Windows PowerShell command on Get-command XkbAddGeomSection
MyWebUniversity

Manual Pages for UNIX Operating System command usage for man XkbAddGeomSection

XKB FUNCTIONS XkbAddGeomSection(3x11)

NAME

XkbAddGeomSection - Add one section to an existing keyboard

geometry

SYNOPSIS

cc [ flag... ] file... -lX11 [ library... ]

XkbSectionPtr XkbAddGeomSection (XkbGeometryPtr geom, Atom

name, int sz_rows, int sz_doodads, int sz_overlays);

ARGUMENTS

- geom

geometry to be updated

- name

name of the new section

- sz_rows

number of rows to reserve in the section

- sz_doodads

number of doodads to reserve in the section

- sz_overlays

number of overlays to reserve in the section

DESCRIPTION

Xkb provides functions to add a single new element to the

top-level keyboard geometry. In each case the num_ * fields

of the corresponding structure is incremented by 1. These

functions do not change sz_* unless there is no more room in

the array. Some of these functions fill in the values of the element's structure from the arguments. For other functions,

you must explicitly write code to fill the structure's ele-

ments.

The top-level geometry description includes a list of

geometry properties. A geometry property associates an arbi-

trary string with an equally arbitrary name. Programs that display images of keyboards can use geometry properties as hints, but they are not interpreted by Xkb. No other geometry structures refer to geometry properties.

A keyboard geometry contains an arbitrary number of sec-

tions. XkbAddGeomSection adds one section to an existing

keyboard geometry geom. The new section contains space for the number of rows, doodads, and overlays specified by

sz_rows, sz_doodads, and sz_overlays. The new section is

allocated and zeroed and given the name specified by name. If a section with name name already exists in the geometry,

a pointer to the existing section is returned. XkbAddGeom-

Section returns NULL if any of the parameters is empty or if X Version 11 Last change: libX11 1.3.5 1

XKB FUNCTIONS XkbAddGeomSection(3x11)

it was not able to allocate space for the section. To allo-

cate space for an arbitrary number of sections to a geometry, use XkbAllocGeomSections. STRUCTURES

typedef struct _XkbSection {

Atom name; /* section name */ unsigned char priority; /* drawing priority, 0=>highest, 255=>lowest */ short top; /* top coordinate of section origin */ short left; /* left coordinate of row origin */ unsigned short width; /* section width, in mm/10 */ unsigned short height; /* section height, in mm/10 */ short angle; /* angle of section rotation, counterclockwise */

unsigned short num_rows; /* number of rows in the rows array */

unsigned short num_doodads; /* number of doodads in the doodads array */

unsigned short num_overlays; /* number of overlays in the overlays array */

unsigned short sz_rows; /* size of the rows array */

unsigned short sz_doodads; /* size of the doodads array */

unsigned short sz_overlays; /* size of the overlays array */

XkbRowPtr rows; /* section rows array */ XkbDoodadPtr doodads; /* section doodads array */ XkbBoundsRec bounds; /* bounding box for the section, before rotation*/ XkbOverlayPtr overlays; /* section overlays array */ } XkbSectionRec, *XkbSectionPtr; top and left are the origin of the section, relative to the origin of the keyboard, in mm/10. angle is in 1/10 degrees.

SEE ALSO

XkbAllocGeomSections(3x11)

ATTRIBUTES

See attributes(5) for descriptions of the following attri-

butes:

____________________________________________________________

| ATTRIBUTE TYPE | ATTRIBUTE VALUE |

|_____________________________|_____________________________|

| Availability | x11/library/libx11 |

|_____________________________|_____________________________|

| Interface Stability | Committed |

|_____________________________|_____________________________|

| MT-Level | See XInitThreads(3X11) |

|_____________________________|_____________________________|

X Version 11 Last change: libX11 1.3.5 2




Contact us      |      About us      |      Term of use      |       Copyright © 2000-2019 MyWebUniversity.com ™