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Domarius Online
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- Posts: 8
- Joined: Wed Mar 24, 2021 12:12 am
Fri Mar 03, 2023 11:07 pm
musikbear wrote: ↑Fri Mar 03, 2023 4:25 pm
Yes that is correct!
You do need to set the start loop and endpoint to a point on the horizontal line. There is a feature for that!
With your mouse select a short part of the spectrum. You can now Magnify this selection by rolling your mouse-wheel. Now either place the point using the 3 dials, or place it with the mouse. After having placed one point, you then place the next afterwards.
Do also remember that you have a std. envelope, where you can enhance the end and start points even more.
Here is a video for AFP
https://youtu.be/NKE_TvklKq0
Besides that, since you are new in Forum
Welcome Domarius!
Here are all important links:
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If you like to introduce yourself, to the community, go here:
http://lmms.io/forum/viewtopic.php?f=4&t=4480
Thanks for the quick reply! Actually it's rather strange; scroll wheel only zooms in to the width of the start and end points, i.e. very little. so doesn't zoom in, it only zooms in just enough to make the loop area fill the little window. The only way I can get it to zoom in further, is to drag the start and end points closer together, zoom in a bit more till they fill the window, drag them closer together even more, zoom in even more, etc. etc. Finally I have a waveform that's big enough to see the zero crossings, but I have a very tiny infinitesimal loop section that doesn't sound anything like it should.
Painfully, the video doesn't show this either, as the narrator (at 14:10) says exactly the same thing, BUT, his scroll wheel is ruined so he can't show you this! (If the narrator is you, sorry for wording it as third person instead of addressing you directly!)
I checked before I first posted too, the documentation doesn't mention any way to do this;
https://docs.lmms.io/user-manual/5-buil ... eprocessor
I thought about it, and I could go through this lengthy process (zoom, drag each end, zoom, drag each end, etc.) and then document the numerical value of the start point, zoom out, and do this again to get the numerical value of the end point, then zoom out and enter the points in numerically. But is that really the way we're supposed to use this?