I have a couple of floating, unlocked, transparent toolbars on my desktop. I like these to be positioned fairly precisely, but on occasion something will happen that moves them (e.g. when the screen resolution is changed). Knowing that if I exit Opus normally, the new toolbar positions will be saved in the wrong location, I tend to resort to killing Opus and opusrt from the task manager and then restart it later.
Is there a better way to do this, such as an option to close Opus without saving the new toolbar locations? I've looked in the manual at the options on the Close command, but nothing there seems to do it.
Alternatively, can anyone suggest a better way for me to position the toolbars quickly? All I'm looking for is to centre them horizontally on the screen, regardless of the number of buttons in the bar. I know I could do it by putting full width spacers at either end and then docking the bar, but I don't want to dock it. If there was a way to anchor each end of the toolbar to the edges of the screen without docking it, then spacers would work as well, but you can't make a bar longer than the sum of its buttons (you can make spacers be of a fixed width, but you'd have to calculate exactly how wide to make the spacers, then make both the same size, which seems too fiddly and slow).
I created a new button to do this and I thought to look in the config files to see where the existing bars were placed, and found this in the docks.oxc file:
<dock flags="144" pos="210,1100,1700,1162,100">
The first two position numbers are the coordinates specified in my button for the top-left corner and I assume (without checking) that the next two are the bottom-right corner, so what does the "100" represent?
Additionally, for a second copy of the bar on my secondary monitor (smaller than primary, positioned to the left and a little lower), I found:
How do those numbers relate to the position on the second monitor? I'd expect the first number to be negative, relative to 0,0 on the primary monitor, so is it a positive number representing a negative one? The second number's more obvious, being the vertical position relative to 0,0, including the offset between the tops of the two screens.