I tried NO, and now things worked. Edited my post abovePietW. wrote:Have the waveforms loop points at the beginning and end?
Did you already try No?
Thanks for your assistance
I tried NO, and now things worked. Edited my post abovePietW. wrote:Have the waveforms loop points at the beginning and end?
Did you already try No?
Dasheesh wrote:audioterm! ... damn it, now I'm behind in the conversation. carry on.
Glad it works.fmr wrote:I tried NO, and now things worked. Edited my post abovePietW. wrote:Have the waveforms loop points at the beginning and end?
Did you already try No?![]()
Thanks for your assistance
and where is a script!?!?!Delta Sign wrote:Yeah, they open up quite a few new possibilities
Man, I just tried some basic additive synthesis with the scripting and it's glorious! I don't think I've ever heard something as clean and crystalline before
I think additive synthesis would maybe be a good topic for another .uhm thread! It's maybe easier to understand and to experiment with.
pdxindy wrote:and where is a script!?!?!Delta Sign wrote:Yeah, they open up quite a few new possibilities
Man, I just tried some basic additive synthesis with the scripting and it's glorious! I don't think I've ever heard something as clean and crystalline before
I think additive synthesis would maybe be a good topic for another .uhm thread! It's maybe easier to understand and to experiment with.![]()
hehehe
Code: Select all
NumFrames=256
Wave "sin(1*2*pi*phase)+(sin(4*2*pi*phase)*(1-table))+(sin(6*2*pi*phase)*((1-table)^2))+(sin(9*2*pi*phase)*((1-table)^4))+(sin(13*2*pi*phase)*((1-table)^8))+(sin(19*2*pi*phase)*((1-table)^16))+(sin(23*2*pi*phase)*((1-table)^32))+(sin(30*2*pi*phase)*((1-table)^64))"
Normalize base=eachThat does sound lovely... so clear and crisp... yet not needing a ton of cpu!!Delta Sign wrote:
This is super basic right now and I definitely need to clean that script up if I'm going to add any more harmonics (the one line approach starts to get a bit messy), but it does sound quite cool already.
This is just a simple decaying bell tone, but the possibilities are practically endless. I'n not even using envelopes here. And yes, the scripting can even do freaking multistage envelopes with different curve settings for each segment and whatnotCode: Select all
NumFrames=256 Wave "sin(1*2*pi*phase)+(sin(4*2*pi*phase)*(1-table))+(sin(6*2*pi*phase)*((1-table)^2))+(sin(9*2*pi*phase)*((1-table)^4))+(sin(13*2*pi*phase)*((1-table)^8))+(sin(19*2*pi*phase)*((1-table)^16))+(sin(23*2*pi*phase)*((1-table)^32))+(sin(30*2*pi*phase)*((1-table)^64))" Normalize base=each
Sounds great. These algorithmic wavetables are amazing.Delta Sign wrote: This is super basic right now and I definitely need to clean that script up if I'm going to add any more harmonics (the one line approach starts to get a bit messy), but it does sound quite cool already.
This is just a simple decaying bell tone, but the possibilities are practically endless. I'n not even using envelopes here. And yes, the scripting can even do freaking multistage envelopes with different curve settings for each segment and whatnotCode: Select all
NumFrames=256 Wave "sin(1*2*pi*phase)+(sin(4*2*pi*phase)*(1-table))+(sin(6*2*pi*phase)*((1-table)^2))+(sin(9*2*pi*phase)*((1-table)^4))+(sin(13*2*pi*phase)*((1-table)^8))+(sin(19*2*pi*phase)*((1-table)^16))+(sin(23*2*pi*phase)*((1-table)^32))+(sin(30*2*pi*phase)*((1-table)^64))" Normalize base=each
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