Re: on value edit fields (i.e. the too small buttons inside)
"Steven D'Aprano" <[email protected]> Wed, 4 Sep 2002 03:26:10 +1000
| Newsgroups | gmane.comp.kde.look |
|---|---|
| Message-ID | <[email protected]> |
On Tue, 3 Sep 2002 07:12, Friedrich W. H. Kossebau wrote: > Is this all-over-KDE-spreaded style of offering value editing, which > can be found one more time in the above mentioned dialog, really > usable? These tiny buttons inside the edit field, should anybody > really use them? What kind of mouse artists are we supposed to be? If > I have a look at that really big slider to the right, I am not sure. I frequently click the increase arrow in print dialogs to go from one copy to two copies. So I would say that for small changes, the small buttons are good; for large changes, sliders are better. But I agree with you that the size of the buttons are horribly small. There seems to be a distressing habit among developers to make everything microscopically small; I guess its because all you young whipper-snappers still have perfect eyesight and expensive optical mice that never get dirty :-) > Am I the only one to think this to be foolish? I see three problems: > > 1. tiny up/down buttons, hard to hit with the cursor Agreed, with spades. Its not so much its hard to hit them, but its hard to hit the right one. > 2. up/down looks like selection of predefined values No, I don't see this at all. > 3. no idea which values are achieved by which slider position, not > even min/max Sliders should *always* display values, at least start and end values. That's just common sense, and I'm amazed that anyone would forget that. > Problem 1 should be solved by enlarging the icons. As they then won't > fit anymore one above the other they have to be put somewhere else. > Attached you can see two possibilities of which I like the first one > better as one cannot accidentally click the wrong button. Ah, but there is one other way of enlarging the icons. See my sample attached. > Problem 2 should be solved by using -/+ symbols for de-/incremental > steps. I don't think Problem 2 is a problem, but if it was, I suppose this is a good solution. > Problem 3 should be solved by printing the min/max values to the > corresponding ends. I agree. -- Steven D'Aprano
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