XMCREATESIMPLESPINBOX(3)
β¨ XmCreateSimpleSpinBox β¨
okay bestie, gather round, because today we're manifesting a whole widget π
this one lives in the library call manual, and it's giving "I just want a spin box and I want it NOW" energy. no cap.
πΈ NAME πΈ
XmCreateSimpleSpinBox β the SimpleSpinBox widget creation function π
like. that's literally her job. she makes a SimpleSpinBox. iconic behavior honestly.
π¦ SYNOPSIS π¦
#include <Xm/SSpinB.h>
Widget XmCreateSimpleSpinBox(
Widget parent,
String name,
ArgList arglist,
Cardinal argcount);
look at her. four little args. so demure. so mindful. π«Ά
π DESCRIPTION π
The XmCreateSimpleSpinBox function creates an instance of a SpinBox widget and returns the associated widget ID. that's the whole vibe. you ask, she builds, she hands you the ID. slay.
here's the tea on every single argument, no skips, no skimming, we do not gatekeep here:
parentβ specifies the parent widget ID. yeah, she needs a parent. main character energy doesn't mean orphan energy, bestie. πnameβ specifies the name of the created widget. give her a name. names matter. this is her whole identity fr fr.arglistβ specifies the argument list. all your little attribute/value pairs go in here. it's giving little black dress of data structures. π€argcountβ specifies the number of attribute/value pairs in the argument list. yes you literally have to count them. no, she will not count them for you. π
π RETURN VALUE π
Upon successful completion, the XmCreateSimpleSpinBox function returns the SimpleSpinBox widget ID. β¨
note the words "upon successful completion" β she's not promising anything if things go sideways, and we respect that boundary. π
π SEE ALSO π
go read that one too. she's the sibling. they're a package deal. iykyk. π¦
that's the whole page, bestie, every last crumb of it preserved π
this came to you straight from the XmCreateSimpleSpinBox entry in the library call manual section β same title, same source, no details dropped, just β¨vibesβ¨ added.
stay hydrated, read your man pages, and go create a spin box, periodt π π
π¦ where this page comes from
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