Extreme Ensemble 10 Drum Kits
- Also Available in the Extreme Ensembles Bundle
- 10 Piece Drum Kit Ensemble
- 5 Hall Mics (Mixed, Decca, Wide, Far, Close Mix)
- 10 Spot Mic Positions (Spot 1-10)
- 24 Bit / 96Khz (.ncw lossless compression format)
- 21,000 Samples
- 24.19GB after lossless compression
- Delivered by Download
- Kontakt 5.8.1 Full Retail (or later) Required
Ten Extreme Kits
The Extreme Drum Kit Ensemble is a 41GB (pre-compression) collection of 10 different drum kits, all played together at the same time. The result is an incredibly powerful sounding mega-kit, with 5 hall mics and 10 spot mics, one for each drum kit. We recorded the kits in several ways, with traditional mallets, brushes, crescendos, and in a savage/tribal style. Using individual spot microphones, you have access to 10 unique kits, which allows you to create your own ensemble and dial in precisely the sound that works with your mix. This is one of the pillars of our Extreme Ensemble Series.
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15
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MICRO-
PHONE
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10
REAL
DRUM
KITS
15 Microphone Positions
All the libraries in our Extreme Ensemble Series contain 15 microphone positions: 5 Hall Microphones (Mix, Decca, Far, Wide, and Close) and additional 10 Spot Microphones and DI (Direct Input) signals from the instruments. This allows you to play the ensembles as large groups using hall mics, or separately using the spot mics.
New Arpeggiator
We created a new arpeggiator for the Extreme Ensemble Series. It is easy to use and allows you to create elaborate patterns. You can control the rate in all major time signatures, swing, octaves, and repeated notes. You can also use it as a velocity-based step sequencer for any articulation that have velocities!
New Chaos Effects
We customized our popular Chaos Effects for the Extreme Ensemble Series. The Chaos Effects now includes over 130 new Textural Convolution Delays that allows you to create delays with non-instrumental textures. Along with the new Phaser and Flanger, we also have EQ, Bit-Crusher, Distortion, Dual-Stereo Delay, and a wide selection of standard convolution delays.
