-------------------------------------------------------------------------- SCI Prophet VS ROM waves for the Waldorf Microwave -------------------------------------------------------------------------- The files VS1.SYX and VS2.SYX contain the ROM waves of the SCI Prophet VS converted to User Waves and Wavetables for the Waldorf Microwave. VS1.SYX contains the VS waves 32 - 92 as internal Userwaves 246 to 306 VS2.SYX contains the VS waves 65 - 125 as internal Userwaves 246 to 306 The Wavetables are organized as follows: User 1 I33 contains all Waves 246 to 306, so Startwave 0 yields in Wave 246, respective VS wave 32/65; Startwave 60 -> 306, 92/125 User 2 I34 to User 7 I39 contain the 61 VS waves in sets of 11. User 2 : 246..256 that is VS waves 32..42 / 65..75 . . User 7 : 296..306 that is VS waves 82..92 / 115..125 User 8 I40 to User 12 I44 contain sets of 13 random selected VS waves out of 32..92/65..125. Have fun with the VS waves in your Microwave. (c) Georg Mueller 1995, Darmstadt, Germany Comments to -------------------------------------------------------------------------- Here is the file the supplier of the VS waves sent with the wave data. -------------------------------------------------------------------------- > From: gints@prophet.esd.sgi.com (Gints Klimanis) > Subject: available: Prophet VS wave data > > Prophet VS Wave data - 128 waves > > 32768 bytes = 128 cycles * 128 samples/cycle * 2 bytes/sample > 16-bit signed integer > > Waves 0 .. 31 RAM memory and are actually of no value. > Waves 32 ..127 ROM memory are standard wave set. > > Notable ROM waves: > > 32 cosine > 33 sawtooth > 34 square > 46 thin pulse 1 > 47 thin pulse 2 > > > 126 silence > 127 bogus entry, as this specifies Prophet VS noise generator > > Remember that single cycles themselves are not particularly > interesting. Stacking, detuning and timbral animation via vector > envlopes make the VS. > > For convenience, I have left shifted the 12-bit data by 4 places to > align on a 16-bit boundary. In other words, the 16-bit samples offer > no more information than the original 12-bit samples. Soon, I will > create 32-bit floating point wave cycles with more samples/cycle and > publish tables of harmonic amplitude and phases for each wave. > > Enjoy, > > Gints Klimanis