From 547f956e0c4b71969e67d666a99ee7fd899731aa Mon Sep 17 00:00:00 2001 From: klugier Date: Sat, 14 Nov 2020 00:20:35 +0000 Subject: [PATCH] CtrlLib, Doc: GUI tutorial now points to layout designer documentation. git-svn-id: svn://ultimatepp.org/upp/trunk@15411 f0d560ea-af0d-0410-9eb7-867de7ffcac7 --- uppsrc/CtrlLib/srcdoc.tpp/Tutorial_en-us.tpp | 17 +++++++++++------ 1 file changed, 11 insertions(+), 6 deletions(-) diff --git a/uppsrc/CtrlLib/srcdoc.tpp/Tutorial_en-us.tpp b/uppsrc/CtrlLib/srcdoc.tpp/Tutorial_en-us.tpp index ca13e02d6..01ac8d284 100644 --- a/uppsrc/CtrlLib/srcdoc.tpp/Tutorial_en-us.tpp +++ b/uppsrc/CtrlLib/srcdoc.tpp/Tutorial_en-us.tpp @@ -88,11 +88,11 @@ applications (i18n)]&] [s22;:1`_1: 1.1 Creating GUI application project from template&] [s5; Before we start writing GUI applications, first we need to learn 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 +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] +[* 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:&] @@ -883,9 +883,14 @@ to simplify this task.&] (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) &] [s5; &] -[s5; Visual design in U`+`+ is called `"layout`" and group of layouts -is stored in .lay file. Format of .lay files is such that it -can be directly included into C`+`+:&] +[s5; Visual design in U`+`+ is called [* Layout designer. ]Its documentation +is available [^topic`:`/`/ide`/app`/LayoutDes`_en`-us^ here]. You +will found there very valuable information that will allow you +work to smoothly. You will learn from there how to add widgets +on the layout and how to change widget properties. This is why +many aspects are omitted in this lesson.&] +[s5; 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 &] [s7; &]