smallstep (resp. largestep) is intended to be the interface delta
corresponding to a desc.smallstep (resp. largestep) in internal scale,
and is computed by incrementing from desc.lower.
But ac->internal_to_interface(desc.lower) isn't necessarily zero. In
fact it currently is 0.5 / (M - m + 1) for integer parameters where M is
the maximum and m is the minimum possible value since it is the center
of the [0,1/(M-m+1)] interval.
Since the lower bound of the delta isn't always zero, don't ignore it
when computing the actual increment.
const double lo = ac->internal_to_interface(desc.lower);
const double up = ac->internal_to_interface(desc.upper);
const double normal = ac->internal_to_interface(desc.normal);
- const double smallstep = ac->internal_to_interface(desc.lower + desc.smallstep);
- const double largestep = ac->internal_to_interface(desc.lower + desc.largestep);
+ const double smallstep = ac->internal_to_interface(desc.lower + desc.smallstep) - lo;
+ const double largestep = ac->internal_to_interface(desc.lower + desc.largestep) - lo;
Gtk::Adjustment* adjustment = manage (
new Gtk::Adjustment (normal, lo, up, smallstep, largestep));