Controls4U/src.tpp/SliderCtrlX_en-us.tpp

topic "SliderCtrlX";
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[{_}%EN-US
[ {{10000@(113.42.0) [s0; [*@7;4 SliderCtrlX]]}}&]
[s3; &]
[s1;:StarIndicator`:`:class: [@(0.0.255)3 class][3 _][*3 SliderCtrlX][3 _:_][@(0.0.255)3 public][3 _
][*@3;3 Ctrl]&]
[s0;i448;a25;kKO9;@(0.0.255) &]
[s9; [/ Derived from ][/^topic`:`/`/CtrlCore`/src`/Ctrl`$en`-us`#Ctrl`:`:class^ Ctrl][/ .
Part of ][/^topic`:`/`/Controls4U`/src`/Controls4U`$en`-us^ Control4U][/
library.]&]
[s9; &]
[s9; SliderCtrlX is a widget that allows entering an integer value
by dragging a thumb. Compared to [^topic`:`/`/CtrlLib`/src`/Slider`$en`-us`#SliderCtrl`:`:class^ S
liderCtrl], it has several enhanced capabilities :&]
[s9;i150;O0; Has an adjustable scale with adjustable major and minor
ticks,&]
[s9;i150;O0; The value can be set continuously or step by step with
adjustable value of steps,&]
[s9;i150;O0; Can be used as indicator, with not draggable thumb,&]
[s9;i150;O0; Colored value bar, with adjustable color and width,&]
[s9;i150;O0; Several thumb shapes and possibility to have a customized
thumb,&]
[s9;i150;O0; The scale can be inverted,&]
[s9;i150;O0; Possibility to position directly the thumb by a mouse
click,&]
[s9;i150;O0; Multiple units for scale, like hours/mn/s alowing it
to be used as video progress counter.&]
[s9; &]
[s9; As seen in layout designer :&]
[s9; -|
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&]
[s9; As seen in program :&]
[s9; -|
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&]
[s9; &]
[ {{10000F(128)G(128)@1 [s0; [* Constructor detail]]}}&]
[s4; &]
[s5;:SliderCtrlX`:`:SliderCtrlX`(`): [* SlideCtrlX()]&]
[s2; Initializes SlideCtrlX with the default behavior :&]
[s2;i150;O0; m`_nMin (minimum value) `= 0,&]
[s2;i150;O0; m`_nMax (maximum value) `= 100,&]
[s2;i150;O0; m`_bInverted (inverted scale) `= false,&]
[s2;i150;O0; m`_nStep (step increment) `= 1,&]
[s2;i150;O0; m`_bRound`_step (step by step) `= false,&]
[s2;i150;O0; m`_bJump (jumps to the clicked value) `= false,&]
[s2;i150;O0; m`_bUseCustomThumbs (index of custom thumb to use) `=
0,&]
[s2;i150;O0; m`_nMajorTicks (major ticks stepping) `= 10,&]
[s2;i150;O0; m`_nMinorTicks (minor ticks stepping) `= 2,&]
[s2;i150;O0; m`_nMajorTickSize (size of major ticks) `= 30,&]
[s2;i150;O0; m`_nMinorTickSize (size of minor ticks) `= 20,&]
[s2;i150;O0; m`_nTickPosition (Tick position) `= TOP,&]
[s2;i150;O0; m`_nThickness (Bar thickness) `= 2,&]
[s2;i150;O0; m`_nSliderType (Type of slider) `= 0,&]
[s2;i150;O0; m`_nThumbNumber (index of pre`-defined thumb to use)
`= 1.&]
[s3; &]
[ {{10000F(128)G(128)@1 [s0; [* Public Method List]]}}&]
[s4;%- &]
[s5;:SliderCtrlX`:`:AddOutCtrl`(Ctrl`*`):%- [_^SliderCtrlX^ SliderCtrlX][@(0.0.255) `&]_[* A
ddOutCtrl](_[_^Ctrl^ Ctrl][@(0.0.255) `*]_[*@3 c]_)&]
[s0;l288;%- Adds an out Ctrl as last one.&]
[s7;i1120;a17; [%-*@3 c]-|Pointer to child Ctrl at the end of child
list. Note that U`+`+ never takes ownership of Ctrls `- never
calls delete for child. That allows using non`-heap based Ctrls.&]
[s0; &]
[s4;%- &]
[s5;:SliderCtrlX`:`:Dec`(`):%- [@(0.0.255) void]_[* Dec]()&]
[s2; Decrements the slider value.&]
[s3;%- &]
[s4;%- &]
[s5;:SliderCtrlX`:`:GetData`(`)const:%- [@(0.0.255) virtual] [_^Value^ Value]_[* GetData]()
_[@(0.0.255) const]&]
[s2; Default read of slider value&]
[s3;%- &]
[s4;%- &]
[s5;:SliderCtrlX`:`:GetData`(int`)const:%- [@(0.0.255) virtual] [_^Value^ Value]_[* GetData
](_[@(0.0.255) int]_[*@3 nIndex]_)_[@(0.0.255) const]&]
[s2; Reads the pre`-positionned value at the given index.&]
[s7;i1120;a17; [%-*@3 nIndex]-|Index of the pre`-positionned value to
return.&]
[s3; &]
[s4;%- &]
[s5;:SliderCtrlX`:`:GotFocus`(`):%- [@(0.0.255) virtual] [@(0.0.255) void]_[* GotFocus]()&]
[s2; This method is called when Ctrl receives input focus. Default
implementation is to refresh the drawing.&]
[s3;%- &]
[s4;%- &]
[s5;:SliderCtrlX`:`:Inc`(`):%- [@(0.0.255) void]_[* Inc]()&]
[s2; Increments the slider value.&]
[s3;%- &]
[s4;%- &]
[s5;:SliderCtrlX`:`:IsVert`(`)const:%- [@(0.0.255) bool]_[* IsVert]()_[@(0.0.255) const]&]
[s2; Checks if the slider is vertically oriented.&]
[s3;%- &]
[s4;%- &]
[s5;:SliderCtrlX`:`:Key`(dword`,int`):%- [@(0.0.255) virtual] [@(0.0.255) bool]_[* Key]([_^dword^ d
word]_[*@3 key], [@(0.0.255) int]_[*@3 repcnt])&]
[s2; This method provides keyboard input. When keyboard event occurs
and some of U`+`+ application Ctrls has input focus, its Key
method is called. If Key method returns true, processing of key
event is finished. If it returns false, U`+`+ calls Key method
of parent Ctrl and it repeats until either true is returned or
Ctrl has no parent. If such top`-level Ctrl is reached, U`+`+
calls its HotKey method. Default implementation is to return
immediately if it is an INDICATOR, and to process the arrow keys
by calling Dec() if K`_LEFT or K`_DOWN or Inc() if K`_RIGHT or
K`_UP.&]
[s7;i1120;a17; [%-*@3 key]-|The key that has been pressed.&]
[s7;i1120;a17; [%-*@3 repcnt]-|Repeat count.&]
[s3; &]
[s4;%- &]
[s5;:SliderCtrlX`:`:LeftDown`(Point`,dword`):%- [@(0.0.255) virtual]
[@(0.0.255) void]_[* LeftDown]([_^Point^ Point]_[*@3 pos], [_^dword^ dword]_[*@3 keyflags])&]
[s2; Handles the left mouse button if the slider is a CONTROL. Returns
immediately if it is an INDICATOR.&]
[s7;i1120;a17; [%-*@3 pos]-|Position of mouse cursor in view coordinates.&]
[s7;i1120;a17; [%-*@3 keyflags]-|Combination of key flags for Shift,
Ctrl and Alt keys.&]
[s3; &]
[s4;%- &]
[s5;:SliderCtrlX`:`:LeftRepeat`(Point`,dword`):%- [@(0.0.255) virtual]
[@(0.0.255) void]_[* LeftRepeat]([_^Point^ Point]_[*@3 p], [_^dword^ dword]_[*@3 f])&]
[s2;%- This method is repeatedly called by default implementation
of MouseEvent when mouse left button is pressed for some time,
imitating keyboard autorepeat behaviour.&]
[s7;i1120;a17; [%-*@3 p]-|Position of mouse cursor in view coordinates.&]
[s7;i1120;a17; [%-*@3 f]-|Combination of key flags for Shift, Ctrl and
Alt keys.&]
[s3; &]
[s4;%- &]
[s5;:SliderCtrlX`:`:LeftUp`(Point`,dword`):%- [@(0.0.255) virtual]
[@(0.0.255) void]_[* LeftUp]([_^Point^ Point]_[*@3 pos], [_^dword^ dword]_[*@3 keyflags])&]
[s2; Handles the right mouse button if the slider is a CONTROL. Returns
immediately if it is an INDICATOR.&]
[s7;i1120;a17; [%-*@3 pos]-|Position of mouse cursor in view coordinates.&]
[s7;i1120;a17; [%-*@3 keyflags]-|Combination of key flags for Shift,
Ctrl and Alt keys.&]
[s3; &]
[s4;%- &]
[s5;:SliderCtrlX`:`:LostFocus`(`):%- [@(0.0.255) virtual] [@(0.0.255) void]_[* LostFocus]()
&]
[s2; This method is called when Ctrl loses input focus. Default implementation
is to refresh the display.&]
[s3;%- &]
[s4;%- &]
[s5;:SliderCtrlX`:`:MinMax`(int`,int`):%- [_^SliderCtrlX^ SliderCtrlX][@(0.0.255) `&]_[* Mi
nMax]([@(0.0.255) int]_[*@3 `_min], [@(0.0.255) int]_[*@3 `_max])&]
[s2; Restricts slider to Min, Max values&]
[s7;i1120;a17; [%-*@3 `_min]-|Minimum value.&]
[s7;i1120;a17; [%-*@3 `_max]-|Maximum value.&]
[s3; &]
[s4;%- &]
[s5;:SliderCtrlX`:`:MouseMove`(Point`,dword`):%- [@(0.0.255) virtual]
[@(0.0.255) void]_[* MouseMove]([_^Point^ Point]_[*@3 pos], [_^dword^ dword]_[*@3 keyflags])&]
[s2; This method is called by default implementation of MouseEvent
when mouse cursor hovers above view area of Ctrl.&]
[s7;i1120;a17; [%-*@3 pos]-|Position of mouse cursor in view coordinates.&]
[s7;i1120;a17; [%-*@3 keyflags]-|Combination of key flags for Shift,
Ctrl and Alt keys. &]
[s3; &]
[s4;%- &]
[s5;:SliderCtrlX`:`:Paint`(Draw`&`):%- [@(0.0.255) virtual] [@(0.0.255) void]_[* Paint]([_^Draw^ D
raw][@(0.0.255) `&]_[*@3 w])&]
[s2; This method is called when Ctrl`'s view area is about to be
repainted.&]
[s7;i1120;a17; [%-*@3 w]-|Target of draw operations.&]
[s3; &]
[s4;%- &]
[s5;:SliderCtrlX`:`:SetData`(const Value`&`):%- [@(0.0.255) virtual]
[@(0.0.255) void]_[* SetData]([@(0.0.255) const]_[_^Value^ Value][@(0.0.255) `&]_[*@3 v])&]
[s2; Sets the slider value within its`' range&]
[s7;i1120;a17; [%-*@3 v]-|New value.&]
[s2;*@3%- &]
[s4;%- &]
[s5;:SliderCtrlX`:`:SetThumbType`(int`):%- [_^SliderCtrlX^ SliderCtrlX][@(0.0.255) `&]_[* S
etThumbType]([@(0.0.255) int]_[*@3 n][@(0.0.255) `=][@3 0])&]
[s2; Selects the thumb according to the choosen type&]
[s7;i1120;a17; [%-*@3 n]-|Choosen type index.&]
[s0; -|0 :
@@image:81&75
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   1 :
@@image:137&75
(BBYADAAAAAAAAAAAAHicY2BgYEhLS/tPTcwANTMyMvJ/T08PVTDILJj5MLEjR45gxUDr//+vrgZjEBuXOpg5yObiUkuKuTCzR80d+ubSIp1RI19MnDgRI19QA5eUlKDkYwBFHsSp)
   2 :
@@image:68&156
(BAsAGQAAAAAAAAAAAHicY2BgYDA2Nv5PCi4qKsKJsak7cuQIGP9nYICz0dUjq0NXC1M/qnZU7aha/GqJzW/E5mMGIssHkDoAEcm1lw==)
   3 :
@@image:68&187
(BAsAHgAAAAAAAAAAAHic7dPBCcAwCAVQd+lEWaTTdYHQUxbqNeEfBPsR9RqIIEZ4aHKIyD/uMb6rtQcpScCiZhZuikycUSNftXpPtp6vWvt2z1pftbYPbe9v1drdxx67o/X+Bqe6zMJZG3l27HUWuwVWkLsP)
   4 :
@@image:68&187
(BAsAHgAAAAAAAAAAAHic7dJBCgAhCAVQ738u7+VAYGjZ97dpNYIbe0SpImVYXd6dqhrhh/MEPhoBPjmPwtuS6Q50Ft/Q/O+3DyyxOzc2ucaztnQHz1roFv/Mnmqg/9CiXkbbzdMtcNOTbvoPMCCqHw==)
&]
[s3;*@3%- &]
[s4;%- &]
[s5;:SliderCtrlX`:`:SetValue`(const Value`&`,int`):%- [_^Value^ Value]_[* SetValue](_[@(0.0.255) c
onst]_[_^Value^ Value][@(0.0.255) `&]_[*@3 v], [@(0.0.255) int]_[*@3 nIndex]_`=_[@3 0]_)&]
[s2; Sets the value for the slider position&]
[s7;i1120;a17; [%-*@3 v]-|New value.&]
[s7;i1120;a17; [%-*@3 nIndex]-|Index of the Vector.&]
[s0;%- &]
[ {{10000F(128)G(128)@1 [s0; [* Protected Method List]]}}&]
[s5;@(0.0.255)%- &]
[s5;:SliderCtrlX`:`:DrawTick`(Draw`&`,MAJORMINOR`,HOVE`,int`,int`):%- [@(0.0.255) void]_
[* DrawTick](_[_^Draw^ Draw]_`&[*@3 w], MAJORMINOR_[*@3 Type], HOVE_[*@3 Orientation],
[@(0.0.255) int]_[*@3 nPos], [@(0.0.255) int]_[*@3 nVal]_)&]
[s2; Draws a tickmark at nPos on canvas&]
[s7;i1120;a17; [%-*@3 w]-|Target draw.&]
[s7;i1120;a17; [%-*@3 Type]-|Indicates if the tick is major or minor.&]
[s7;i1120;a17; [%-*@3 Orientation]-|Indicates if the slider is horizontal
or vertical.&]
[s7;i1120;a17; [%-*@3 nPos]-|Indicates the position of the tick.&]
[s7;i1120;a17; [%-*@3 nVal]-|Indicates the value to display.&]
[s0;%- &]
[ {{10000F(128)G(128)@1 [s0; [* Private Method List]]}}&]
[s5;@(0.0.255)%- &]
[s5;:SliderCtrlX`:`:ClientToSlider`(int`)const:%- [@(0.0.255) int]_[* ClientToSlider]([@(0.0.255) i
nt]_[*@3 p])_[@(0.0.255) const]&]
[s0;l288;%- Converts canvas coordinates values to Slider.&]
[s7;i1120;a17; [%-*@3 p]-|Value to convert.&]
[s3; &]
[s4;%- &]
[s5;:SliderCtrlX`:`:HoVe`(int`,int`)const:%- [@(0.0.255) int]_[* HoVe]([@(0.0.255) int]_[*@3 x
], [@(0.0.255) int]_[*@3 y])_[@(0.0.255) const]&]
[s2; Returns [*@3 x] for an horizontal slider or [*@3 y] for vertical
slider.&]
[s7;i1120;a17; [%-*@3 x]-|Value to be returned if horizontal slider.&]
[s7;i1120;a17; [%-*@3 y]-|Value to be returned if vertical slider.&]
[s3; &]
[s4;%- &]
[s5;:SliderCtrlX`:`:HoVeR`(int`&`,int`&`)const:%- [@(0.0.255) int`&]_[* HoVeR]([@(0.0.255) i
nt`&]_[*@3 x], [@(0.0.255) int`&]_[*@3 y])_[@(0.0.255) const]&]
[s2; Returns `&x for an horizontal slider or `&y for vertical slider.&]
[s7;i1120;a17; [%-*@3 x]-|Reference to be returned if horizontal slider.&]
[s7;i1120;a17; [%-*@3 y]-|Reference to be returned if vertical slider.&]
[s3; &]
[s4;%- &]
[s5;:SliderCtrlX`:`:SliderToClient`(int`)const:%- [@(0.0.255) int]_[* SliderToClient]([@(0.0.255) i
nt]_[*@3 v])_[@(0.0.255) const]&]
[s2; Converts slider values to canvas coordinates&]
[s7;i1120;a17; [%-*@3 v]-|Value to convert.&]
[s3; &]
[s4;%- ]]