diff --git a/uppsrc/CtrlLib/srcdoc.tpp/Tutorial_en-us.tpp b/uppsrc/CtrlLib/srcdoc.tpp/Tutorial_en-us.tpp index 7431c1804..ee3dd49f1 100644 --- a/uppsrc/CtrlLib/srcdoc.tpp/Tutorial_en-us.tpp +++ b/uppsrc/CtrlLib/srcdoc.tpp/Tutorial_en-us.tpp @@ -5,7 +5,7 @@ topic "GUI Tutorial"; [i288;O9;C2 $$4,6#40027414424643823182269349404212:item] [b42;a42;ph2 $$5,5#45413000475342174754091244180557:text] [l288;b17;a17;2 $$6,6#27521748481378242620020725143825:desc] -[l321;C@5+75 $$7,7#20902679421464641399138805415013:code] +[l321;C@5+59 $$7,7#20902679421464641399138805415013:code] [b2503;2 $$8,0#65142375456100023862071332075487:separator] [*@(0.0.255)2 $$9,0#83433469410354161042741608181528:base] [C2 $$10,0#37138531426314131251341829483380:class] @@ -91,11 +91,10 @@ how to create U`+`+ GUI application from template. As described in [*^topic`:`/`/ide`/app`/GettingStarted`_en`-us`#2`_2^ Getting started with TheIDE] tutorial, let`'s start from invoking `"Create new package`" dialog. First of all let`'s select assembly in -which GUI application will be created. If you would like to learn -[* MyApps] [*^topic`:`/`/ide`/app`/PackagesAssembliesAndNests`_en`-us^ assembly] -seems to be a good starting point. To create the package you -could click on `"New package`" button or right click on package -list and then select `"New package..`". Everything is shown below:&] +which GUI application will be created. For now, [* MyApps] [*^topic`:`/`/ide`/app`/PackagesAssembliesAndNests`_en`-us^ a +ssembly] seems to be a good starting point. To create the package +you could click on `"New package`" button or right click on package +list and then select `"New package..`":&] [s0; &] [s0;= @@rawimage:2503&1656 @@ -103,13 +102,13 @@ list and then select `"New package..`". Everything is shown below:&] &] [s0; &] [s5; After that the dialog in which the package could be created -should appear. In the dialog we have several options. Let`'s -discuss them. The first one is `"Package name`" in our case let`'s -name it `"Gui01`" for our first lesson. `"Create in`" should -stay the same we would like to create package in MyApps directory. -Next we need to select the package type. It is a very important -step, because it will determine the dependencies of your further -project. In this case we should focus on two particular templates:&] +should appear. In the dialog we have several options: The first +one is `"Package name`" in our case let`'s name it `"Gui01`" +for our first lesson. `"Create in`" should stay the same we would +like to create package in MyApps directory. Next we need to select +the package type. It is a very important step, because it will +determine the dependencies of your further project. In this case +we should focus on two particular templates:&] [s5;l128;i150;O0; [* U`+`+ Basic CtrlLib application] `- creates package with main GUI function and dependency to GUI packages (uses CtrlLib).&] [s5;l128;i150;O0; U`+`+ CtrlLib application with main window `- posses @@ -145,12 +144,8 @@ main function is defined using [* GUI`_APP`_MAIN] macro:&] (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) &] [s5; &] -[s5; Please notice that [* PromptOK] function displays simply information -dialog with the given parameter. In this case it is `"Hello world`". -Of course, in the [* CtrlLib ]package, there are more similar library -calls. For example `- if you want to display an error you can -use [* ErrorOK ]and for warnings it is corresponding [* Exclamation -]function.&] +[s5; [* PromptOK] function displays simply information dialog with +the given parameter (in this case `"Hello world`").&] [s5; To use U`+`+ GUI related code, all you need to do is include [*/ ] header. Please also make sure that [* CtrlLib ]package is attached to your current project. This is very important @@ -194,14 +189,14 @@ window).&] [s7; GUI`_APP`_MAIN&] [s7; `{&] [s7; -|TopWindow w;&] -[s7; -|w.[* Title](`"My application`").[* MinimizeBox]().[* Sizeable]();&] +[s7; -|w.[* Title](`"My application`").[* Zoomable]().[* Sizeable]();&] [s7; -|w.[* SetRect](0, 0, 200, 300);&] [s7; -|w.Run();&] [s7; `}&] [s5; &] [s0;= -@@rawimage:2000&1085 -(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) +@@image:2321&1125 +(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) &] [s5; &] [s3;:4: 4. Painting the view area&] @@ -214,7 +209,7 @@ you have to create derived class and override [* Paint] method:&] [s7; &] [s7; struct MyAppWindow : TopWindow `{&] [s7; [* -|virtual void Paint(Draw`& w) override `{]&] -[s7; [* -|-|w.DrawRect(GetSize(), SWhite);]&] +[s7; [* -|-|w.DrawRect(GetSize(), SWhite());]&] [s7; [* -|-|w.DrawText(20, 20, `"Hello world!`", Arial(30), Magenta);]&] [s7; [* -|`}]&] [s7; -|&] @@ -290,28 +285,28 @@ issue the repainting of view area, use the [* Refresh] method.&] [s5; &] [s3;:6: 6. Multiple main windows&] [s5; If you application uses multiple top`-level peer windows, you -cannot use the [* Run] method as it runs the modal loop for the -window. Instead, you have to allocate top`-level windows on the -heap and use [* Ctrl`::EventLoop] `- this event loop runs as long -as there are any top`-level windows opened. Use `"[* delete this]`" -in overridden [* Close] method to close and deallocate the main -window.&] +cannot use the [* Run] method as it runs the modal loop for just +single window. Instead, you have to allocate top`-level windows +on the heap and use [* Ctrl`::EventLoop] `- this event loop runs +as long as there are any top`-level windows opened. Use `"[* delete +this]`" in overridden [* Close] method to close and deallocate +the main window.&] [s5; &] [s7; #include &] [s7; &] [s7; using namespace Upp;&] [s7; &] [s7; struct MyAppWindow : TopWindow `{&] -[s7; -|virtual void Close() override `{&] -[s7; -|-|delete this;&] +[s7; -|void Close() override `{&] +[s7; -|-|[* delete this;]&] [s7; -|`}&] [s7; &] -[s7; -|virtual void LeftDown(Point pos, dword flags) override `{&] +[s7; -|void LeftDown(Point pos, dword flags) override `{&] [s7; [* -|-|(new MyAppWindow)`->OpenMain();]&] [s7; -|`}&] [s7; &] -[s7; -|virtual void Paint(Draw`& w) override `{&] -[s7; -|-|w.DrawRect(GetSize(), SWhite);&] +[s7; -|void Paint(Draw`& w) override `{&] +[s7; -|-|w.DrawRect(GetSize(), SWhite());&] [s7; -|-|w.DrawText(0, 0, `"Click the view area to open next window!`", Arial(20));&] [s7; -|`}&] @@ -332,8 +327,8 @@ Arial(20));&] (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) &] [s5; &] -[s5; Note that this is one of rare cases where it makes sense in -U`+`+ to call [* new ]and [* delete ]directly.&] +[s5; [/ Note: this is one of rare cases where it makes sense in U`+`+ +to call ][*/ new ][/ and ][*/ delete ][/ directly.]&] [s3;:7: 7. Menu&] [s5; Content of menu in U`+`+ is represented by the function or method adding required menu items to the [* Bar]. Items can contain [^topic`:`/`/Core`/src`/Callbacks`$en`-us^ E @@ -398,14 +393,14 @@ to single MenuBar`::Set call:&] [s7; -|MyAppWindow() `{&] [s7; -|-|Title(`"My application with menu`").Sizeable();&] [s7; -|-|AddFrame(menu);&] -[s7; -|-|menu.[* Set](`[`=`](Bar`& bar) `{&] -[s7; -|-|-|bar.Sub(`"Menu`", `[`=`](Bar`& bar) `{&] -[s7; -|-|-|-|bar.Add(`"Exit`", `[`=`] `{&] -[s7; -|-|-|-|-|if(PromptOKCancel(`"Exit MyApp?`"))&] -[s7; -|-|-|-|-|-|Break();&] -[s7; -|-|-|-|`});&] -[s7; -|-|-|`});&] -[s7; -|-|`});&] +[s7; [* -|-|menu.Set(`[`=`](Bar`& bar) `{]&] +[s7; [* -|-|-|bar.Sub(`"Menu`", `[`=`](Bar`& bar) `{]&] +[s7; [* -|-|-|-|bar.Add(`"Exit`", `[`=`] `{]&] +[s7; [* -|-|-|-|-|if(PromptOKCancel(`"Exit MyApp?`"))]&] +[s7; [* -|-|-|-|-|-|Break();]&] +[s7; [* -|-|-|-|`});]&] +[s7; [* -|-|-|`});]&] +[s7; [* -|-|`});]&] [s7; -|`}&] [s7; `};&] [s7; &] @@ -431,12 +426,12 @@ MenuBar to your application, you [/ execute] the menu event:&] [s7; -|-|-|Break();&] [s7; -|`}&] [s7; &] -[s7; -|virtual void RightDown(Point, dword) override `{&] -[s7; -|-|MenuBar`::Execute(&] -[s7; -|-|-|`[`=`](Bar`& bar) `{&] -[s7; -|-|-|-|bar.Add(`"Exit`", `[`=`] `{ Exit(); `});&] -[s7; -|-|-|`}&] -[s7; -|-|);&] +[s7; -|void RightDown(Point, dword) override `{&] +[s7; -|-|[* MenuBar`::Execute(]&] +[s7; [* -|-|-|`[`=`](Bar`& bar) `{]&] +[s7; [* -|-|-|-|bar.Add(`"Exit`", `[`=`] `{ Exit(); `});]&] +[s7; [* -|-|-|`}]&] +[s7; [* -|-|);]&] [s7; -|`}&] [s7; &] [s7; -|MyAppWindow() `{&] @@ -459,7 +454,7 @@ MenuBar to your application, you [/ execute] the menu event:&] [s3;:9: 9. Context menu alternative&] [s5; It is also possible to create context menu by adding menu items directly to MenuBar. Example also demonstrates how to convert -the menu item to same value, by using lambda capture by reference:&] +the menu item to some value, by using lambda capture by reference:&] [s5; &] [s7; #include &] [s7; &] @@ -475,7 +470,8 @@ the menu item to same value, by using lambda capture by reference:&] [s7; -|-|int [* result ]`= Null;&] [s7; -|-|[* MenuBar menu];&] [s7; -|-|for(int i `= 0; i < 10; i`+`+)&] -[s7; -|-|-|menu.Add(AsString(i), `[[* `&, i]`] `{ [* result ]`= i; `});&] +[s7; -|-|-|menu.Add(AsString(i), `[`=, [* `&result]`] `{ [* result ]`= i; +`});&] [s7; -|-|menu.Separator();&] [s7; -|-|menu.Add(`"Exit`", `[`=`] `{ Exit(); `});&] [s7; -|-|menu.[* Execute]();&] @@ -649,7 +645,7 @@ text are added to toolbars only.&] &] [s5; &] [s3;:12: 12. StatusBar and decorative Frames&] -[s5; To improve the visual aspect of the application, we will add +[s5; To improve the visual aspect of the application, we can add some decorative Frames `- those are frames that do not represent any action, just draw some kind of border at given frame level. We will also add the [* StatusBar] and connect it to the menu and @@ -658,66 +654,57 @@ to Bar items using a Help method. Note that decorative frame functions ([* TopSeparatorFrame] and [* InsetFrame] here) usually return a reference to single global object, as there are no changing properties required when using them with different windows and -widgets concurrently.&] +widgets concurrently. Finally, this example also demonstrates +the use of THISFN macro, which is an shortcut alternative for +some lambdas `- in this case [*@5 THISFN(SubBar)] is equivalent +to [*@5 `[`=`](Bar`& bar) `{ SubBar(bar); `}].&] [s5; &] -[s7; #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s0;l321; [C@5;1 #define IMAGECLASS TutorialImg]&] -[s7; #define IMAGEFILE &] -[s7; #include &] -[s7; &] -[s7; struct MyAppWindow : TopWindow `{&] -[s7; -|MenuBar menu;&] -[s7; -|ToolBar tool;&] -[s7; -|StatusBar status;&] -[s7; &] -[s7; -|void MenuFn() `{&] -[s7; -|-|PromptOK(`"Fn activated!`");&] -[s7; -|`}&] -[s7; &] -[s7; -|void BarFn() `{&] -[s7; -|-|PromptOK(`"Fn2 activated!`");&] -[s7; -|`}&] -[s7; -|&] -[s7; -|void Exit() `{&] -[s7; -|-|if(PromptOKCancel(`"Exit MyApp?`"))&] -[s7; -|-|-|Break();&] -[s7; -|`}&] -[s7; &] -[s7; -|void SubBar(Bar`& bar) `{&] -[s7; -|-|bar.AddMenu(`"Function`", TutorialImg`::Fn(), `[`=`] `{ MenuFn(); -`})&] -[s7; [* -|-| .Help(`"This invokes MenuFn method of tutorial example`");]&] -[s7; -|-|bar.Add(TutorialImg`::Fn2(), `[`=`] `{ BarFn(); `})&] -[s7; [* -|-| .Help(`"This invokes BarFn method of tutorial example`");]&] -[s7; -|-|bar.Add(`"Exit`", TutorialImg`::Exit(), `[`=`] `{ Exit(); `});&] -[s7; -|`}&] -[s7; &] -[s7; -|void MainMenu(Bar`& bar) `{&] -[s7; -|-|bar.Sub(`"Menu`", `[`=`](Bar`& bar) `{ SubBar(bar); `});&] -[s7; -|`}&] -[s7; &] -[s7; -|MyAppWindow() `{&] -[s7; -|-|Title(`"My application with bars`").Sizeable();&] -[s7; -|-|AddFrame(menu);&] -[s7; [* -|-|AddFrame(TopSeparatorFrame());]&] -[s7; -|-|AddFrame(tool);&] -[s7; [* -|-|AddFrame(status);]&] -[s7; [* -|-|AddFrame(InsetFrame());]&] -[s7; -|-|menu.Set(`[`=`](Bar`& bar) `{ MainMenu(bar); `});&] -[s7; [* -|-|menu.WhenHelp `= status;]&] +[s0;l321; [C@5+75 #include ]&] +[s7;+75 &] +[s7; [+75 using namespace Upp;]&] +[s7;+75 &] +[s7; [+75 #define IMAGECLASS TutorialImg]&] +[s7; [+75 #define IMAGEFILE ]&] +[s7; [+75 #include ]&] +[s7;+75 &] +[s7; [+75 struct MyAppWindow : TopWindow `{]&] +[s7; [+75 -|MenuBar menu;]&] +[s7; [+75 -|ToolBar tool;]&] +[s7; [+75 -|StatusBar status;]&] +[s7; [+75 -|]&] +[s7; -|[* typedef MyAppWindow CLASSNAME]; // so that we can use THISFN +shortcut&] +[s7;+75 &] +[s7; [+75 -|void SubBar(Bar`& bar) `{]&] +[s7; -|-|bar.AddMenu(`"Function`", TutorialImg`::Fn(), `[`=`] `{&] +[s7; [+75 -|-|-|PromptOK(`"Fn activated!`");]&] +[s7; -|-|`})[* .Help(`"This invokes MenuFn method of tutorial example`");]&] +[s7; -|-|bar.Add(TutorialImg`::Fn2(), `[`=`] `{&] +[s7; [+75 -|-|-|PromptOK(`"Fn2 activated!`");]&] +[s7; -|-|`})[* .Help(`"This invokes BarFn method of tutorial example`");]&] +[s7; -|-|bar.Add(`"Exit`", TutorialImg`::Exit(), `[`=`] `{&] +[s7; [+75 -|-|-|if(PromptOKCancel(`"Exit MyApp?`"))]&] +[s7; [+75 -|-|-|-|Break();]&] +[s7; [+75 -|-|`});]&] +[s7; [+75 -|`}]&] +[s7;+75 &] +[s7; [+75 -|void MainMenu(Bar`& bar) `{]&] +[s7; -|-|bar.Sub(`"Menu`", [* THISFN](SubBar));&] +[s7; [+75 -|`}]&] +[s7;+75 &] +[s7; [+75 -|MyAppWindow() `{]&] +[s7; [+75 -|-|Title(`"My application with bars`").Sizeable();]&] +[s7; [+75 -|-|AddFrame(menu);]&] +[s7; -|-|[* AddFrame(TopSeparatorFrame());]&] +[s7; [+75 -|-|AddFrame(tool);]&] +[s7; [+75 -|-|AddFrame(status);]&] +[s7; -|-|[* AddFrame(InsetFrame());]&] +[s7; -|-|menu.Set([* THISFN](MainMenu));&] +[s7; -|-|[* menu.WhenHelp `= status;]&] [s7; -|-|tool.Set(`[`=`](Bar`& bar) `{ SubBar(bar); `});&] -[s7; [* -|-|tool.WhenHelp `= status;]&] -[s7; -|`}&] +[s7; -|-|[* tool.WhenHelp `= status;]&] +[s7; [+75 -|`}]&] [s7; `};&] -[s7; &] -[s7; GUI`_APP`_MAIN&] -[s7; `{&] -[s7; -|MyAppWindow app;&] -[s7; -|app.Run();&] -[s7; `}&] [s5; &] [s0;= @@rawimage:1837&876 @@ -780,42 +767,43 @@ and horizontal direction. If only one side is aligned, logical coordinate specifies the size. There is also specific kind of logical coordinate the specifies the center position.&] [s5; &] -[s7; #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s7; struct MyAppWindow : TopWindow `{&] -[s7; -|Button lt, rt, lb, rb, lv, ht, hv, cb, rc;&] -[s7; &] -[s7; -|MyAppWindow() `{&] -[s7; -|-|Title(`"My application with button`").Sizeable();&] -[s7; -|-|`*this&] -[s7; [* -|-|-|<< lt.SetLabel(`"left`-top`").LeftPos(10, 100).TopPos(10, -20)]&] -[s7; [* -|-|-|<< rt.SetLabel(`"right`-top`").RightPos(10, 100).TopPos(10, -20)]&] -[s7; [* -|-|-|<< lb.SetLabel(`"left`-bottom`").LeftPos(10, 100).BottomPos(10, -20)]&] -[s7; [* -|-|-|<< rb.SetLabel(`"right`-bottom`").RightPos(10, 100).BottomPos(10, -20)]&] -[s7; [* -|-|-|<< lv.SetLabel(`"left`-vsize`").LeftPos(10, 100).VSizePos(40, +[s0;l321; [C@5+75 #include ]&] +[s7;+75 &] +[s7; [+75 using namespace Upp;]&] +[s7;+75 &] +[s7; [+75 struct MyAppWindow : TopWindow `{]&] +[s7; [+75 -|Button lt, rt, lb, rb, lv, ht, hv, cb, rc;]&] +[s7;+75 &] +[s7; [+75 -|MyAppWindow() `{]&] +[s7; [+75 -|-|Title(`"My application with button`").Sizeable();]&] +[s7; [+75 -|-|`*this]&] +[s7; [*+75 -|-|-|<< lt.SetLabel(`"left`-top`").LeftPos(10, 200).TopPos(10, 40)]&] -[s7; [* -|-|-|<< ht.SetLabel(`"hsize`-pos`").HSizePos(120, 120).TopPos(10, -20)]&] -[s7; [* -|-|-|<< hv.SetLabel(`"hsize`-vsize`").HSizePos(120, 120).VSizePos(40, +[s7; [*+75 -|-|-|<< rt.SetLabel(`"right`-top`").RightPos(10, 200).TopPos(10, 40)]&] -[s7; [* -|-|-|<< cb.SetLabel(`"hcenter`-bottom`").HCenterPos(90).BottomPos(10, -20)]&] -[s7; [* -|-|-|<< rc.SetLabel(`"right`-vcenter`").RightPos(10, 100).VCenterPos(40)]&] -[s7; -|-|;&] -[s7; -|`}&] -[s7; `};&] +[s7; [*+75 -|-|-|<< lb.SetLabel(`"left`-bottom`").LeftPos(10, 200).BottomPos(10, +40)]&] +[s7; [*+75 -|-|-|<< rb.SetLabel(`"right`-bottom`").RightPos(10, 200).BottomPos(10, +40)]&] +[s7; [*+75 -|-|-|<< lv.SetLabel(`"left`-vsize`").LeftPos(10, 200).VSizePos(60, +60)]&] +[s7; [*+75 -|-|-|<< ht.SetLabel(`"hsize`-pos`").HSizePos(220, 220).TopPos(10, +40)]&] +[s7; [*+75 -|-|-|<< hv.SetLabel(`"hsize`-vsize`").HSizePos(220, 220).VSizePos(60, +60)]&] +[s7; [*+75 -|-|-|<< cb.SetLabel(`"hcenter`-bottom`").HCenterPos(200).BottomPos(10, +40)]&] +[s7; [*+75 -|-|-|<< rc.SetLabel(`"right`-vcenter`").RightPos(10, 200).VCenterPos(40)]&] +[s7; [+75 -|-|;]&] +[s7; [+75 -|`}]&] +[s7; [+75 `};]&] +[s7;+75 &] +[s7; [+75 GUI`_APP`_MAIN]&] +[s7; [+75 `{]&] +[s7; [+75 -|MyAppWindow app;]&] +[s7; [+75 -|app.Run();]&] +[s7; [+75 `}]&] [s7; &] -[s7; GUI`_APP`_MAIN&] -[s7; `{&] -[s7; -|MyAppWindow app;&] -[s7; -|app.Run();&] -[s7; `}&] [s7; &] [s5; &] [s0;= @@ -828,12 +816,15 @@ logical coordinate the specifies the center position.&] (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) &] [s5; &] -[s3;:15: 15. Font`-zoomed logical coordinates&] +[s3;:15: 15. Font`-zooming&] [s5; All distances in U`+`+ widgets are always in pixels. However, -to respond to platform setting of GUI font, there are `"font`-zoomed`" -logical coordinates. Such coordinates scale distances by the -ratio of current standard GUI font size to design font size (which -is fixed to the default Windows font):&] +to respond to platform setting of GUI font, U`+`+ provides functions +to zoom coordinates accordingly. Such zooming scale distances +by the ratio of current standard GUI font size to design font +size (which is based on old Win95 standard font size). Functions +Zx and Zy scale the horizontal or vertical distance. Logical +coordinate methods that end with Z (like LeftPos[* Z]) are then +scaling the values with these functions.&] [s5; &] [s7; #include &] [s7; &] @@ -844,8 +835,8 @@ is fixed to the default Windows font):&] [s7; &] [s7; -|MyAppWindow() `{&] [s7; -|-|Title(`"My application with font`-zoomed button`").Sizeable();&] -[s7; -|-|`*this << button.SetLabel(`"Button`").[* LeftPos][*@6 Z](10, 64).[* TopPos][*@6 Z](10, - 24);&] +[s7; -|-|`*this << button.SetLabel(`"Button`").LeftPos([* Zx](10), [* Zy](64)).[* TopPosZ](10 +, 24);&] [s7; -|`}&] [s7; `};&] [s7; &] @@ -854,6 +845,7 @@ is fixed to the default Windows font):&] [s7; -|MyAppWindow app;&] [s7; -|app.Run();&] [s7; `}&] +[s7; &] [s5; &] [s0;= @@image:1640&509 @@ -875,14 +867,8 @@ designer to simplify this task.&] &] [s5; &] [s5; Visual design in U`+`+ is called [* Layout Designer. ]Its extensive -documentation is available [*^topic`:`/`/ide`/app`/LayoutDes`_en`-us^ here]. -You will find there very valuable information that will allow -you to work smoothly with this tool. Moreover, documentation -provides information how to add widgets on the layout and how -to change widget properties. We will not discuss these aspects -in this lesson. So, before moving forward, please read Layout -Designer documentation carefully.&] -[s5; Group of layouts is stored in .lay file. Format of .lay files +documentation is available [*^topic`:`/`/ide`/app`/LayoutDes`_en`-us^ here].&] +[s5; A group of layouts is stored in .lay file. Format of .lay files is such that it can be directly included into C`+`+:&] [s5; &] [s7; #include &] @@ -892,7 +878,7 @@ is such that it can be directly included into C`+`+:&] [s7; [* #define LAYOUTFILE ]&] [s7; [* #include ]&] [s7; &] -[s7; struct MyAppWindow : public WithDlgLayout `{&] +[s7; struct MyAppWindow : public [* WithDlgLayout] `{&] [s7; -|MyAppWindow() `{&] [s7; -|-|[* CtrlLayout(`*this, `"My dialog`");]&] [s7; -|`}&] @@ -908,21 +894,18 @@ is such that it can be directly included into C`+`+:&] (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) &] [s5; &] -[s5; In order to initialize layout [*^topic`:`/`/CtrlCore`/src`/Layout`_en`-us`#CtrlLayout`(T`&`)^ C -trlLayout()] method needs to be called from the constructor. -Without it the controls placed on layout will not be visible. -The first parameter of the function is reference to the control -in which the layout will be placed. In our case it is current -window. The second optional parameter is the title of the window -that displays layout.&] +[s5; Deriving from WithDlgLayout adds layout widgets as +member variables. The [*^topic`:`/`/CtrlCore`/src`/Layout`_en`-us`#CtrlLayout`(T`&`)^ C +trlLayout()] function call then setups attributes of all layout +widgets, including its logical coordinates.&] [s5; To understand how layout mechanism works, let`'s examine the -content of .lay file first:&] +content of .lay file:&] [s5; &] -[s7; LAYOUT([* DlgLayout], [* 208], [* 64])&] -[s7; -|ITEM([* Label], [* dv`_`_`_0], [* SetLabel(t`_(`"Label`")).LeftPosZ(8, +[s7; LAYOUT([* DlgLayout], 208, 64)&] +[s7; -|ITEM([* Upp`::Label, dv`_`_`_0, SetLabel(t`_(`"Label`")).LeftPosZ(8, 36).TopPosZ(8, 19)])&] -[s7; -|ITEM([* EditString], [* text], [* LeftPosZ(48, 92).TopPosZ(8, 19)])&] -[s7; -|ITEM([* Option], [* option], [* SetLabel(t`_(`"Option`")).LeftPosZ(8, +[s7; -|ITEM([* Upp`::EditString, text, LeftPosZ(48, 92).TopPosZ(8, 19)])&] +[s7; -|ITEM([* Upp`::Option, option, SetLabel(t`_(`"Option`")).LeftPosZ(8, 108).TopPosZ(32, 15)])&] [s7; END`_LAYOUT&] [s5; &] @@ -930,23 +913,24 @@ content of .lay file first:&] altering definition of LAYOUT, ITEM and END`_LAYOUT to produce C`+`+ code which simplified form for this example looks like&] [s5; &] -[s7; template struct With[* DlgLayout] `{&] +[s7; template &] +[s7; struct With[* DlgLayout] : Base `{&] [s7; -|[* Label] [* dv`_`_`_0];&] [s7; -|[* EditString] [* text];&] [s7; -|[* Option] [* option];&] [s7; `};&] [s7; &] [s7; template &] -[s7; CtrlLayout(With[* DlgLayout]`& dlg, const char `*title)&] +[s7; CtrlLayout(T`& dlg, const char `*title)&] [s7; `{&] [s7; -|Size sz `= Ctrl`::LayoutZoom([* 208], [* 64])&] [s7; -|dlg.SetMinSize(sz);&] [s7; -|dlg.SetRect(sz);&] [s7; -|dlg.Title(title);&] -[s7; -|[* dv`_`_`_0].[* SetLabel(t`_(`"Label`")).LeftPosZ(8, 36).TopPosZ(8, +[s7; -|dlg.[* dv`_`_`_0].[* SetLabel(t`_(`"Label`")).LeftPosZ(8, 36).TopPosZ(8, 19)];&] -[s7; -|[* text].[* LeftPosZ(48, 92).TopPosZ(8, 19)];&] -[s7; -|[* option].[* SetLabel(t`_(`"Option`")).LeftPosZ(8, 108).TopPosZ(32, +[s7; -|dlg.[* text].[* LeftPosZ(48, 92).TopPosZ(8, 19)];&] +[s7; -|dlg.[* option].[* SetLabel(t`_(`"Option`")).LeftPosZ(8, 108).TopPosZ(32, 15)];&] [s7; `}&] [s5; &] @@ -967,8 +951,9 @@ variable name used for unnamed layout members (0 is index of member).]&] [s22;:16`.2: 16.2 Upp namespace agnostic implementation&] [s5; If you prefer to write code that is namespace agnostic, you -are not forced to use namespace Upp in the context of using layouts. -Below implementation presents how you can avoid such situation:&] +are not forced to use using namespace Upp in the context of using +layouts. Below implementation presents how you can avoid such +situation:&] [s0; &] [s7; #include &] [s7; &] @@ -987,7 +972,7 @@ Below implementation presents how you can avoid such situation:&] [s7; -|MyAppWindow().Run();&] [s7; `}&] [s0; &] -[s5; Please notice that from version 2021.1 of U`+`+ framework surrounding +[s5; Please note that from version 2021.1 of U`+`+ framework surrounding inclusion with namespace is not longer required:&] [s0; &] [s7; namespace Upp `{&] @@ -1005,15 +990,15 @@ of the option.&] [s5; U`+`+ provides unified interface to determine the main value of widget via [* GetData] and [* SetData] methods. All types of values are passed using polymorphic Value.&] -[s5; &] -[s7; #include &] +[s5;* &] +[s0;l321; [C@5+59 #include ]&] [s7; &] [s7; using namespace Upp;&] [s7; &] [s7; GUI`_APP`_MAIN&] [s7; `{&] [s7; -|TopWindow app;&] -[s7; -|app.SetRect(0, 0, 200, 20);&] +[s7; -|app.SetRect(0, 0, Zx(200), Zy(20));&] [s7; -|EditString text;&] [s7; -|app.Add(text.TopPosZ(0, 20).HSizePos());&] [s7; &] @@ -1021,25 +1006,26 @@ are passed using polymorphic Value.&] [s7; -|app.Run();&] [s7; -|PromptOK((String)text.[* GetData]());&] [s7; `}&] +[s7; &] [s5; &] [s5; Because this feature is used very frequently, U`+`+ provides operator overloads for this interface `- [* operator<<`=] for SetData and [* operator`~] for GetData.&] [s5; &] -[s7; #include &] +[s0;l321; [C@5+59 #include ]&] [s7; &] [s7; using namespace Upp;&] [s7; &] [s7; GUI`_APP`_MAIN&] [s7; `{&] [s7; -|TopWindow app;&] -[s7; -|app.SetRect(0, 0, 200, 20);&] +[s7; -|app.SetRect(0, 0, Zx(200), Zy(20));&] [s7; -|EditString text;&] [s7; -|app.Add(text.TopPosZ(0, 20).HSizePos());&] [s7; &] -[s7; -|text [* <<`=] `"Some text `- operator version`";&] +[s7; -|[* text <<`=] `"Some text `- operator version`";&] [s7; -|app.Run();&] -[s7; -|PromptOK((String)[* `~]text);&] +[s7; -|PromptOK((String)[* `~text]);&] [s7; `}&] [s5; &] [s3;:18: 18. Accepting and rejecting widgets&] @@ -1064,20 +1050,21 @@ Cancel button is pressed or similar rejecting action. It simply cancels all pending operations on widget. Default implementation calls Reject for all children.&] [s5; &] -[s7; #include &] +[s0;l321; [C@5+59 #include ]&] [s7; &] [s7; using namespace Upp;&] [s7; &] [s7; GUI`_APP`_MAIN&] [s7; `{&] [s7; -|TopWindow app;&] -[s7; -|app.SetRect(0, 0, 200, 20);&] +[s7; -|app.SetRect(0, 0, Zx(200), Zy(20));&] [s7; -|EditDate date;&] [s7; -|app.Add(date.TopPosZ(0, 20).HSizePos());&] [s7; -|app.Run();&] [s7; -|if(app.[* Accept]())&] [s7; -|-|PromptOK(`"Correct date.`&`[`* `" `+ AsString(`~date));&] [s7; `}&] +[s7; &] [s5; &] [s0;= @@image:1029&260 @@ -1111,14 +1098,14 @@ interface. Flag is cleared by [* ClearModify] method.&] state, implementation of widgets is responsible for correct behaviour with respect to listed flags.&] [s5; &] -[s7; #include &] +[s0;l321; [C@5+59 #include ]&] [s7; &] [s7; using namespace Upp;&] [s7; &] [s7; GUI`_APP`_MAIN&] [s7; `{&] [s7; -|TopWindow app;&] -[s7; -|app.SetRect(0, 0, 200, 60);&] +[s7; -|app.SetRect(0, 0, Zx(200), Zy(60));&] [s7; -|EditDate date1, date2, date3;&] [s7; -|date1 <<`= date2 <<`= date3 <<`= GetSysDate();&] [s7; -|date1.[* ClearModify]();&] @@ -1131,6 +1118,7 @@ with respect to listed flags.&] [s7; -|if(date1.[* IsModified]())&] [s7; -|-|PromptOK(`"Date was modified!`");&] [s7; `}&] +[s7; &] [s5; &] [s0;= @@image:1029&460 @@ -1141,26 +1129,22 @@ with respect to listed flags.&] &] [s5; &] [s3;:20: 20. Breaking the modal loop&] -[s5; When you invoke [* Run] for your TopWindow, the new event loop -is entered. In order to exit it, e.g. by pressing the button, -you have to call TopWindow`'s [* Break] method. Argument passed -to Break is then returned from Run.&] +[s5; When you invoke [* Run] for your TopWindow, the new event loop +starts. In order to exit it, e.g. by pressing the button, you +have to call TopWindow`'s [* Break] method. Argument passed to +Break is then returned from Run.&] [s5; &] -[s7; #include &] +[s0;l321; [C@5+59 #include ]&] [s7; &] [s7; using namespace Upp;&] [s7; &] [s7; struct MyAppWindow : TopWindow `{&] [s7; -|Button exit;&] [s7; &] -[s7; -|void Exit() `{&] -[s7; -|-|[* Break](999);&] -[s7; -|`}&] -[s7; -|&] [s7; -|MyAppWindow() `{&] -[s7; -|-|SetRect(0, 0, 100, 100);&] +[s7; -|-|SetRect(0, 0, Zx(100), Zy(100));&] [s7; -|-|Add(exit.SetLabel(`"exit`").LeftPosZ(10, 64).TopPosZ(10, 24));&] -[s7; -|-|exit << `[`=`] `{ Exit(); `};&] +[s7; -|-|exit << `[`=`] `{ [* Break](999); `};&] [s7; -|`}&] [s7; `};&] [s7; &] @@ -1168,9 +1152,10 @@ to Break is then returned from Run.&] [s7; `{&] [s7; -|MyAppWindow().Run();&] [s7; `}&] +[s7; &] [s5; &] [s5; As this is very common situation, TopWindow provides another -method, [* Breaker], which returns a ane Event which, when invoked, +method, [* Breaker], which returns an Event which, when invoked, performs the [* Break].&] [s5; &] [s7; #include &] @@ -1181,7 +1166,7 @@ performs the [* Break].&] [s7; -|Button exit;&] [s7; &] [s7; -|MyAppWindow() `{&] -[s7; -|-|SetRect(0, 0, 100, 100);&] +[s7; -|-|SetRect(0, 0, Zx(100), Zy(100));&] [s7; -|-|Add(exit.SetLabel(`"exit`").LeftPosZ(10, 64).TopPosZ(10, 24));&] [s7; -|-|exit <<`= [* Breaker](999);&] [s7; -|`}&] @@ -1199,7 +1184,7 @@ provides [* Acceptor] and [* Rejector] methods providing Callbacks that invoke [* Accept] and [* Reject] as needed before calling the [* Break].&] [s5; &] -[s7; #include &] +[s0;l321; [C@5+59 #include ]&] [s7; &] [s7; using namespace Upp;&] [s7; &] @@ -1208,13 +1193,13 @@ that invoke [* Accept] and [* Reject] as needed before calling the [s7; -|EditDate date;&] [s7; &] [s7; -|MyAppWindow() `{&] -[s7; -|-|SetRect(0, 0, 200, 90);&] +[s7; -|-|SetRect(0, 0, Zx(200), Zy(90));&] [s7; -|-|Add(date.LeftPosZ(10, 80).TopPosZ(10, 20));&] [s7; -|-|Add(ok.SetLabel(`"OK`").LeftPosZ(10, 64).TopPosZ(40, 24));&] [s7; -|-|Add(cancel.SetLabel(`"Cancel`").LeftPosZ(100, 64).TopPosZ(40, 24));&] [s7; &] -[s7; -|-|ok.[* Ok]() << [* Acceptor]([*@(128.0.255) IDOK]);&] +[s7; -|-|ok.[* Ok]() << [* Acceptor]([* IDOK]);&] [s7; -|-|cancel.[* Cancel]() << [* Rejector]([*@(128.0.255) IDCANCEL]);&] [s7; -|`}&] [s7; `};&] @@ -1230,15 +1215,14 @@ that invoke [* Accept] and [* Reject] as needed before calling the [s7; -|-|Exclamation(`"Canceled`");&] [s7; -|`}&] [s7; `}&] -[s5; &] +[s7; &] +[s7; &] [s5; Calls to [* Ok] and [* Cancel] methods of Button here make Button -react to Enter and Esc keys.&] +react to Enter and Esc keys and add specific visual appearance.&] [s5; To reduce tedious tasks even further, there are [* CtrlLayoutOK], [* CtrlLayoutCancel], [* CtrlLayoutOKCancel ]etc. template functions -that both setup layout and assign Acceptors and Rejectors. For -more information about these functions please visit following -documentation [^topic`:`/`/CtrlCore`/src`/Layout`_en`-us^ site]. -Example below:&] +that both [^topic`:`/`/CtrlCore`/src`/Layout`_en`-us^ setup layout +and assign] Acceptors and Rejectors!&] [s5; &] [s7; [@(28.127.0) // main.cpp]&] [s7; #include &] @@ -1270,18 +1254,14 @@ Example below:&] 64).TopPosZ(32, 24))&] [s7; END`_LAYOUT&] [s0; &] -[s7; [@(28.127.0) // Result:]&] +[s7;@(28.127.0) &] [s7; @@rawimage:697&461 (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) &] [s0; &] -[s5; Please notice that MyAppLayout contains variables [* ok] and [* cancel] -of Button type. The naming is not accidental and CtrLayout like -functions require names to be strict.For [* CtrlLayoutExit] the -button variable should be named [* exit]. Also the `"OK`" and `"Cancel`" -buttons on above image poses characteristic images. This is all -thanks to CtrlLayoutOKCancel function[* .]&] +[s5; Please note that the layout has to contain corresponding correctly +named widgets (Button ok, cancel) in order to make this work.&] [s5; [/ Note: ][*/ IDOK][/ , ][*/ IDCANCEL][/ are predefined constants.]&] [s3;:21: 21. Creating and using custom widgets&] [s5; There is really nothing special about creating your own widgets. @@ -1350,47 +1330,37 @@ non`-modal dialog as member variable of its owner window. Non`-modal dialog is dismissed using the [* Close] method just like any other window.&] [s5; &] -[s7; #include &] +[s0;l321; [C@5+59 #include ]&] [s7; &] [s7; using namespace Upp;&] [s7; &] [s7; struct NonModalDialog : public TopWindow `{&] [s7; -|Button b;&] -[s7; -|&] -[s7; -|void DoClose() `{&] -[s7; -|-|[* Close]();&] -[s7; -|`}&] -[s7; -|&] +[s7; &] [s7; -|NonModalDialog() `{&] -[s7; -|-|SetRect(0, 0, 200, 50);&] +[s7; -|-|SetRect(0, 0, Zx(200), Zy(50));&] [s7; -|-|Add(b.SetLabel(`"Close non`-modal dialog`").SizePos());&] -[s7; -|-|b << `[`=`] `{ DoClose(); `};&] +[s7; -|-|b << `[`=`] `{ [* Close](); `};&] [s7; -|`}&] [s7; `};&] [s7; &] [s7; struct MainWindow : public TopWindow `{&] -[s7; -|[* NonModalDialog dlg];&] +[s7; -|[* NonModalDialog dlg;]&] [s7; -|Button b;&] -[s7; -|&] -[s7; -|void DoOpen() `{&] -[s7; -|-|if(dlg.IsOpen())&] -[s7; -|-|-|[* dlg.Close();]&] -[s7; -|-|else&] -[s7; -|-|-|[* dlg.Open(this);]&] -[s7; -|`}&] -[s7; -|&] +[s7; &] [s7; -|MainWindow() `{&] -[s7; -|-|SetRect(0, 0, 400, 100);&] +[s7; -|-|SetRect(0, 0, Zx(400), Zy(100));&] [s7; -|-|Add(b.SetLabel(`"Open/close non`-modal dialog`").SizePos());&] -[s7; -|-|b << `[`=`] `{ DoOpen(); `};&] +[s7; -|-|b << `[`=`] `{&] +[s7; -|-|-|if(dlg.IsOpen())&] +[s7; -|-|-|-|[* dlg.Close();]&] +[s7; -|-|-|else&] +[s7; -|-|-|-|[* dlg.Open(this);]&] +[s7; -|-|`};&] [s7; -|`}&] [s7; `};&] [s7; &] -[s7; GUI`_APP`_MAIN&] -[s7; `{&] -[s7; -|MainWindow win;&] -[s7; -|win.Run();&] -[s7; `}&] +[s7; &] [s5;/ &] [s0;= @@image:2084&940 @@ -1452,7 +1422,7 @@ Blue);&] [s7; `}&] [s7; &] [s0; &] -[s5; As you may see, all strings visible to the user are surrounded +[s5; As you can see, all strings visible to the user are surrounded by [* t`_] macro. This is the way to inform U`+`+ translation engine that string is translatable. Right now we need to create translation file. After that, we need to synchronize translation. This operation