zweck stereo ausgeführt. True-Bypass wird durch
goldkontaktierte Schalter gewährleistet. Geschaltet wird
dabei nicht nur, wie bei seinem großen Bruder, dem Lehle
D.Loop SGoS, das Stereosignal, sondern auch die
Signalmasse. Brummschleifen können dadurch beim Schalten
zwischen zwei Amps und beim Verwalten von Effektloops
gar nicht erst auftreten.
Der für Lehle Produkte charakteristische pilzförmige
Knopf ist leichtgängig im Deckel gelagert, sodass die
Kraft des Fußdrucks nur durch eine Feder indirekt auf
die goldkontaktierten Schiebeschalter übertragen wird.
Die Platine ist somit keiner mechanischen Belastung
ausgesetzt, was den Little Lehle II nahezu unzerstörbar
macht und eine lange Lebensdauer garantiert.
Not in Stock !
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99,-
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