From e2c50183e6bed3b9a4d52b94e961cf10ce97d3f0 Mon Sep 17 00:00:00 2001 From: Mirek Fidler Date: Thu, 28 Sep 2023 11:28:38 +0200 Subject: [PATCH 01/14] RichText: Fixed underline problem, .uppbox --- autotest/RichTextHtml/Out.html | 24 +++++++++++++++--------- autotest/RichTextHtml/Test.qtf | 4 ++++ uppbox/Scripts/updateinfo.txt | 4 ++-- uppsrc/RichText/EncodeHTML.cpp | 22 ++++++---------------- 4 files changed, 27 insertions(+), 27 deletions(-) diff --git a/autotest/RichTextHtml/Out.html b/autotest/RichTextHtml/Out.html index 5af87d35f..78b573e08 100644 --- a/autotest/RichTextHtml/Out.html +++ b/autotest/RichTextHtml/Out.html @@ -1,25 +1,31 @@

Normal text

Bold text

Italic

-

Underline

+

Underline

+

   Underline with indent

 

+

    Underline Normal text Bold text Italic ALL

+

 

+

  Strikeout

 

Standard paragraph. Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Mauris dictum facilisis augue. Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Quis autem vel eum iure reprehenderit qui in ea voluptate velit esse quam nihil molestiae consequatur, vel illum qui dolorem eum fugiat quo voluptas nulla pariatur? Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Mauris dictum facilisis augue. Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Quis autem vel eum iure reprehenderit qui in ea voluptate velit esse quam nihil molestiae consequatur, vel illum qui dolorem eum fugiat quo voluptas nulla pariatur? Curabitur vitae diam non enim vestibulum interdum. Neque porro quisquam est, qui dolorem ipsum quia dolor sit amet, consectetur, adipisci velit, sed quia non numquam eius modi tempora incidunt ut labore et dolore magnam aliquam quaerat voluptatem. Etiam sapien elit, consequat eget, tristique non, venenatis quis, ante. Integer tempor. Morbi leo mi, nonummy eget tristique non, rhoncus non leo. Phasellus rhoncus.

 

 

-

1.5 line spacing. Vivamus porttitor turpis ac leo. Mauris dictum facilisis augue. Nam quis nulla. Curabitur ligula sapien, pulvinar a vestibulum quis, facilisis vel sapien. Vivamus ac leo pretium faucibus. Pellentesque arcu.Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Mauris dictum facilisis augue. Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Quis autem vel eum iure reprehenderit qui in ea voluptate velit esse quam nihil molestiae consequatur, vel illum qui dolorem eum fugiat quo voluptas nulla pariatur? Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Mauris dictum facilisis augue. Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Quis autem vel eum iure reprehenderit qui in ea voluptate velit esse quam nihil molestiae consequatur, vel illum qui dolorem eum fugiat quo voluptas nulla pariatur? Curabitur vitae diam non enim vestibulum interdum. Neque porro quisquam est, qui dolorem ipsum quia dolor sit amet, consectetur, adipisci velit, sed quia non numquam eius modi tempora incidunt ut labore et dolore magnam aliquam quaerat voluptatem. Etiam sapien elit, consequat eget, tristique non, venenatis quis, ante. Integer tempor. Morbi leo mi, nonummy eget tristique non, rhoncus non leo. Phasellus rhoncus.

+

1.5 line spacing. Vivamus porttitor turpis ac leo. Mauris dictum facilisis augue. Nam quis nulla. Curabitur ligula sapien, pulvinar a vestibulum quis, facilisis vel sapien. Vivamus ac leo pretium faucibus. Pellentesque arcu.Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Mauris dictum facilisis augue. Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Quis autem vel eum iure reprehenderit qui in ea voluptate velit esse quam nihil molestiae consequatur, vel illum qui dolorem eum fugiat quo voluptas nulla pariatur? Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Mauris dictum facilisis augue. Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Quis autem vel eum iure reprehenderit qui in ea voluptate velit esse quam nihil molestiae consequatur, vel illum qui dolorem eum fugiat quo voluptas nulla pariatur? Curabitur vitae diam non enim vestibulum interdum. Neque porro quisquam est, qui dolorem ipsum quia dolor sit amet, consectetur, adipisci velit, sed quia non numquam eius modi tempora incidunt ut labore et dolore magnam aliquam quaerat voluptatem. Etiam sapien elit, consequat eget, tristique non, venenatis quis, ante. Integer tempor. Morbi leo mi, nonummy eget tristique non, rhoncus non leo. Phasellus rhoncus.

 

-

2.0 line spacing. Pellentesque sapien. Nulla turpis magna, cursus sit amet, suscipit a, interdum id, felis. Integer in sapien. Cum sociis natoque penatibus et magnis dis parturient montes, nascetur ridiculus mus. Suspendisse sagittis ultrices augue. Nullam lectus justo, vulputate eget mollis sed, tempor sed magna.Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Mauris dictum facilisis augue. Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Quis autem vel eum iure reprehenderit qui in ea voluptate velit esse quam nihil molestiae consequatur, vel illum qui dolorem eum fugiat quo voluptas nulla pariatur? Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Mauris dictum facilisis augue. Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Quis autem vel eum iure reprehenderit qui in ea voluptate velit esse quam nihil molestiae consequatur, vel illum qui dolorem eum fugiat quo voluptas nulla pariatur? Curabitur vitae diam non enim vestibulum interdum. Neque porro quisquam est, qui dolorem ipsum quia dolor sit amet, consectetur, adipisci velit, sed quia non numquam eius modi tempora incidunt ut labore et dolore magnam aliquam quaerat voluptatem. Etiam sapien elit, consequat eget, tristique non, venenatis quis, ante. Integer tempor. Morbi leo mi, nonummy eget tristique non, rhoncus non leo. Phasellus rhoncus.

+

2.0 line spacing. Pellentesque sapien. Nulla turpis magna, cursus sit amet, suscipit a, interdum id, felis. Integer in sapien. Cum sociis natoque penatibus et magnis dis parturient montes, nascetur ridiculus mus. Suspendisse sagittis ultrices augue. Nullam lectus justo, vulputate eget mollis sed, tempor sed magna.Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Mauris dictum facilisis augue. Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Quis autem vel eum iure reprehenderit qui in ea voluptate velit esse quam nihil molestiae consequatur, vel illum qui dolorem eum fugiat quo voluptas nulla pariatur? Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Mauris dictum facilisis augue. Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Quis autem vel eum iure reprehenderit qui in ea voluptate velit esse quam nihil molestiae consequatur, vel illum qui dolorem eum fugiat quo voluptas nulla pariatur? Curabitur vitae diam non enim vestibulum interdum. Neque porro quisquam est, qui dolorem ipsum quia dolor sit amet, consectetur, adipisci velit, sed quia non numquam eius modi tempora incidunt ut labore et dolore magnam aliquam quaerat voluptatem. Etiam sapien elit, consequat eget, tristique non, venenatis quis, ante. Integer tempor. Morbi leo mi, nonummy eget tristique non, rhoncus non leo. Phasellus rhoncus.

 

 

\ No newline at end of file diff --git a/autotest/RichTextHtml/Test.qtf b/autotest/RichTextHtml/Test.qtf index 706107d50..4fc6b15e6 100644 --- a/autotest/RichTextHtml/Test.qtf +++ b/autotest/RichTextHtml/Test.qtf @@ -4,7 +4,11 @@ [s0; [* Bold text]&] [s0; [*/ Italic]&] [s0; [*_ Underline]&] +[s0; [* ][*_ Underline with indent]&] [s0; &] +[s0; -|[*_ Underline][* ]Normal text [* Bold text ][/ Italic ][*/_ ALL]&] +[s0;*_ &] +[s0; [- Strikeout]&] [s0; &] [s0; Standard paragraph. Lorem ipsum dolor sit amet, consectetuer adipiscing elit. Mauris dictum facilisis augue. Lorem ipsum dolor diff --git a/uppbox/Scripts/updateinfo.txt b/uppbox/Scripts/updateinfo.txt index c58b0a7f7..07f50e18a 100644 --- a/uppbox/Scripts/updateinfo.txt +++ b/uppbox/Scripts/updateinfo.txt @@ -69,7 +69,7 @@ test upptst/Https with CLANG, release, debug netasm, strawberry perl -make sure Scripts folder is on path +make sure Scripts folder is on windows path from perl prompt run @@ -110,7 +110,7 @@ libcrypto_static.lib, libssl_static.lib -> bin/openssl/lib64/crypto.lib, ssl.lib 2020-09-03: 1.1.1g 2022-03-05: 1.1.1n - +2023-09-28: 1.1.1w ------------------------------------------------------------------ plugin/jpg diff --git a/uppsrc/RichText/EncodeHTML.cpp b/uppsrc/RichText/EncodeHTML.cpp index b012d1636..520cb97c2 100644 --- a/uppsrc/RichText/EncodeHTML.cpp +++ b/uppsrc/RichText/EncodeHTML.cpp @@ -17,8 +17,6 @@ String HtmlFontStyle(Font f, Font base) style << (f.IsBold() ? "font-weight:bold;" : "font-weight:normal;"); if(f.IsItalic() != base.IsItalic()) style << (f.IsItalic() ? "font-style:italic;" : "font-style:normal;"); - if(f.IsUnderline() != base.IsUnderline()) - style << (f.IsUnderline() ? "text-decoration:underline;" : "text-decoration:none;"); return style; } @@ -33,18 +31,6 @@ String HtmlFontStyle(Font f) style << Sprintf("font-size:%dpt;", f.GetHeight() * 72 / 600); style << (f.IsBold() ? "font-weight:bold;" : "font-weight:normal;"); style << (f.IsItalic() ? "font-style:italic;" : "font-style:normal;"); - if(f.IsUnderline() || f.IsStrikeout()) { - style << "text-decoration:"; - if(f.IsUnderline()) - style << "underline"; - if(f.IsStrikeout()) { - if(f.IsUnderline()) - style << ' '; - style << "line-through"; - } - } - else - style << "text-decoration:none;"; return style; } @@ -270,9 +256,13 @@ String AsHtml(const RichTxt& text, const RichStyles& styles, Index& css, html << ""; endtag = "" + endtag; } + if(part.format.IsUnderline()) { + html << ""; + endtag = "" + endtag; + } if(part.format.IsStrikeout()) { - html << ""; - endtag = "" + endtag; + html << ""; + endtag = "" + endtag; } if(part.format.capitals) { html << ""; From 63b86ae8f54e03deca088afdce9afbea378a47f8 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Zbigniew=20R=C4=99bacz?= Date: Fri, 29 Sep 2023 09:33:01 +0200 Subject: [PATCH 02/14] CtrlLib, Doc: cosmetics in GUI Tutorial. --- uppsrc/CtrlLib/srcdoc.tpp/Tutorial_en-us.tpp | 15 +++++---------- 1 file changed, 5 insertions(+), 10 deletions(-) diff --git a/uppsrc/CtrlLib/srcdoc.tpp/Tutorial_en-us.tpp b/uppsrc/CtrlLib/srcdoc.tpp/Tutorial_en-us.tpp index 930ef0028..3d2c1154b 100644 --- a/uppsrc/CtrlLib/srcdoc.tpp/Tutorial_en-us.tpp +++ b/uppsrc/CtrlLib/srcdoc.tpp/Tutorial_en-us.tpp @@ -1075,17 +1075,12 @@ 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.&] +[* Zx] and [* Zy] scale the horizontal or vertical distance. Logical +coordinate methods that end with [* Z] (like [* LeftPosZ ]or [* TopPosZ]) +are then scaling the values with these functions.&] [s5; &] -[s7; GUI`_APP`_MAIN&] -[s7; `{&] -[s7; -|MyAppWindow app;&] -[s7; -|app.Run();&] -[s7; `}&] -[s0;l320;%- [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 CtrlLib][C@(0.0.255)+75 / -][C+75 CtrlLib][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s7;%- [@(128.0.255) #include][@0 ][@(0.0.255) <][@0 CtrlLib][@(0.0.255) /][@0 CtrlLib][@(0.0.255) . +][@0 h][@(0.0.255) >]&] [s0;l320;C+75%- &] [s0;l320;%- [*C@(0.0.255)+75 using][C+75 ][*C@(0.0.255)+75 namespace][C+75 Upp;]&] From e0bf5a0a35606e53c3bfdbe74a6a9befc08efb11 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Zbigniew=20R=C4=99bacz?= Date: Sun, 1 Oct 2023 09:41:47 +0200 Subject: [PATCH 03/14] CtrlLib, Doc: Removed virtual keyword from tutorials in favor of override. --- tutorial/Gui04/main.cpp | 2 +- tutorial/Gui05/main.cpp | 6 +- tutorial/Gui08/main.cpp | 2 +- tutorial/Gui09/main.cpp | 2 +- tutorial/Gui21/main.cpp | 4 +- tutorial/Gui23/main.cpp | 2 +- uppsrc/CtrlLib/srcdoc.tpp/Tutorial_en-us.tpp | 63 +++++++++----------- 7 files changed, 36 insertions(+), 45 deletions(-) diff --git a/tutorial/Gui04/main.cpp b/tutorial/Gui04/main.cpp index fa1481464..ba00eb2c2 100644 --- a/tutorial/Gui04/main.cpp +++ b/tutorial/Gui04/main.cpp @@ -3,7 +3,7 @@ using namespace Upp; struct MyAppWindow : TopWindow { - virtual void Paint(Draw& w) override { + void Paint(Draw& w) override { w.DrawRect(GetSize(), SWhite()); w.DrawText(20, 20, "Hello world!", Arial(30), Magenta); } diff --git a/tutorial/Gui05/main.cpp b/tutorial/Gui05/main.cpp index af56bfc5f..aa09f1cd7 100644 --- a/tutorial/Gui05/main.cpp +++ b/tutorial/Gui05/main.cpp @@ -6,17 +6,17 @@ struct MyAppWindow : TopWindow { Point p; String text; - virtual void LeftDown(Point pos, dword flags) override { + void LeftDown(Point pos, dword flags) override { p = pos; Refresh(); } - virtual void MouseMove(Point pos, dword flags) override { + void MouseMove(Point pos, dword flags) override { text = Format("[%d:%d]", pos.x, pos.y); Refresh(); } - virtual void Paint(Draw& w) override { + void Paint(Draw& w) override { w.DrawRect(GetSize(), SWhite); w.DrawText(p.x, p.y, text, Arial(20), Magenta); } diff --git a/tutorial/Gui08/main.cpp b/tutorial/Gui08/main.cpp index 39e10dcf6..2aa402df9 100644 --- a/tutorial/Gui08/main.cpp +++ b/tutorial/Gui08/main.cpp @@ -8,7 +8,7 @@ struct MyAppWindow : TopWindow { Break(); } - virtual void RightDown(Point, dword) override { + void RightDown(Point, dword) override { MenuBar::Execute( [=](Bar& bar) { bar.Add("Exit", [=] { Exit(); }); diff --git a/tutorial/Gui09/main.cpp b/tutorial/Gui09/main.cpp index 7b483e086..95f18fbbe 100644 --- a/tutorial/Gui09/main.cpp +++ b/tutorial/Gui09/main.cpp @@ -8,7 +8,7 @@ struct MyAppWindow : TopWindow { Break(); } - virtual void RightDown(Point, dword) override { + void RightDown(Point, dword) override { int result = Null; MenuBar menu; for(int i = 0; i < 10; i++) diff --git a/tutorial/Gui21/main.cpp b/tutorial/Gui21/main.cpp index fde7e34cb..04f7bfdd6 100644 --- a/tutorial/Gui21/main.cpp +++ b/tutorial/Gui21/main.cpp @@ -5,12 +5,12 @@ using namespace Upp; struct MyCtrl : public Ctrl { int count = 0; - virtual void Paint(Draw& w) override { + void Paint(Draw& w) override { w.DrawRect(GetSize(), White()); w.DrawText(2, 2, AsString(count)); } - virtual void LeftDown(Point, dword) override { + void LeftDown(Point, dword) override { count++; Refresh(); } diff --git a/tutorial/Gui23/main.cpp b/tutorial/Gui23/main.cpp index 896802081..f6f18b27e 100644 --- a/tutorial/Gui23/main.cpp +++ b/tutorial/Gui23/main.cpp @@ -11,7 +11,7 @@ struct MyAppWindow : TopWindow { Zoomable().Sizeable().SetRect(0, 0, 550, 100); } - virtual void Paint(Draw& w) override { + void Paint(Draw& w) override { w.DrawRect(GetSize(), SLtYellow); w.DrawText(20, 20, t_("Hello translation engine!"), Arial(30), Blue); } diff --git a/uppsrc/CtrlLib/srcdoc.tpp/Tutorial_en-us.tpp b/uppsrc/CtrlLib/srcdoc.tpp/Tutorial_en-us.tpp index 3d2c1154b..75558c795 100644 --- a/uppsrc/CtrlLib/srcdoc.tpp/Tutorial_en-us.tpp +++ b/uppsrc/CtrlLib/srcdoc.tpp/Tutorial_en-us.tpp @@ -224,9 +224,8 @@ Upp;]&] [s0;l320;~~~32~32;C+75%- &] [s0;l320;~~~32~32;%- [*C@(0.0.255)+75 struct][C+75 MyAppWindow ][C@(0.0.255)+75 :][C+75 TopWindow `{]&] -[s0;l320;~~~32~32;%- [C+75 ][*_C@(0.0.255)+75 virtual][*_C+75 ][*_C@(0.0.255)+75 void][*_C+75 -Paint(Draw][*_C@(0.0.255)+75 `&][*_C+75 w) ][*_C@(0.0.255)+75 override][*_C+75 -`{]&] +[s0;l320;~~~32~32;%- [C+75 ][*_C@(0.0.255)+75 void][*_C+75 Paint(Draw][*_C@(0.0.255)+75 `& +][*_C+75 w) ][*_C@(0.0.255)+75 override][*_C+75 `{]&] [s0;l320;~~~32~32;%- [C+75 ][*_C+75 w][*_C@(0.0.255)+75 .][*_C+75 DrawRect(GetSize(), SWhite());]&] [s0;l320;~~~32~32;%- [C+75 ][*_C+75 w][*_C@(0.0.255)+75 .][*_C+75 DrawText(][*_C@3+75 2 @@ -278,25 +277,24 @@ TopWindow `{]&] [s0;l320;%- [C+75 Point p;]&] [s0;l320;%- [C+75 String text;]&] [s0;l320;C+75%- &] -[s0;l320;%- [*C+75 ][*_C@(0.0.255)+75 virtual][*_C+75 ][*_C@(0.0.255)+75 void][*_C+75 -LeftDown(Point pos, ][*_C@(0.128.128)+75 dword][*_C+75 flags) ][*_C@(0.0.255)+75 overr -ide][*_C+75 `{]&] +[s0;l320;%- [*C+75 ][*_C@(0.0.255)+75 void][*_C+75 LeftDown(Point +pos, ][*_C@(0.128.128)+75 dword][*_C+75 flags) ][*_C@(0.0.255)+75 override][*_C+75 +`{]&] [s0;l320;%- [*C+75 ][*_C+75 p ][*_C@(0.0.255)+75 `=][*_C+75 pos;]&] [s0;l320;%- [*C+75 ][*_C+75 Refresh();]&] [s0;l320;%- [*C+75 ][*_C+75 `}]&] [s0;l320;*C+75%- &] -[s0;l320;%- [*C+75 ][*_C@(0.0.255)+75 virtual][*_C+75 ][*_C@(0.0.255)+75 void][*_C+75 -MouseMove(Point pos, ][*_C@(0.128.128)+75 dword][*_C+75 flags) ][*_C@(0.0.255)+75 over -ride][*_C+75 `{]&] +[s0;l320;%- [*C+75 ][*_C@(0.0.255)+75 void][*_C+75 MouseMove(Point +pos, ][*_C@(0.128.128)+75 dword][*_C+75 flags) ][*_C@(0.0.255)+75 override][*_C+75 +`{]&] [s0;l320;%- [*C+75 ][*_C+75 text ][*_C@(0.0.255)+75 `=][*_C+75 Format(][*_C@3+75 `"`[][*_C@(0.0.255)+75 % d][*_C@3+75 :][*_C@(0.0.255)+75 %d][*_C@3+75 `]`"][*_C+75 , pos][*_C@(0.0.255)+75 .][*_C+75 x, pos][*_C@(0.0.255)+75 .][*_C+75 y);]&] [s0;l320;%- [*C+75 ][*_C+75 Refresh();]&] [s0;l320;%- [*C+75 ][*_C+75 `}]&] [s0;l320;C+75%- &] -[s0;l320;%- [C+75 ][*C@(0.0.255)+75 virtual][C+75 ][*C@(0.0.255)+75 void][C+75 -Paint(Draw][C@(0.0.255)+75 `&][C+75 w) ][*C@(0.0.255)+75 override][C+75 -`{]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 void][C+75 Paint(Draw][C@(0.0.255)+75 `&][C+75 +w) ][*C@(0.0.255)+75 override][C+75 `{]&] [s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawRect(GetSize(), SWhite);]&] [s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawText(p][C@(0.0.255)+75 .][C+75 x, @@ -502,9 +500,8 @@ MyApp?`"][C+75 ))]&] [s0;l320;%- [C+75 Break();]&] [s0;l320;%- [C+75 `}]&] [s0;l320;C+75%- &] -[s0;l320;%- [C+75 ][*C@(0.0.255)+75 virtual][C+75 ][*C@(0.0.255)+75 void][C+75 -RightDown(Point, ][C@(0.128.128)+75 dword][C+75 ) ][*C@(0.0.255)+75 override][C+75 -`{]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 void][C+75 RightDown(Point, ][C@(0.128.128)+75 dword +][C+75 ) ][*C@(0.0.255)+75 override][C+75 `{]&] [s0;l320;%- [C+75 ][*_C+75 MenuBar][*_C@(0.0.255)+75 `::][*_C+75 Execute(]&] [s0;l320;%- [C+75 ][*_C@(0.0.255)+75 `[`=`]][*_C+75 (Bar][*_C@(0.0.255)+75 `&][*_C+75 bar) `{]&] @@ -550,9 +547,8 @@ MyApp?`"][C+75 ))]&] [s0;l320;%- [C+75 Break();]&] [s0;l320;%- [C+75 `}]&] [s0;l320;C+75%- &] -[s0;l320;%- [C+75 ][*C@(0.0.255)+75 virtual][C+75 ][*C@(0.0.255)+75 void][C+75 -RightDown(Point, ][C@(0.128.128)+75 dword][C+75 ) ][*C@(0.0.255)+75 override][C+75 -`{]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 void][C+75 RightDown(Point, ][C@(0.128.128)+75 dword +][C+75 ) ][*C@(0.0.255)+75 override][C+75 `{]&] [s0;l320;%- [C+75 ][*C@(0.0.255)+75 int][C+75 ][*_C+75 result][*C+75 ][C@(0.0.255)+75 `=][C+75 ][C@(0.128.128)+75 Null][C+75 ;]&] [s0;l320;%- [C+75 ][*_C+75 MenuBar menu][C+75 ;]&] @@ -1550,8 +1546,7 @@ react to Enter and Esc keys and add specific visual appearance.&] [* CtrlLayoutCancel], [* CtrlLayoutOKCancel ]etc. template functions that both [^topic`:`/`/CtrlCore`/src`/Layout`_en`-us^ setup layout and assign] Acceptors and Rejectors!&] -[s5; &] -[s7; [@(28.127.0) // main.cpp]&] +[s5; [/ main.cpp:]&] [s0;l320;~~~>32;%- [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 CtrlLib][C@(0.0.255)+75 / ][C+75 CtrlLib][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] [s0;l320;~~~>32;C+75%- &] @@ -1580,8 +1575,8 @@ d][C@(0.0.255)+75 /][C+75 myapp][C@(0.0.255)+75 .][C+75 lay][C@(0.0.255)+75 >]&] [s0;l320;~~~>32;%- [C+75 Exclamation(][C@3+75 `"Canceled`"][C+75 );]&] [s0;l320;~~~>32;%- [C+75 `}]&] [s0;l320;~~~>32;%- [C+75 `}]&] -[s7; &] -[s7; [@(28.127.0) // myapp.lay]&] +[s5;%- &] +[s5; [/ myapp.lay:]&] [s0;l320;%- [*C@(0.0.255)+75 LAYOUT][C+75 (MyAppLayout, ][C@3+75 148][C+75 , ][C@3+75 64][C+75 )]&] [s0;l320;%- [C+75 ][*C@(0.0.255)+75 ITEM][C+75 (Upp][C@(0.0.255)+75 `::][C+75 EditDate, @@ -1596,7 +1591,7 @@ opPosZ(][C@3+75 32][C+75 , ][C@3+75 24][C+75 ))]&] ][C+75 )][C@(0.0.255)+75 .][C+75 LeftPosZ(][C@3+75 76][C+75 , ][C@3+75 64][C+75 )][C@(0.0.255)+75 . ][C+75 TopPosZ(][C@3+75 32][C+75 , ][C@3+75 24][C+75 ))]&] [s0;l320;%- [*C@(0.0.255)+75 END][C@(0.0.255)+75 `_][*C@(0.0.255)+75 LAYOUT]&] -[s0; &] +[s5; &] [s7;@(28.127.0) &] [s7; @@rawimage:697&461 @@ -1618,18 +1613,16 @@ Ctrl `{]&] [s0;l320;%- [C+75 ][*C@(0.0.255)+75 int][C+75 count ][C@(0.0.255)+75 `=][C+75 ][C@3+75 0][C+75 ;]&] [s0;l320;C+75%- &] -[s0;l320;%- [C+75 ][*C@(0.0.255)+75 virtual][C+75 ][*C@(0.0.255)+75 void][C+75 -Paint(Draw][C@(0.0.255)+75 `&][C+75 w) ][*C@(0.0.255)+75 override][C+75 -`{]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 void][C+75 Paint(Draw][C@(0.0.255)+75 `&][C+75 +w) ][*C@(0.0.255)+75 override][C+75 `{]&] [s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawRect(GetSize(), White());]&] [s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawText(][C@3+75 2][C+75 , ][C@3+75 2][C+75 , AsString(count));]&] [s0;l320;%- [C+75 `}]&] [s0;l320;C+75%- &] -[s0;l320;%- [C+75 ][*C@(0.0.255)+75 virtual][C+75 ][*C@(0.0.255)+75 void][C+75 -LeftDown(Point, ][C@(0.128.128)+75 dword][C+75 ) ][*C@(0.0.255)+75 override][C+75 -`{]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 void][C+75 LeftDown(Point, ][C@(0.128.128)+75 dword][C+75 ) + ][*C@(0.0.255)+75 override][C+75 `{]&] [s0;l320;%- [C+75 count][C@(0.0.255)+75 `+`+][C+75 ;]&] [s0;l320;%- [C+75 Refresh();]&] [s0;l320;%- [C+75 `}]&] @@ -1749,8 +1742,7 @@ create an application that will support multiple locales. For this purpose, we will pick up one of the previous example in which simple text is displayed inside the window, and we will add translation support to it:&] -[s0; &] -[s7; [@(28.127.0) // main.cpp]&] +[s5; [/ main.cpp:]&] [s7;%- [@(128.0.255) #include][@0 ][@(0.0.255) <][@0 CtrlLib][@(0.0.255) /][@0 CtrlLib][@(0.0.255) . ][@0 h][@(0.0.255) >]&] [s0;l320;C+75%- &] @@ -1773,9 +1765,8 @@ My application`"][*_C@(0.128.128)$(255.255.192)+75 )][C+75 );]&] etRect(][C@3+75 0][C+75 , ][C@3+75 0][C+75 , ][C@3+75 550][C+75 , ][C@3+75 100][C+75 );]&] [s0;l320;%- [C+75 `}]&] [s0;l320;%- [C+75 ]&] -[s0;l320;%- [C+75 ][*C@(0.0.255)+75 virtual][C+75 ][*C@(0.0.255)+75 void][C+75 -Paint(Draw][C@(0.0.255)+75 `&][C+75 w) ][*C@(0.0.255)+75 override][C+75 -`{]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 void][C+75 Paint(Draw][C@(0.0.255)+75 `&][C+75 +w) ][*C@(0.0.255)+75 override][C+75 `{]&] [s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawRect(GetSize(), SLtYellow);]&] [s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawText(][C@3+75 20][C+75 , @@ -1823,12 +1814,12 @@ our users use.&] [s5; The generated file with translated entries is located below. For the purpose of this section we used electronic translator, so for any errors we are sorry.&] -[s0; &] +[s5; [/ Gui23.t:]&] [s7; [@(28.127.0) // Gui23.t]&] [s0;l320;%- [C+75 #ifdef `_MSC`_VER]&] [s0;l320;%- [C+75 #pragma setlocale(][C@3+75 `"C`"][C+75 )]&] [s0;l320;%- [C+75 #endif]&] -[s0;l320;%- [/C+75 // main.cpp]&] +[s0;l320;%- [/C@4+75 // main.cpp]&] [s0;l320;C+75%- &] [s0;l320;%- [*C@(0.0.255)+75 T][C@(0.0.255)+75 `_][C+75 (][C@3+75 `"My application`"][C+75 )]&] [s0;l320;%- [C@(0.128.128)+75 csCZ][C+75 (][C@3+75 `"Moje aplikace`"][C+75 )]&] From b86d4aa9d96fc5a9e38151fade106bac04cf79d9 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Zbigniew=20R=C4=99bacz?= Date: Sun, 1 Oct 2023 09:58:27 +0200 Subject: [PATCH 04/14] Draw, Doc: Draw tutorial modernized to new hilighting. --- tutorial/Draw01/main.cpp | 2 +- tutorial/Draw03/main.cpp | 2 +- tutorial/Draw04/main.cpp | 2 +- tutorial/Draw05/main.cpp | 2 +- uppsrc/Draw/srcdoc.tpp/DrawTutorial_en-us.tpp | 685 ++++++++++-------- 5 files changed, 404 insertions(+), 289 deletions(-) diff --git a/tutorial/Draw01/main.cpp b/tutorial/Draw01/main.cpp index ecb9d07be..bcd9a4009 100644 --- a/tutorial/Draw01/main.cpp +++ b/tutorial/Draw01/main.cpp @@ -3,7 +3,7 @@ using namespace Upp; struct MyApp : TopWindow { - virtual void Paint(Draw& w) override { + void Paint(Draw& w) override { w.DrawRect(GetSize(), White()); w.DrawRect(10, 10, 60, 80, Green()); diff --git a/tutorial/Draw03/main.cpp b/tutorial/Draw03/main.cpp index 814fde5af..e054e37ad 100644 --- a/tutorial/Draw03/main.cpp +++ b/tutorial/Draw03/main.cpp @@ -5,7 +5,7 @@ using namespace Upp; struct MyApp : TopWindow { DropList font_list; - virtual void Paint(Draw& w) override { + void Paint(Draw& w) override { const String text = "Programming is fun"; Font fnt(~font_list, 60); diff --git a/tutorial/Draw04/main.cpp b/tutorial/Draw04/main.cpp index d6fbeb1a4..3df2636b0 100644 --- a/tutorial/Draw04/main.cpp +++ b/tutorial/Draw04/main.cpp @@ -5,7 +5,7 @@ using namespace Upp; struct MyApp : TopWindow { Drawing drawing; - virtual void Paint(Draw& w) override { + void Paint(Draw& w) override { w.DrawRect(GetSize(), White()); w.DrawDrawing(10, 10, 50, 60, drawing); w.DrawDrawing(100, 10, 150, 100, drawing); diff --git a/tutorial/Draw05/main.cpp b/tutorial/Draw05/main.cpp index 50618a297..bc576739a 100644 --- a/tutorial/Draw05/main.cpp +++ b/tutorial/Draw05/main.cpp @@ -5,7 +5,7 @@ using namespace Upp; struct MyApp : TopWindow { Image image; - virtual void Paint(Draw& w) override { + void Paint(Draw& w) override { w.DrawRect(GetSize(), Cyan()); w.DrawImage(10, 10, image); } diff --git a/uppsrc/Draw/srcdoc.tpp/DrawTutorial_en-us.tpp b/uppsrc/Draw/srcdoc.tpp/DrawTutorial_en-us.tpp index 5436989f6..aa122a801 100644 --- a/uppsrc/Draw/srcdoc.tpp/DrawTutorial_en-us.tpp +++ b/uppsrc/Draw/srcdoc.tpp/DrawTutorial_en-us.tpp @@ -22,334 +22,449 @@ topic "Draw Tutorial"; [b50;2 $$21,21#03324558446220344731010354752573:Par] [i448;a25;kKO9;*@(64)2 $$22,0#37138531426314131252341829483370:item] [2 $$0,0#00000000000000000000000000000000:Default] -[{_}%EN-US -[s2; Draw tutorial&] -[s3; Table of contents&] -[s0; &] -[s0; [^topic`:`/`/Draw`/srcdoc`/DrawTutorial`$en`-us`#1^ 1. Basic drawing -operations]&] -[s0; [^topic`:`/`/Draw`/srcdoc`/DrawTutorial`$en`-us`#2^ 2. Offsets +[{_} +[s2;%% Draw tutorial&] +[s3;%% Table of contents&] +[s0;%% &] +[s0;%% [^topic`:`/`/Draw`/srcdoc`/DrawTutorial`$en`-us`#1^ 1. Basic +drawing operations]&] +[s0;%% [^topic`:`/`/Draw`/srcdoc`/DrawTutorial`$en`-us`#2^ 2. Offsets and clipping]&] -[s0; [^topic`:`/`/Draw`/srcdoc`/DrawTutorial`$en`-us`#3^ 3. Fonts and -font metrics]&] -[s0; [^topic`:`/`/Draw`/srcdoc`/DrawTutorial`$en`-us`#4^ 4. DrawingDraw]&] -[s0; [^topic`:`/`/Draw`/srcdoc`/DrawTutorial`$en`-us`#5^ 5. ImageDraw]&] -[s0; [^topic`:`/`/Draw`/srcdoc`/DrawTutorial`$en`-us`#6^ 6. Printing]&] -[s0; &] -[s3;:1: 1. Basic drawing operations&] -[s5; Draw class is base class representing graphical output. It is -intentionally designed with quite limited set of easy to use +[s0;%% [^topic`:`/`/Draw`/srcdoc`/DrawTutorial`$en`-us`#3^ 3. Fonts +and font metrics]&] +[s0;%% [^topic`:`/`/Draw`/srcdoc`/DrawTutorial`$en`-us`#4^ 4. DrawingDraw]&] +[s0;%% [^topic`:`/`/Draw`/srcdoc`/DrawTutorial`$en`-us`#5^ 5. ImageDraw]&] +[s0;%% [^topic`:`/`/Draw`/srcdoc`/DrawTutorial`$en`-us`#6^ 6. Printing]&] +[s0;%% &] +[s3;:1:%% 1. Basic drawing operations&] +[s5;%% Draw class is base class representing graphical output. It +is intentionally designed with quite limited set of easy to use drawing primitives. Unlike most of other similar classes in competing toolkits, U`+`+ drawing operations are [*/ stateless] `- there is no separate setup of e.g. line width, pen color etc, all necessary painting attributes are parameters of respective methods.&] -[s7; &] -[s7; #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s7; struct MyApp : TopWindow `{&] -[s7; -|virtual void Paint(Draw`& w) override `{&] -[s7; -|-|w.[* DrawRect](GetSize(), White());&] -[s7; &] -[s7; -|-|w.[* DrawRect](10, 10, 60, 80, Green());&] -[s7; &] -[s7; -|-|w.[* DrawLine](100, 10, 160, 80, 0, Black());&] -[s7; -|-|w.[* DrawLine](160, 10, 100, 80, 4, Red());&] -[s7; -|-|w.[* DrawLine](160, 40, 100, 50, PEN`_DOT, Red());&] -[s7; &] -[s7; -|-|w.[* DrawEllipse](210, 20, 80, 60, Blue());&] -[s7; &] -[s7; -|-|w.[* DrawEllipse](310, 20, 80, 60, LtBlue(), 5, Red());&] -[s7; &] -[s7; -|-|w.[* DrawArc](RectC(410, 20, 80, 60), Point(10, 10), Point(450, -80), 3, Cyan);&] -[s7; -|-|&] -[s7; -|-|Vector p;&] -[s7; -|-|p << Point(30, 110) << Point(60, 180) << Point(10, 150) << -Point(70, 150);&] -[s7; -|-|w.[* DrawPolyline](p, 4, Black);&] -[s7; &] -[s7; -|-|p.Clear();&] -[s7; -|-|p << Point(130, 110) << Point(160, 180) << Point(110, 150) -<< Point(170, 120)&] -[s7; -|-| << Point(130, 110);&] -[s7; -|-|w.[* DrawPolygon](p, Blue);&] -[s7; &] -[s7; -|-|p.Clear();&] -[s7; -|-|p << Point(230, 110) << Point(260, 180) << Point(210, 150) -<< Point(270, 120)&] -[s7; -|-| << Point(230, 110);&] -[s7; -|-|w.[* DrawPolygon](p, Cyan, 5, Magenta);&] -[s7; &] -[s7; -|-|p.Clear();&] -[s7; -|-|p << Point(330, 110) << Point(360, 180) << Point(310, 150) -<< Point(370, 120)&] -[s7; -|-| << Point(330, 110);&] -[s7; -|-|w.[* DrawPolygon](p, Cyan, 5, Magenta, I64(0xaa55aa55aa55aa55));&] -[s7; -|-|&] -[s7; -|-|w.[* DrawImage](40, 240, CtrlImg`::save());&] -[s7; -|-|w.[* DrawImage](110, 210, 80, 80, CtrlImg`::save());&] -[s7; -|-|w.[* DrawImage](240, 240, CtrlImg`::save(), Blue);&] -[s7; -|-|w.[* DrawImage](310, 210, 80, 80, CtrlImg`::save(), Blue);&] -[s7; -|-|&] -[s7; -|-|w.[* DrawText](20, 330, `"Hello world!`");&] -[s7; -|-|w.[* DrawText](120, 330, `"Hello world!`", Arial(15).Bold());&] -[s7; -|-|w.[* DrawText](220, 330, `"Hello world!`", Roman(15).Italic(), -Red);&] -[s7; -|-|w.[* DrawText](320, 380, 400, `"Hello world!`", Courier(15).Underline());&] -[s7; -|`}&] -[s7; `};&] -[s7; &] -[s7; GUI`_APP`_MAIN&] -[s7; `{&] -[s7; -|MyApp().Sizeable().Run();&] -[s7; `}&] -[s7; &] -[s0; &] -[s0;= +[s5;%% &] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 CtrlLib][C@(0.0.255)+75 /][C+75 C +trlLib][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320;C+75 &] +[s0;l320; [*C@(0.0.255)+75 using][C+75 ][*C@(0.0.255)+75 namespace][C+75 +Upp;]&] +[s0;l320;C+75 &] +[s0;l320; [*C@(0.0.255)+75 struct][C+75 MyApp ][C@(0.0.255)+75 :][C+75 TopWindow +`{]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 void][C+75 Paint(Draw][C@(0.0.255)+75 `&][C+75 +w) ][*C@(0.0.255)+75 override][C+75 `{]&] +[s0;l320; [C+75 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) &] -[s5; &] -[s5; The examples shows the full range of drawing operations in action.&] -[s5; &] -[s3;:2: 2. Offsets and clipping&] -[s5; You can offset the drawing position and clip the drawing operations +[s5;%% &] +[s5;%% The examples shows the full range of drawing operations in +action.&] +[s5;%% &] +[s3;:2:%% 2. Offsets and clipping&] +[s5;%% You can offset the drawing position and clip the drawing operations to specified rectangle. Offsetting and clipping in U`+`+ is stack based operation `- [*/ End] method restores the previous state. Particularly important is combined offset/clip operation [*/ Clipoff] that in fact creates a new Draw for subregion of current Draw area.&] -[s7; &] -[s7; #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s7; struct MyApp : TopWindow `{&] -[s7; -|void DoPainting(Draw`& w) `{&] -[s7; -|-|w.DrawEllipse(0, 0, 100, 30, WhiteGray(), 1, Cyan);&] -[s7; -|-|w.DrawText(0, 0, `"Hello world`", Roman(30).Bold());&] -[s7; -|`}&] -[s7; &] -[s7; -|virtual void Paint(Draw`& w) override `{&] -[s7; -|-|w.DrawRect(GetSize(), White());&] -[s7; -|-|DoPainting(w);&] -[s7; -|-|w.[* Offset](30, 50);&] -[s7; -|-|DoPainting(w);&] -[s7; -|-|w.[* End]();&] -[s7; -|-|w.[* Offset](20, 100);&] -[s7; -|-|w.[* Clip](5, 5, 40, 20);&] -[s7; -|-|DoPainting(w);&] -[s7; -|-|w.[* End]();&] -[s7; -|-|w.[* End]();&] -[s7; -|-|w.[* Clipoff](10, 150, 60, 20);&] -[s7; -|-|DoPainting(w);&] -[s7; -|-|w.[* End]();&] -[s7; -|`}&] -[s7; `};&] -[s7; &] -[s7; GUI`_APP`_MAIN&] -[s7; `{&] -[s7; -|MyApp().Sizeable().Run();&] -[s7; `}&] -[s7; &] -[s5; &] -[s0;= +[s5;%% &] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 CtrlLib][C@(0.0.255)+75 /][C+75 C +trlLib][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320;C+75 &] +[s0;l320; [*C@(0.0.255)+75 using][C+75 ][*C@(0.0.255)+75 namespace][C+75 +Upp;]&] +[s0;l320;C+75 &] +[s0;l320; [*C@(0.0.255)+75 struct][C+75 MyApp ][C@(0.0.255)+75 :][C+75 TopWindow +`{]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 void][C+75 DoPainting(Draw][C@(0.0.255)+75 `&][C+75 +w) `{]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][C+75 DrawEllipse(][C@3+75 0][C+75 , +][C@3+75 0][C+75 , ][C@3+75 100][C+75 , ][C@3+75 30][C+75 , WhiteGray(), +][C@3+75 1][C+75 , Cyan);]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][C+75 DrawText(][C@3+75 0][C+75 , +][C@3+75 0][C+75 , ][C@3+75 `"Hello world`"][C+75 , Roman(][C@3+75 30][C+75 )][C@(0.0.255)+75 . +][C+75 Bold());]&] +[s0;l320; [C+75 `}]&] +[s0;l320; [C+75 ]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 void][C+75 Paint(Draw][C@(0.0.255)+75 `&][C+75 +w) ][*C@(0.0.255)+75 override][C+75 `{]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][C+75 DrawRect(GetSize(), White());]&] +[s0;l320; [C+75 DoPainting(w);]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][*_C+75 Offset][C+75 (][C@3+75 30][C+75 , +][C@3+75 50][C+75 );]&] +[s0;l320; [C+75 DoPainting(w);]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][*_C+75 End][C+75 ();]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][*_C+75 Offset][C+75 (][C@3+75 20][C+75 , +][C@3+75 100][C+75 );]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][*_C+75 Clip][C+75 (][C@3+75 5][C+75 , +][C@3+75 5][C+75 , ][C@3+75 40][C+75 , ][C@3+75 20][C+75 );]&] +[s0;l320; [C+75 DoPainting(w);]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][*_C+75 End][C+75 ();]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][*_C+75 End][C+75 ();]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][*_C+75 Clipoff][C+75 (][C@3+75 10][C+75 , +][C@3+75 150][C+75 , ][C@3+75 60][C+75 , ][C@3+75 20][C+75 );]&] +[s0;l320; [C+75 DoPainting(w);]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][*_C+75 End][C+75 ();]&] +[s0;l320; [C+75 `}]&] +[s0;l320; [C+75 `};]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 GUI`_APP`_MAIN]&] +[s0;l320; [C+75 `{]&] +[s0;l320; [C+75 MyApp()][C@(0.0.255)+75 .][C+75 Sizeable()][C@(0.0.255)+75 .][C+75 Run();]&] +[s0;l320; [C+75 `}]&] +[s5;%% &] +[s0;=%% @@image:1287&1425 (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) &] -[s5; &] -[s3;:3: 3. Fonts and font metrics&] -[s5; [* Font] is a simple font description value type `- it contains +[s5;%% &] +[s3;:3:%% 3. Fonts and font metrics&] +[s5;%% [* Font] is a simple font description value type `- it contains an index of typeface, height of font and additional attributes (e.g. italic flag). Font also provides metrics information about the font and individual characters.&] -[s5; The most important information of Font is the [* GetAscent] value -`- distance from the baseline to the top of character, the [* GetDescent] -value `- distance from the baseline to the bottom of character -cell (height of character cell `- [* GetHeight] `- is simply the -sum of both values) and the individual character width that can -be obtained by Font`'s [* operator`[`]] (where index is in UNICODE).&] -[s5; To get the list all available typefaces and respective use [* GetFaceCount] -and [* GetFaceName] static methods of Font.&] -[s5; Position given in [* DrawText] specifies the top`-left corner +[s5;%% The most important information of Font is the [* GetAscent] +value `- distance from the baseline to the top of character, +the [* GetDescent] value `- distance from the baseline to the bottom +of character cell (height of character cell `- [* GetHeight] `- +is simply the sum of both values) and the individual character +width that can be obtained by Font`'s [* operator`[`]] (where index +is in UNICODE).&] +[s5;%% To get the list all available typefaces and respective use +[* GetFaceCount] and [* GetFaceName] static methods of Font.&] +[s5;%% Position given in [* DrawText] specifies the top`-left corner of the first letter of text.&] -[s5; Different than default character spacing can be specified by -the C array with integer widths of characters.&] -[s7; &] -[s7; #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s7; struct MyApp : TopWindow `{&] -[s7; -|DropList font`_list;&] -[s7; &] -[s7; -|[1 virtual void Paint(Draw`& w) override `{]&] -[s7; -|-|const String text `= `"Programming is fun`";&] -[s7; -|-|Font fnt(`~font`_list, 60);&] -[s7; -|-|&] -[s7; -|-|w.DrawRect(GetSize(), White);&] -[s7; -|-|w.Offset(50, 50);&] -[s7; -|-|int x `= 0;&] -[s7; -|-|Vector dx;&] -[s7; -|-|for(char letter : text) `{&] -[s7; -|-|-|int width `= fnt`[letter`];&] -[s7; -|-|-|w.DrawRect(x, 0, width `- 1, fnt.GetAscent(), Color(255, -255, 200));&] -[s7; -|-|-|w.DrawRect(x, fnt.GetAscent(), width `- 1, fnt.GetDescent(), -Color(255, 200, 255));&] -[s7; -|-|-|w.DrawRect(x `+ width `- 1, 0, 1, fnt.GetHeight(), Black());&] -[s7; -|-|-|dx.Add(width `+ 4);&] -[s7; -|-|-|x `+`= width;&] -[s7; -|-|`}&] -[s7; -|-|w.DrawRect(0, 0, 4, 4, Black());&] -[s7; -|-|w.DrawText(0, 0, text, fnt);&] -[s7; -|-|w.DrawText(0, 70, text, fnt, Blue(), dx.GetCount(), dx.Begin());&] -[s7; -|-|w.End();&] -[s7; -|`}&] -[s7; -|&] -[s7; -|void NewFont() `{&] -[s7; -|-|Refresh();&] -[s7; -|`}&] -[s7; -|&] -[s7; -|MyApp() `{&] -[s7; -|-|for(int i `= 0; i < [* Font`::GetFaceCount()]; i`+`+)&] -[s7; -|-|-|font`_list.Add(i, [* Font`::GetFaceName(i)]);&] -[s7; -|-|Add(font`_list.TopPos(0, MINSIZE).LeftPosZ(0, 200));&] -[s7; -|-|font`_list <<`= 0;&] -[s7; -|-|font`_list << `[`=`] `{ NewFont(); `};&] -[s7; -|`}&] -[s7; `};&] -[s7; &] -[s7; GUI`_APP`_MAIN&] -[s7; `{&] -[s7; -|MyApp().Sizeable().Run();&] -[s7; `}&] -[s7; &] -[s0; &] -[s5; In this lesson we used [* operator`~] to obtain current value +[s5;%% Different than default character spacing can be specified +by the C array with integer widths of characters.&] +[s5;%% &] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 CtrlLib][C@(0.0.255)+75 /][C+75 C +trlLib][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320;C+75 &] +[s0;l320; [*C@(0.0.255)+75 using][C+75 ][*C@(0.0.255)+75 namespace][C+75 +Upp;]&] +[s0;l320;C+75 &] +[s0;l320; [*C@(0.0.255)+75 struct][C+75 MyApp ][C@(0.0.255)+75 :][C+75 TopWindow +`{]&] +[s0;l320; [C+75 DropList font`_list;]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 ][*C@(0.0.255)+75 void][C+75 Paint(Draw][C@(0.0.255)+75 `&][C+75 +w) ][*C@(0.0.255)+75 override][C+75 `{]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 const][C+75 String text ][C@(0.0.255)+75 `=][C+75 +][C@3+75 `"Programming is fun`"][C+75 ;]&] +[s0;l320; [C+75 Font fnt(][C@(0.0.255)+75 `~][C+75 font`_list, +][C@3+75 60][C+75 );]&] +[s0;l320; [C+75 ]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][C+75 DrawRect(GetSize(), White);]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][C+75 Offset(][C@3+75 50][C+75 , +][C@3+75 50][C+75 );]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 int][C+75 x ][C@(0.0.255)+75 `=][C+75 +][C@3+75 0][C+75 ;]&] +[s0;l320; [C+75 Vector][C@(0.0.255)+75 <][*C@(0.0.255)+75 int][C@(0.0.255)+75 >][C+75 +dx;]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 char][C+75 +letter ][C@(0.0.255)+75 :][C+75 text) `{]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 int][C+75 width ][C@(0.0.255)+75 `=][C+75 +fnt][C@(0.0.255)+75 `[][C+75 letter][C@(0.0.255)+75 `]][C+75 ;]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][C+75 DrawRect(x, ][C@3+75 0][C+75 , +width ][C@(0.0.255)+75 `-][C+75 ][C@3+75 1][C+75 , fnt][C@(0.0.255)+75 .][C+75 GetAscent(), +Color(][C@3+75 255][C+75 , ][C@3+75 255][C+75 , ][C@3+75 200][C+75 ));]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][C+75 DrawRect(x, fnt][C@(0.0.255)+75 .][C+75 G +etAscent(), width ][C@(0.0.255)+75 `-][C+75 ][C@3+75 1][C+75 , fnt][C@(0.0.255)+75 .][C+75 G +etDescent(), Color(][C@3+75 255][C+75 , ][C@3+75 200][C+75 , ][C@3+75 255][C+75 ));]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][C+75 DrawRect(x ][C@(0.0.255)+75 `+][C+75 +width ][C@(0.0.255)+75 `-][C+75 ][C@3+75 1][C+75 , ][C@3+75 0][C+75 , ][C@3+75 1][C+75 , +fnt][C@(0.0.255)+75 .][C+75 GetHeight(), Black());]&] +[s0;l320; [C+75 dx][C@(0.0.255)+75 .][C+75 Add(width ][C@(0.0.255)+75 `+][C+75 +][C@3+75 4][C+75 );]&] +[s0;l320; [C+75 x ][C@(0.0.255)+75 `+`=][C+75 width;]&] +[s0;l320; [C+75 `}]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][C+75 DrawRect(][C@3+75 0][C+75 , +][C@3+75 0][C+75 , ][C@3+75 4][C+75 , ][C@3+75 4][C+75 , Black());]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][C+75 DrawText(][C@3+75 0][C+75 , +][C@3+75 0][C+75 , text, fnt);]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][C+75 DrawText(][C@3+75 0][C+75 , +][C@3+75 70][C+75 , text, fnt, Blue(), dx][C@(0.0.255)+75 .][C+75 GetCount(), +dx][C@(0.0.255)+75 .][C+75 Begin());]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][C+75 End();]&] +[s0;l320; [C+75 `}]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 ][*C@(0.0.255)+75 void][C+75 NewFont() `{]&] +[s0;l320; [C+75 Refresh();]&] +[s0;l320; [C+75 `}]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 MyApp() `{]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75 +i ][C@(0.0.255)+75 `=][C+75 ][C@3+75 0][C+75 ; i ][C@(0.0.255)+75 <][C+75 +][*_C+75 Font][*_C@(0.0.255)+75 `::][*_C+75 GetFaceCount()][C+75 ; i][C@(0.0.255)+75 `+`+][C+75 ) +]&] +[s0;l320; [C+75 font`_list][C@(0.0.255)+75 .][C+75 Add(i, ][*_C+75 Font][*_C@(0.0.255)+75 `: +:][*_C+75 GetFaceName(i)][C+75 );]&] +[s0;l320; [C+75 Add(font`_list][C@(0.0.255)+75 .][C+75 TopPos(][C@3+75 0][C+75 , +MINSIZE)][C@(0.0.255)+75 .][C+75 LeftPosZ(][C@3+75 0][C+75 , ][C@3+75 200][C+75 ));]&] +[s0;l320; [C+75 font`_list ][C@(0.0.255)+75 <<`=][C+75 ][C@3+75 0][C+75 ;]&] +[s0;l320; [C+75 font`_list ][C@(0.0.255)+75 <<][C+75 ][C@(0.0.255)+75 `[`=`]][C+75 +`{ NewFont(); `};]&] +[s0;l320; [C+75 `}]&] +[s0;l320; [C+75 `};]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 GUI`_APP`_MAIN]&] +[s0;l320; [C+75 `{]&] +[s0;l320; [C+75 MyApp()][C@(0.0.255)+75 .][C+75 Sizeable()][C@(0.0.255)+75 .][C+75 Run();]&] +[s0;l320; [C+75 `}]&] +[s0;%% &] +[s5;%% In this lesson we used [* operator`~] to obtain current value stored by [* font`_list]. Alternatively, the GetData() function can be used for more verbosity. More information about this topic can be found in [*^topic`:`/`/CtrlLib`/srcdoc`/Tutorial`_en`-us`#17^ Value of widget] section of GUI Tutorial.&] -[s5; The final results of program operation is shown below:&] -[s0; &] -[s0;= +[s5;%% The final results of program operation is shown below:&] +[s0;%% &] +[s0;=%% @@image:2103&725 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) &] -[s5; &] -[s3;:4: 4. DrawingDraw&] -[s5; [* Drawing] object contains a set of drawing operations and in -fact represents a vector image with smooth rescaling. [* DrawingDraw] +[s5;%% &] +[s3;:4:%% 4. DrawingDraw&] +[s5;%% [* Drawing] object contains a set of drawing operations and +in fact represents a vector image with smooth rescaling. [* DrawingDraw] serves as the target Draw when creating Drawing, Drawing can be painted to any Draw target using the [* DrawDrawing] method:&] -[s7; &] -[s7; #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s7; struct MyApp : TopWindow `{&] -[s7; -|Drawing drawing;&] -[s7; -|&] -[s7; -|virtual void Paint(Draw`& w) override `{&] -[s7; -|-|w.DrawRect(GetSize(), White());&] -[s7; -|-|w.[* DrawDrawing](10, 10, 50, 60, drawing);&] -[s7; -|-|w.[* DrawDrawing](100, 10, 150, 100, drawing);&] -[s7; -|-|w.[* DrawDrawing](10, 110, 300, 300, drawing);&] -[s7; -|`}&] -[s7; -|&] -[s7; -|MyApp() `{&] -[s7; -|-|[* DrawingDraw] iw(200, 200);&] -[s7; -|-|iw.DrawEllipse(10, 10, 180, 100, Cyan());&] -[s7; -|-|iw.DrawImage(100, 100, CtrlImg`::exclamation());&] -[s7; -|-|iw.DrawRect(20, 100, 30, 30, Blue);&] -[s7; -|-|[* drawing `= iw];&] -[s7; -|`}&] -[s7; `};&] -[s7; &] -[s7; GUI`_APP`_MAIN&] -[s7; `{&] -[s7; -|MyApp().Sizeable().Run();&] -[s7; `}&] -[s7; &] -[s5; &] -[s0;= +[s5;%% &] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 CtrlLib][C@(0.0.255)+75 /][C+75 C +trlLib][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320;C+75 &] +[s0;l320; [*C@(0.0.255)+75 using][C+75 ][*C@(0.0.255)+75 namespace][C+75 +Upp;]&] +[s0;l320;C+75 &] +[s0;l320; [*C@(0.0.255)+75 struct][C+75 MyApp ][C@(0.0.255)+75 :][C+75 TopWindow +`{]&] +[s0;l320; [C+75 Drawing drawing;]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 ][*C@(0.0.255)+75 void][C+75 Paint(Draw][C@(0.0.255)+75 `&][C+75 +w) ][*C@(0.0.255)+75 override][C+75 `{]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][C+75 DrawRect(GetSize(), White());]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][*_C+75 DrawDrawing][C+75 (][C@3+75 10][C+75 , +][C@3+75 10][C+75 , ][C@3+75 50][C+75 , ][C@3+75 60][C+75 , drawing);]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][*_C+75 DrawDrawing][C+75 (][C@3+75 100][C+75 , +][C@3+75 10][C+75 , ][C@3+75 150][C+75 , ][C@3+75 100][C+75 , drawing);]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][*_C+75 DrawDrawing][C+75 (][C@3+75 10][C+75 , +][C@3+75 110][C+75 , ][C@3+75 300][C+75 , ][C@3+75 300][C+75 , drawing);]&] +[s0;l320; [C+75 `}]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 MyApp() `{]&] +[s0;l320; [C+75 ][*_C+75 DrawingDraw][C+75 iw(][C@3+75 200][C+75 , +][C@3+75 200][C+75 );]&] +[s0;l320; [C+75 iw][C@(0.0.255)+75 .][C+75 DrawEllipse(][C@3+75 10][C+75 , +][C@3+75 10][C+75 , ][C@3+75 180][C+75 , ][C@3+75 100][C+75 , Cyan());]&] +[s0;l320; [C+75 iw][C@(0.0.255)+75 .][C+75 DrawImage(][C@3+75 100][C+75 , +][C@3+75 100][C+75 , CtrlImg][C@(0.0.255)+75 `::][C+75 exclamation());]&] +[s0;l320; [C+75 iw][C@(0.0.255)+75 .][C+75 DrawRect(][C@3+75 20][C+75 , +][C@3+75 100][C+75 , ][C@3+75 30][C+75 , ][C@3+75 30][C+75 , Blue);]&] +[s0;l320; [C+75 ][*_C+75 drawing ][*_C@(0.0.255)+75 `=][*_C+75 iw][C+75 ;]&] +[s0;l320; [C+75 `}]&] +[s0;l320; [C+75 `};]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 GUI`_APP`_MAIN]&] +[s0;l320; [C+75 `{]&] +[s0;l320; [C+75 MyApp()][C@(0.0.255)+75 .][C+75 Sizeable()][C@(0.0.255)+75 .][C+75 Run();]&] +[s0;l320; [C+75 `}]&] +[s5;%% &] +[s0;=%% @@image:1620&1869 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) &] -[s5; &] -[s3;:5: 5. ImageDraw&] -[s5; [* ImageDraw] provides a Draw target that creates an Image object. +[s5;%% &] +[s3;:5:%% 5. ImageDraw&] +[s5;%% [* ImageDraw] provides a Draw target that creates an Image object. To define the alpha component, use Draw target returned by [* Alpha] method and [* GrayColor] to define the value (if you never use Alpha, it is considered to be 255 for the whole Image, otherwise it is set to 0 when Alpha is called for the first time).&] -[s7; &] -[s7; #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s7; struct MyApp : TopWindow `{&] -[s7; -|Image image;&] -[s7; -|&] -[s7; -|virtual void Paint(Draw`& w) override `{&] -[s7; -|-|w.DrawRect(GetSize(), Cyan());&] -[s7; -|-|w.DrawImage(10, 10, image);&] -[s7; -|`}&] -[s7; -|&] -[s7; -|MyApp() `{&] -[s7; -|-|[* ImageDraw] iw(100, 40);&] -[s7; -|-|iw.[* Alpha]().DrawRect(0, 0, 100, 40, GrayColor(0));&] -[s7; -|-|iw.[* Alpha]().DrawEllipse(0, 0, 100, 40, GrayColor(255));&] -[s7; -|-|iw.DrawEllipse(0, 0, 100, 40, Yellow());&] -[s7; -|-|iw.DrawText(26, 10, `"Image`", Arial(16).Bold()); &] -[s7; -|-|[* image `= iw];&] -[s7; -|`}&] -[s7; `};&] -[s7; &] -[s7; GUI`_APP`_MAIN&] -[s7; `{&] -[s7; -|MyApp().Sizeable().Run();&] -[s7; `}&] -[s7; &] -[s5; &] -[s0;= +[s5;%% &] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 CtrlLib][C@(0.0.255)+75 /][C+75 C +trlLib][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320;C+75 &] +[s0;l320; [*C@(0.0.255)+75 using][C+75 ][*C@(0.0.255)+75 namespace][C+75 +Upp;]&] +[s0;l320;C+75 &] +[s0;l320; [*C@(0.0.255)+75 struct][C+75 MyApp ][C@(0.0.255)+75 :][C+75 TopWindow +`{]&] +[s0;l320; [C+75 Image image;]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 ][*C@(0.0.255)+75 void][C+75 Paint(Draw][C@(0.0.255)+75 `&][C+75 +w) ][*C@(0.0.255)+75 override][C+75 `{]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][C+75 DrawRect(GetSize(), Cyan());]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][C+75 DrawImage(][C@3+75 10][C+75 , +][C@3+75 10][C+75 , image);]&] +[s0;l320; [C+75 `}]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 MyApp() `{]&] +[s0;l320; [C+75 ][*_C+75 ImageDraw][C+75 iw(][C@3+75 100][C+75 , ][C@3+75 40][C+75 );]&] +[s0;l320; [C+75 iw][C@(0.0.255)+75 .][*_C+75 Alpha][C+75 ()][C@(0.0.255)+75 .][C+75 DrawR +ect(][C@3+75 0][C+75 , ][C@3+75 0][C+75 , ][C@3+75 100][C+75 , ][C@3+75 40][C+75 , +GrayColor(][C@3+75 0][C+75 ));]&] +[s0;l320; [C+75 iw][C@(0.0.255)+75 .][*_C+75 Alpha][C+75 ()][C@(0.0.255)+75 .][C+75 DrawE +llipse(][C@3+75 0][C+75 , ][C@3+75 0][C+75 , ][C@3+75 100][C+75 , ][C@3+75 40][C+75 , +GrayColor(][C@3+75 255][C+75 ));]&] +[s0;l320; [C+75 iw][C@(0.0.255)+75 .][C+75 DrawEllipse(][C@3+75 0][C+75 , +][C@3+75 0][C+75 , ][C@3+75 100][C+75 , ][C@3+75 40][C+75 , Yellow());]&] +[s0;l320; [C+75 iw][C@(0.0.255)+75 .][C+75 DrawText(][C@3+75 26][C+75 , +][C@3+75 10][C+75 , ][C@3+75 `"Image`"][C+75 , Arial(][C@3+75 16][C+75 )][C@(0.0.255)+75 .][C+75 B +old());]&] +[s0;l320; [C+75 ][*_C+75 image ][*_C@(0.0.255)+75 `=][*_C+75 iw][C+75 ;]&] +[s0;l320; [C+75 `}]&] +[s0;l320; [C+75 `};]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 GUI`_APP`_MAIN]&] +[s0;l320; [C+75 `{]&] +[s0;l320; [C+75 MyApp()][C@(0.0.255)+75 .][C+75 Sizeable()][C@(0.0.255)+75 .][C+75 Run();]&] +[s0;l320; [C+75 `}]&] +[s5;%% &] +[s0;=%% @@image:806&618 (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) &] -[s5; &] -[s3;:6: 6. Printing&] -[s5; Printing is quite similar to painting on the screen. To acquire +[s5;%% &] +[s3;:6:%% 6. Printing&] +[s5;%% Printing is quite similar to painting on the screen. To acquire Draw target for the printer, you need to use [* PrinterJob] (CtrlLib feature). Each page printed should be started by calling [* StartPage] method and ended with [* EndPage]. Drawing coordinates when printing are in [*/ dots], defined as 1/600 of inch (in fact, a pixel on 600dpi printer).&] -[s7; &] -[s7; #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s7; GUI`_APP`_MAIN&] -[s7; `{&] -[s7; -|[* PrinterJob] pd(`"My printer job`");&] -[s7; -|if(pd.[* Execute]()) `{&] -[s7; -|-|Draw`& w `= pd.[* GetDraw]();&] -[s7; -|-|w.[* StartPage]();&] -[s7; -|-|w.DrawText(200, 1200, `"Helo world!`", Arial(600));&] -[s7; -|-|w.[* EndPage]();&] -[s7; -|-|w.[* StartPage]();&] -[s7; -|-|w.DrawText(200, 1200, `"Second page`", Roman(600));&] -[s7; -|-|w.[* EndPage]();&] -[s7; -|`}&] -[s7; `}&] -[s7; &] -[s5; &] -[s3; Recommended tutorials:&] -[s5; If you want to learn more, we have several tutorials that you -can find useful:&] -[s5;l160;i150;O0; [^topic`:`/`/Draw`/srcdoc`/ImgTutorial`$en`-us^ Image +[s5;%% &] +[s7; [@(128.0.255) #include][@0 ][@(0.0.255) <][@0 CtrlLib][@(0.0.255) /][@0 CtrlLib][@(0.0.255) . +][@0 h][@(0.0.255) >]&] +[s0;l320;C+75 &] +[s0;l320; [*C@(0.0.255)+75 using][C+75 ][*C@(0.0.255)+75 namespace][C+75 +Upp;]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 GUI`_APP`_MAIN]&] +[s0;l320; [C+75 `{]&] +[s0;l320; [C+75 ][*_C+75 PrinterJob][C+75 pd(][C@3+75 `"My printer job`"][C+75 );]&] +[s0;l320; [C+75 pd][C@(0.0.255)+75 .][C+75 CurrentPage(][C@3+75 0][C+75 );]&] +[s0;l320; [C+75 pd][C@(0.0.255)+75 .][C+75 MinMaxPage(][C@3+75 0][C+75 , +][C@3+75 1][C+75 );]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 if][C+75 (pd][C@(0.0.255)+75 .][*_C+75 Execute][C+75 ()) +`{]&] +[s0;l320; [C+75 Draw][C@(0.0.255)+75 `&][C+75 w ][C@(0.0.255)+75 `=][C+75 +pd][C@(0.0.255)+75 .][*_C+75 GetDraw][C+75 ();]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][*_C+75 StartPage][C+75 ();]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][C+75 DrawText(][C@3+75 200][C+75 , +][C@3+75 1200][C+75 , ][C@3+75 `"Helo world!`"][C+75 , Arial(][C@3+75 600][C+75 ));]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][*_C+75 EndPage][C+75 ();]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][*_C+75 StartPage][C+75 ();]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][C+75 DrawText(][C@3+75 200][C+75 , +][C@3+75 1200][C+75 , ][C@3+75 `"Second page`"][C+75 , Roman(][C@3+75 600][C+75 ));]&] +[s0;l320; [C+75 w][C@(0.0.255)+75 .][*_C+75 EndPage][C+75 ();]&] +[s0;l320; [C+75 `}]&] +[s0;l320; [C+75 `}]&] +[s5;%% &] +[s3;%% Recommended tutorials:&] +[s5;%% If you want to learn more, we have several tutorials that +you can find useful:&] +[s5;l160;i150;O0;%% [^topic`:`/`/Draw`/srcdoc`/ImgTutorial`$en`-us^ Image tutorial] `- here we move things related to images. We show how to create, use and embed icons directly in application.]] \ No newline at end of file From 7b13126b7245754558809b14d6c56699fdab48a7 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Zbigniew=20R=C4=99bacz?= Date: Sun, 1 Oct 2023 11:06:18 +0200 Subject: [PATCH 05/14] Draw, Doc: Image tutorial modernized to new hilighting plus some minor code changes in tutorial examples. --- tutorial/Image01/main.cpp | 21 +- tutorial/Image02a/main.cpp | 32 +- tutorial/Image02b/main.cpp | 30 +- tutorial/Image03/main.cpp | 79 +- tutorial/Image04/main.cpp | 55 +- tutorial/Image06/main.cpp | 33 +- uppsrc/Draw/srcdoc.tpp/ImgTutorial_en-us.tpp | 817 +++++++++++-------- 7 files changed, 602 insertions(+), 465 deletions(-) diff --git a/tutorial/Image01/main.cpp b/tutorial/Image01/main.cpp index dc926b81d..0ecfb103e 100644 --- a/tutorial/Image01/main.cpp +++ b/tutorial/Image01/main.cpp @@ -6,18 +6,19 @@ using namespace Upp; #define IMAGEFILE #include -class MyApp : public TopWindow { -public: - virtual void Paint(Draw& draw); +struct MyApp : TopWindow { + MyApp() { + const auto isz = MyImages::MyImage().GetSize(); + SetRect(0, 0, 100 + isz.cx, 100 + isz.cy); + } + + void Paint(Draw& w) override { + w.DrawRect(GetSize(), SColorFace()); + w.DrawImage(50, 50, MyImages::MyImage()); + } }; -void MyApp::Paint(Draw& w) -{ - w.DrawRect(GetSize(), SColorFace()); - w.DrawImage(50, 50, MyImages::MyImage()); -} - GUI_APP_MAIN { - MyApp().Sizeable().Run(); + MyApp().Run(); } diff --git a/tutorial/Image02a/main.cpp b/tutorial/Image02a/main.cpp index 9bb41f272..bd62c5e7b 100644 --- a/tutorial/Image02a/main.cpp +++ b/tutorial/Image02a/main.cpp @@ -6,27 +6,27 @@ using namespace Upp; #define IMAGEFILE #include -class MyApp : public TopWindow { -public: - virtual void Paint(Draw& draw); -}; - -void MyApp::Paint(Draw& w) -{ - w.DrawRect(GetSize(), SColorPaper()); - for(int i = 0; i < MyImages::GetCount(); i++) { - w.DrawImage(50, 80 + 20 * i, MyImages::Get(i)); - w.DrawText(80, 80 + 20 * i, MyImages::GetId(i)); +struct MyApp : TopWindow { + MyApp() { + SetRect(0, 0, 170, 170); } - w.DrawImage(20, 0, 50, 50, MyImages::Get(MyImages::I_Circle)); - w.DrawText(80, 0, AsString(MyImages::Find("Circle"))); -} + + void Paint(Draw& w) override { + w.DrawRect(GetSize(), SColorPaper()); + for(int i = 0; i < MyImages::GetCount(); i++) { + w.DrawImage(50, 80 + 20 * i, MyImages::Get(i)); + w.DrawText(80, 80 + 20 * i, MyImages::GetId(i)); + } + w.DrawImage(20, 0, 50, 50, MyImages::Get(MyImages::I_Circle)); + w.DrawText(80, 0, AsString(MyImages::Find("Circle"))); + } +}; GUI_APP_MAIN { - MyApp().Sizeable().Run(); + MyApp().Run(); Image m = MyImages::Circle(); MyImages::Set(MyImages::I_Circle, MyImages::Triangle()); MyImages::Set(MyImages::I_Triangle, m); - MyApp().Sizeable().Run(); + MyApp().Run(); } diff --git a/tutorial/Image02b/main.cpp b/tutorial/Image02b/main.cpp index 6b7c5801a..ebc878d63 100644 --- a/tutorial/Image02b/main.cpp +++ b/tutorial/Image02b/main.cpp @@ -7,24 +7,24 @@ using namespace Upp; #include class MyApp : public TopWindow { - Iml& iml; - public: - virtual void Paint(Draw& draw); - - MyApp(Iml& _iml) : iml(_iml) {} -}; - -void MyApp::Paint(Draw& w) -{ - w.DrawRect(GetSize(), SColorPaper()); - for(int i = 0; i < iml.GetCount(); i++) { - w.DrawImage(50, 80 + 20 * i, iml.Get(i)); - w.DrawText(80, 80 + 20 * i, iml.GetId(i)); + MyApp(Iml& iml) : m_iml(iml) { + SetRect(0, 0, 200, 200); } -} + + void Paint(Draw& w) override { + w.DrawRect(GetSize(), SColorPaper()); + for(int i = 0; i < m_iml.GetCount(); i++) { + w.DrawImage(50, 80 + 20 * i, m_iml.Get(i)); + w.DrawText(80, 80 + 20 * i, m_iml.GetId(i)); + } + } + +private: + Iml& m_iml; +}; GUI_APP_MAIN { - MyApp(MyImages::Iml()).Sizeable().Run(); + MyApp(MyImages::Iml()).Run(); } diff --git a/tutorial/Image03/main.cpp b/tutorial/Image03/main.cpp index 0e5c5e993..41eeaf302 100644 --- a/tutorial/Image03/main.cpp +++ b/tutorial/Image03/main.cpp @@ -5,54 +5,49 @@ using namespace Upp; struct MyApp : public TopWindow { Image img; - virtual void Paint(Draw& w); - virtual void LeftDown(Point p, dword keyflags); - - typedef MyApp CLASSNAME; - MyApp(); -}; - -MyApp::MyApp() -{ - ImageBuffer ib(50, 50); - for(int y = 0; y < 50; y++) { - RGBA *l = ib[y]; - for(int x = 0; x < 50; x++) { - if(y == 0 || y == 49 || x == 0 || x == 49) - *l++ = Black(); - else { - l->a = 2 * (x + y); - l->r = 4 * x; - l->g = 4 * y; - l->b = 200; - l++; + MyApp() { + ImageBuffer ib(50, 50); + for(int y = 0; y < 50; y++) { + RGBA *l = ib[y]; + for(int x = 0; x < 50; x++) { + if(y == 0 || y == 49 || x == 0 || x == 49) { + *l++ = Black(); + } + else { + l->a = 2 * (x + y); + l->r = 4 * x; + l->g = 4 * y; + l->b = 200; + l++; + } } } + Premultiply(ib); + img = ib; + + SetRect(0, 0, img.GetSize().cx + 50, img.GetSize().cy + 35); } - Premultiply(ib); - img = ib; -} -void MyApp::Paint(Draw& w) -{ - w.DrawRect(GetSize(), White); - w.DrawImage(10, 5, img); - w.DrawImage(40, 25, img); -} - -void MyApp::LeftDown(Point p, dword keyflags) -{ - ImageBuffer ib(img); - for(int y = 15; y < 35; y++) { - RGBA *l = ib[y]; - for(int x = 15; x < 35; x++) - l[x] = 100 * Red(); + void Paint(Draw& w) override { + w.DrawRect(GetSize(), White); + w.DrawImage(10, 5, img); + w.DrawImage(40, 25, img); } - img = ib; - Refresh(); -} + + void LeftDown(Point p, dword keyflags) override { + ImageBuffer ib(img); + for(int y = 15; y < 35; y++) { + RGBA *l = ib[y]; + for(int x = 15; x < 35; x++) { + l[x] = 100 * Red(); + } + } + img = ib; + Refresh(); + } +}; GUI_APP_MAIN { - MyApp().Sizeable().Run(); + MyApp().Run(); } diff --git a/tutorial/Image04/main.cpp b/tutorial/Image04/main.cpp index 77982c8fc..15e4828bd 100644 --- a/tutorial/Image04/main.cpp +++ b/tutorial/Image04/main.cpp @@ -6,37 +6,32 @@ struct MyApp : public TopWindow { Image img; FileSel fs; - void Open(); - - virtual void Paint(Draw& w); - virtual void LeftDown(Point, dword) { Open(); } - - typedef MyApp CLASSNAME; - MyApp(); -}; - -MyApp::MyApp() -{ - fs.Type("Image file", "*.bmp;*.png;*.tif;*.tiff;*.jpg;*.jpeg;*.gif"); - Sizeable(); -} - -void MyApp::Paint(Draw& w) -{ - w.DrawRect(GetSize(), White); - if(img) - w.DrawImage(0, 0, img); - else - w.DrawText(0, 0, "No image loaded!", Arial(30).Italic()); -} - -void MyApp::Open() -{ - if(fs.ExecuteOpen("Choose the image file to open")) { - img = StreamRaster::LoadFileAny(~fs); - Refresh(); + MyApp() { + fs.Type("Image file", "*.bmp;*.png;*.tif;*.tiff;*.jpg;*.jpeg;*.gif"); + Sizeable(); } -} + + void Paint(Draw& w) override { + w.DrawRect(GetSize(), White); + if(img) { + w.DrawImage(0, 0, img); + } + else { + w.DrawText(0, 0, "No image loaded!", Arial(30).Italic()); + } + } + + void LeftDown(Point, dword) override { + Open(); + } + + void Open() { + if(fs.ExecuteOpen("Choose the image file to open")) { + img = StreamRaster::LoadFileAny(~fs); + Refresh(); + } + } +}; GUI_APP_MAIN { diff --git a/tutorial/Image06/main.cpp b/tutorial/Image06/main.cpp index dac061a63..5e7446b4d 100644 --- a/tutorial/Image06/main.cpp +++ b/tutorial/Image06/main.cpp @@ -23,25 +23,20 @@ struct BallMaker : ImageMaker { Color color; int r; - virtual String Key() const; - virtual Image Make() const; + String Key() const override { + char h[sizeof(int) + 3]; + *(int *)h = r; + h[sizeof(int)] = color.GetR(); + h[sizeof(int) + 1] = color.GetG(); + h[sizeof(int) + 2] = color.GetB(); + return String(h, sizeof(int) + 3); + } + + Image Make() const override { + return CreateBall(r, color); + } }; -String BallMaker::Key() const -{ - char h[sizeof(int) + 3]; - *(int *)h = r; - h[sizeof(int)] = color.GetR(); - h[sizeof(int) + 1] = color.GetG(); - h[sizeof(int) + 2] = color.GetB(); - return String(h, sizeof(int) + 3); -} - -Image BallMaker::Make() const -{ - return CreateBall(r, color); -} - Image CreateBallCached(int r, Color color) { BallMaker m; @@ -53,7 +48,7 @@ Image CreateBallCached(int r, Color color) struct MyApp : public TopWindow { bool cached; - virtual void Paint(Draw& w) { + void Paint(Draw& w) override { w.DrawRect(GetSize(), White); for(int y = 0; y < 300; y += 30) for(int i = 10; i < 500; i += i / 3) { @@ -62,7 +57,7 @@ struct MyApp : public TopWindow { } } - virtual void LeftDown(Point, dword) { + void LeftDown(Point, dword) override { cached = true; Title("Now cached - try to resize the window to see the speed"); } diff --git a/uppsrc/Draw/srcdoc.tpp/ImgTutorial_en-us.tpp b/uppsrc/Draw/srcdoc.tpp/ImgTutorial_en-us.tpp index 871ef5b17..a7332d944 100644 --- a/uppsrc/Draw/srcdoc.tpp/ImgTutorial_en-us.tpp +++ b/uppsrc/Draw/srcdoc.tpp/ImgTutorial_en-us.tpp @@ -50,31 +50,43 @@ tool bar icons) are usually designed using TheIDE`'s Image designer.&] using one of iml headers into C`+`+ and compiled into the application. Such images are in the code represented as static methods of class representing the single .iml file ([/ image list class)].&] -[s7; &] -[s7; #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s7; [* #define IMAGECLASS ][*@(128.0.255) MyImages]&] -[s7; [* #define IMAGEFILE <][*@(128.0.255) Image01/Image01][* .iml>]&] -[s7; [* #include ]&] -[s7; &] -[s7; class MyApp : public TopWindow `{&] -[s7; public:&] -[s7; -|virtual void Paint(Draw`& draw);&] -[s7; `};&] -[s7; &] -[s7; void MyApp`::Paint(Draw`& w)&] -[s7; `{&] -[s7; -|w.DrawRect(GetSize(), SColorFace());&] -[s7; -|w.[* DrawImage](50, 50, [*@(128.0.255) MyImages]`::[*@(128.0.255) MyImage]());&] -[s7; `}&] -[s7; &] -[s7; GUI`_APP`_MAIN&] -[s7; `{&] -[s7; -|MyApp().Sizeable().Run();&] -[s7; `}&] -[s7; &] +[s5; &] +[s0;l320;%- [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 CtrlLib][C@(0.0.255)+75 / +][C+75 CtrlLib][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320;C+75%- &] +[s0;l320;%- [*C@(0.0.255)+75 using][C+75 ][*C@(0.0.255)+75 namespace][C+75 +Upp;]&] +[s0;l320;C+75%- &] +[s0;l320;%- [*_C@(128.0.255)+75 #define][*_C+75 IMAGECLASS MyImages]&] +[s0;l320;%- [*_C@(128.0.255)+75 #define][*_C+75 IMAGEFILE ][*_C@(0.0.255)+75 <][*_C+75 Imag +e01][*_C@(0.0.255)+75 /][*_C+75 images][*_C@(0.0.255)+75 .][*_C+75 iml][*_C@(0.0.255)+75 >]&] +[s0;l320;%- [*_C@(128.0.255)+75 #include][*_C+75 ][*_C@(0.0.255)+75 <][*_C+75 Draw][*_C@(0.0.255)+75 / +][*_C+75 iml][*_C@(0.0.255)+75 .][*_C+75 h][*_C@(0.0.255)+75 >]&] +[s0;l320;C+75%- &] +[s0;l320;%- [*C@(0.0.255)+75 struct][C+75 MyApp ][C@(0.0.255)+75 :][C+75 +TopWindow `{]&] +[s0;l320;%- [C+75 MyApp() `{]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 const][C+75 ][*C@(0.0.255)+75 auto][C+75 +isz ][C@(0.0.255)+75 `=][C+75 MyImages][C@(0.0.255)+75 `::][C+75 MyImage()][C@(0.0.255)+75 . +][C+75 GetSize();]&] +[s0;l320;%- [C+75 SetRect(][C@3+75 0][C+75 , ][C@3+75 0][C+75 , ][C@3+75 100][C+75 +][C@(0.0.255)+75 `+][C+75 isz][C@(0.0.255)+75 .][C+75 cx, ][C@3+75 100][C+75 +][C@(0.0.255)+75 `+][C+75 isz][C@(0.0.255)+75 .][C+75 cy);]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 ]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 void][C+75 Paint(Draw][C@(0.0.255)+75 `&][C+75 +w) ][*C@(0.0.255)+75 override][C+75 `{]&] +[s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawRect(GetSize(), +SColorFace());]&] +[s0;l320;%- [C+75 w][C@(0.0.255)+75 .][*_C+75 DrawImage][C+75 (][C@3+75 50][C+75 , +][C@3+75 50][C+75 , ][*_C+75 MyImages][*_C@(0.0.255)+75 `::][*_C+75 MyImage()][C+75 );]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 `};]&] +[s0;l320;C+75%- &] +[s0;l320;%- [C+75 GUI`_APP`_MAIN]&] +[s0;l320;%- [C+75 `{]&] +[s0;l320;%- [C+75 MyApp()][C@(0.0.255)+75 .][C+75 Run();]&] +[s0;l320;%- [C+75 `}]&] [s5; &] [s0;= @@image:609&764 @@ -90,40 +102,61 @@ even change them:&] (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) &] [s5; &] -[s7; #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s7; #define IMAGECLASS MyImages&] -[s7; #define IMAGEFILE &] -[s7; #include &] -[s7; &] -[s7; class MyApp : public TopWindow `{&] -[s7; public:&] -[s7; -|virtual void Paint(Draw`& draw);&] -[s7; `};&] -[s7; &] -[s7; void MyApp`::Paint(Draw`& w)&] -[s7; `{&] -[s7; -|w.DrawRect(GetSize(), SColorPaper());&] -[s7; -|for(int i `= 0; i < MyImages`::[* GetCount](); i`+`+) `{&] -[s7; -|-|w.DrawImage(50, 80 `+ 20 `* i, MyImages`::[* Get](i));&] -[s7; -|-|w.DrawText(80, 80 `+ 20 `* i, MyImages`::[* GetId](i));&] -[s7; -|`}&] -[s7; -|w.DrawImage(20, 0, 50, 50, MyImages`::Get(MyImages`::[* I`_Circle]));&] -[s7; -|w.DrawText(80, 0, AsString(MyImages`::[* Find](`"Circle`")));&] -[s7; `}&] -[s7; &] -[s7; GUI`_APP`_MAIN&] -[s7; `{&] -[s7; -|MyApp().Sizeable().Run();&] -[s7; -|Image m `= MyImages`::Circle();&] -[s7; -|MyImages`::[* Set](MyImages`::I`_Circle, MyImages`::Triangle());&] -[s7; -|MyImages`::[* Set](MyImages`::I`_Triangle, m);&] -[s7; -|MyApp().Sizeable().Run();&] -[s7; `}&] -[s7; &] -[s5; &] +[s0;l320;%- [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 CtrlLib][C@(0.0.255)+75 / +][C+75 CtrlLib][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320;C+75%- &] +[s0;l320;%- [*C@(0.0.255)+75 using][C+75 ][*C@(0.0.255)+75 namespace][C+75 +Upp;]&] +[s0;l320;C+75%- &] +[s0;l320;%- [C@(128.0.255)+75 #define][C+75 IMAGECLASS MyImages]&] +[s0;l320;%- [C@(128.0.255)+75 #define][C+75 IMAGEFILE ][C@(0.0.255)+75 <][C+75 Image02a][C@(0.0.255)+75 / +][C+75 images][C@(0.0.255)+75 .][C+75 iml][C@(0.0.255)+75 >]&] +[s0;l320;%- [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 Draw][C@(0.0.255)+75 /][C+75 i +ml][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320;C+75%- &] +[s0;l320;%- [*C@(0.0.255)+75 struct][C+75 MyApp ][C@(0.0.255)+75 :][C+75 +TopWindow `{]&] +[s0;l320;%- [C+75 MyApp() `{]&] +[s0;l320;%- [C+75 SetRect(][C@3+75 0][C+75 , ][C@3+75 0][C+75 , ][C@3+75 170][C+75 , +][C@3+75 170][C+75 );]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 ]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 void][C+75 Paint(Draw][C@(0.0.255)+75 `&][C+75 +w) ][*C@(0.0.255)+75 override][C+75 `{]&] +[s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawRect(GetSize(), +SColorPaper());]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75 +i ][C@(0.0.255)+75 `=][C+75 ][C@3+75 0][C+75 ; i ][C@(0.0.255)+75 <][C+75 +MyImages][C@(0.0.255)+75 `::][*_C+75 GetCount][C+75 (); i][C@(0.0.255)+75 `+`+][C+75 ) +`{]&] +[s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawImage(][C@3+75 50][C+75 , +][C@3+75 80][C+75 ][C@(0.0.255)+75 `+][C+75 ][C@3+75 20][C+75 ][C@(0.0.255)+75 `*][C+75 +i, MyImages][C@(0.0.255)+75 `::][*_C+75 Get][C+75 (i));]&] +[s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawText(][C@3+75 80][C+75 , +][C@3+75 80][C+75 ][C@(0.0.255)+75 `+][C+75 ][C@3+75 20][C+75 ][C@(0.0.255)+75 `*][C+75 +i, MyImages][C@(0.0.255)+75 `::][*_C+75 GetId][C+75 (i));]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawImage(][C@3+75 20][C+75 , +][C@3+75 0][C+75 , ][C@3+75 50][C+75 , ][C@3+75 50][C+75 , MyImages][C@(0.0.255)+75 `::][C+75 Get( +MyImages][C@(0.0.255)+75 `::][*_C+75 I`_Circle][C+75 ));]&] +[s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawText(][C@3+75 80][C+75 , +][C@3+75 0][C+75 , AsString(MyImages][C@(0.0.255)+75 `::][*_C+75 Find][C+75 (][C@3+75 `"Circle +`"][C+75 )));]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 `};]&] +[s0;l320;C+75%- &] +[s0;l320;%- [C+75 GUI`_APP`_MAIN]&] +[s0;l320;%- [C+75 `{]&] +[s0;l320;%- [C+75 MyApp()][C@(0.0.255)+75 .][C+75 Run();]&] +[s0;l320;%- [C+75 Image m ][C@(0.0.255)+75 `=][C+75 MyImages][C@(0.0.255)+75 `::][C+75 Circ +le();]&] +[s0;l320;%- [C+75 MyImages][C@(0.0.255)+75 `::][*_C+75 Set][C+75 (MyImages][C@(0.0.255)+75 `: +:][C+75 I`_Circle, MyImages][C@(0.0.255)+75 `::][C+75 Triangle());]&] +[s0;l320;%- [C+75 MyImages][C@(0.0.255)+75 `::][*_C+75 Set][C+75 (MyImages][C@(0.0.255)+75 `: +:][C+75 I`_Triangle, m);]&] +[s0;l320;%- [C+75 MyApp()][C@(0.0.255)+75 .][C+75 Run();]&] +[s0;l320;%- [C+75 `}]&] +[s5;~~~352~96; &] [s0;= @@image:784&920 (A50AuAAAAAAAAAAAAHic7ZxbbBTXGcfnxX6xJWKtVcU8FL9V7dJbMGvaYqCt1AJK08LukhS8hqSYUIgMAUNTmgK2SWpTCewWaEIClGvSFieQSlWgCNyCnV7SNgTjCtQ0qqAXbKV9C4/bP3Psw+HMZWdmd2Y9H99fR6Nvz+U738zP58w5453N51ksFovFYoUogxVPuQO9dXjTrUMb7xzZiIthJlu4d4CeP4T0lx1Lkf7YsYSNuBjy45EVKZXsHaYXDsuaf+76JtIftns10Mp7kUtlj0aACEMyxBXTckp16XwZ8uPeJUlJVmD93dYM8v/U+ZgwkDRDFml18FEzrK1wdGpu9eNeR3No7dQaj9/AXC4C0ltb07aera0KXkzb5u88t2y4p+WvP1wxsnOFMJA0QxThiMrS7dudj0qsOP7npTbkIA19f7FfA8GoOfhoW1lcCu9+ZCvv8VgryxytyLYvl+BLZXg5HcRwtaflZ6u+8MrKz+NY0EBlDHnV/7EnGseXSUc2FxMwky0h2eHulhPf+hx4IXk00ET1fxfr0Wdww7r0vUU4oggGjrAvbvmGqCwNUSRyUEHU0VqphqgjDdnKWiQ9q2GoRQXrWOOxba4a6nm59+XehXo1rBGql85aWfN85Qc5wAIaQc2L8c5zS1UiLy39jMCKSRj3XOT85ruP4AhbGEi/3fJ1aSAfSeaodUSRzIEhHQrDtpVmqM2tRdYuZKiyC1lHPR1ZpPmRp2PrWTsL25htr4YMTCuSXTidhTAwo2IAIh19PIWjWPyIUanmqHXefb5ZPU3kyNF64Ttf+/22LBIM3HyFIXO8G+c3P+xkuDcXnVoruzjUKsOD5tmaEyAwp+YuXbhfQ61Ii+fy88sOL5+JkXj8iVk/bWmQuxWRIz+KOkgw0ET1j7+BcazHt6Cvc5sW4qgav27Xc0puyC6EgVuDlzBcAnMqgmf300GFUM/Uo4EZFbAOtcwQ1GBYHxzJImFgBladvPDYpwTWf734FE4K6cyG+bj5CgNH2G9u+KowRI6so+XYGmod+JGeVcPFjyjy2JeToZ2ONTDvzZ1yXByqwcvTcQ8Mc+mRFSmkA80PSUNlqhXhiHlb7ejV1ruj9VfrvzL47GIkNsprYAf68rLPYmpFkoaKVSuCgSaqE2x8xrGeeBaLsV+2fRnHCAz0HllfZTRwmgFaYYeFW+r+pZ/GURjWSVgWCQMTr3ptxRMJ6J8vrMXyGOnU2i/iiFJhyBwnAzUL1glsWMPwHlhB4/RTX3LvVOsrjDO1PR3MpbhpIuEWqd5YRY76UdYRuxvp5OerZsvR2v/tOVhjI8HAOlkYOMJ2MrQ6OGp1pB/VIdJra+bKyk51VIcuRWoYLsG7tEKOiEfLcQ/VeqZOp+OxuSwCo588+knAwn0ThoAo8Kk5MPARmTDQRHXyiyebxrG+shU5oDzwzCPCECdlzUETWaQZogj1YchWMJBEHWk49SXrqK2slWUXwrCNRwvDWkd2ofqROU6trBfBGqp6pmqRdn2sdYSBJRN4YSLF0aOBEaqG96P0xwXWG/vWiI6w5REGVlMFDVTGLsmpyMmhtciL4TEea5GI0JdneV4Fe0c1aQSIWTZXizDovAMVBrarqhMMWDlasdVFL0jSwIZIy/FriMhFDmwnw92PGoYI3r0vtY5qCD9ac9vKWszqWbgEZhsP6ngMTNYRIw7rW6QfZz5R0BDDXHWLG8c41le3n9/8MHZAOHo0jj5euEirg35tKyPfb+8wtFZOnfo9HWtzlxwvlX1dOmGIvwSPD75QWXPbu/hjAus/9qwWOVgtl9bAxqpgTqk837eG9vH1NfPkaD2Ye0gUsRFHQ/2IbY7AumP+RzlRSvLrav8b+zeS9YFGGLp69WpPT8+8efM8f1lyXHPnzu3u7h4eHo4mzthJQPzb8NuMlZKixDo2NgYQ586de21CfX37crn26dNbDGORr5RM5nK5Tb29+6QruIVzdBFG5LFTlFivX7+O6799+/ZVE8pmWxsb26ZO7TCMF30lNEml2rJZ6WkV3Pb391+7dq2YCA3nr8THS1FiHRoa2rFjx5w5cz4yoUSisbp6Q2Xl61iD+0qVlaeqqzcmErOkK7jt6uoaHBwMHJ68AgQUAVZMjCMjIwMDAzt39i1Zsq6+PmMY8yfSk4ZxwDAuo2ef6V3DOGgYq6WradPS2WxbT08fOkJ3o6OjAUJlrN6Fi4y5t7OzM5NZ29CwvrYWU27vRDpqGBcN44Z/rGhyyWw+7iqR6GxoeDqdXtvR0YHZGJ0GCJWxeheGD5hikqyrW/DAA1srK980jL9PJND5wDA+9I/1Q7PhDemqsvIMnNfVLWxqagLZCxcuBAiVsRYU5l6skXA/xdyLcQqmhtFmGMcM4z3/EL0kwD2OLtBROr0GszG6RgC+1saMtaCw3cDcizUS7qeYezGUTKZDhjEaDla4fQtkp0zZitk4m12HFRRm4ytXrniPmbEWFDaS2HRg7sUaCfdTc+59z7z4t8PBett0fmc2xn22vj6L2RgBnD171mPA8llH8ededoWHFUMV20lsPcyVaq85SYZB05reN4w+w1hQW1vb2tp68uTJ4s8ldmKsJMVYSSoMrFdN9fXty2ZbE4lG85nD0UCb02Dpptnd6pqamZnMyt2794p4SnTB4qEwsPaYyuXaGxvbqqs3mM+RLprbzGiwfmA+qThQVbUxlWprbm4X8ZTogsVDYWCdZ2r69JapUzvM572XzaEa4JlDsHTb7O5yRcVpBJBMtoh4SnTB4qEwsE5sFBaZ/225FRVNaxozjP2GkSazbfEuxkpSjJWkGCtJMVaSYqwkxVhJirGSFGMlKcZKUoyVpBgrSTFWkmKsJMVYSYqxklQYWOeaSiZz5r/RT5nvy0T8b/Sb6LSi4o26uo5kcrmIpzTXKyYKA2u3qVxuUyrVVl290XwH6lKEX3r5r9ndwaqqdvGlFxFPiS5YPBQG1mFTvb37stlVicQs8722iL+idsz8iloqk2ndtWuPiKdEFywe4i+UkhRjJSnGSlIRvFo1bVo6keisrDxjkg311aox89Wqs4lE17RpmdmzZ2/bts37q1WUFOqLkP39/V1dXdlsW0PD0+aLkMfNdxVDehFyzHR+YsqUbTNmrM9m13V2dvp9EZKMwsM6NjZ27dq1wcHBnp6+dHptXd1C87Xl46HNxnB7wjDWPfjgAnTX3d2LrhHA/fmTPuFhlRoYGOjo6GhqaqqrWzBlylZzNn5/It0097MBpuXb5v70pnSFuRfjFEwx92LyD/YjA2QUAdaRkRFMhiCbTq/BbIz7rLmkEemo+eggwJb2ptnwmHSF+ynmXoxT8QNN99u7VJoiwDo6OgqyGD6YjXHLq6/PYpk6kVYX/QM+466wRoJzzL3oCEyD/YAPGUWAVWpoaAgrKMzGtROqqZlZVbWxouK0ueDxkSoq3qiqaq+pSUlXmHuxRirm57YoKUqs169fx/SISbJ1QpnMylRK/Djefl+pru7Oj+NlMtJTK/Yyxf84HhlFiRWLUmw3sJE8OaHdu/c2N7cnky3mv898pGRyORru2rVHuoJbOL8/171WRYnVKv7h2ZDEWEmqvFhZIYmxkhRjJSnGSlKMlaQYK0kxVpJirCTFWEmKsZIUYyUpxkpSjJWkGCtJMVaSYqwkxVhJirGSFGMlKcZKUoyVpBgrSTFWkmKsJMVYSYqxkhRjJSnGSlKMlaQYK0kxVpJirCTFWMsrcc1LrthhNTwrsFtfrXyGX3oPtoojVhwKpgBYbW3vrYKJsQpFjNU6hNUcrdTpo21z6cGpo2LEWBW3um3N1Nw69WKt7J4TbK5wEWOVbt1HlhesLpULYrUNILAYq+L2HiNvoWbNcapczGgtiRir4la3fU3CpcLKozUkrPl7yTrNzOpHrcgFllOdEs7AecZaPoUaYRyxelS5I7VXNOHFDivLixgrSTFWkmKsJMVYSYqxkhRjJalYY43LXjV6xRSrxGhJDPeO4ojVAeg9cCOLJJqO/Cp2WD0wDU5Wm88LOmGspVJ4WKNpEo3ihdUzU99kbSurY1ZWsB3Ok23NxlilZ6dMlZdWzTpXTxKyjFV6dsp0oaZyn1QDlrFKz06ZXrAGPJ/QxFhV57Y5vrBOEsSM1eJfXxFZUfKSqeTyTHayXOGyiLGSVOyw5ifTw8NJqzhizfOj/kKKKVYhw6JyRzRZFGusLCcxVpJirCTFWEmKJFZeO9HDykviPC2sd/eykwlrWYKhgVV/OFHcQ35r82LQMNZgsnnaFPRKhoGAsfqVyxPEwA41Wz3mLf+Asx3gWqZT21AVU6yOQEuKVSViW9Ppz8CaY80PVbHDWgBoqUerZjuNxLwHrLZDOyTFDmveC9lwsBaTE83cKxVHrEJucCc3Vh6tBWVPtnyTsEudyGbgfPyx5m2HbTn2FFaVMQwCWIXugVtWrFGOSieRwSo0TnZyjNYyihjWPD/qN0UPKyvPWImKsZIUYyUpxkpSjJWkGCtJMVaSYqwkxVhJirGSFGMlKcZKUoyVpBgrSTFWkmKsJMVYScoJKycCibGSTBKrsDmRSQaLqP4Pi27+qg==) @@ -139,38 +172,54 @@ in the above example).&] [s5; Image list classes also provide unified interface class to its content: [* Iml]. In fact, method used in previous example are just wrappers that call Iml methods:&] -[s7; &] -[s7; #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s7; #define IMAGECLASS MyImages&] -[s7; #define IMAGEFILE &] -[s7; #include &] -[s7; &] -[s7; class MyApp : public TopWindow `{&] -[s7; -|[* Iml]`& iml;&] -[s7; &] -[s7; public:&] -[s7; -|virtual void Paint(Draw`& draw);&] -[s7; -|&] -[s7; -|MyApp(Iml`& `_iml) : iml(`_iml) `{`}&] -[s7; `};&] -[s7; &] -[s7; void MyApp`::Paint(Draw`& w)&] -[s7; `{&] -[s7; -|w.DrawRect(GetSize(), SColorPaper());&] -[s7; -|for(int i `= 0; i < iml.[* GetCount](); i`+`+) `{&] -[s7; -|-|w.DrawImage(50, 80 `+ 20 `* i, iml.[* Get](i));&] -[s7; -|-|w.DrawText(80, 80 `+ 20 `* i, iml.[* GetId](i));&] -[s7; -|`}&] -[s7; `}&] -[s7; &] -[s7; GUI`_APP`_MAIN&] -[s7; `{&] -[s7; -|MyApp(MyImages`::[* Iml]()).Sizeable().Run();&] -[s7; `}&] -[s7; &] +[s5; &] +[s7;l320;%- [@(128.0.255) #include][@0 ][@(0.0.255) <][@0 CtrlLib][@(0.0.255) /][@0 CtrlLib][@(0.0.255) . +][@0 h][@(0.0.255) >]&] +[s0;l320;C+75%- &] +[s0;l320;%- [*C@(0.0.255)+75 using][C+75 ][*C@(0.0.255)+75 namespace][C+75 +Upp;]&] +[s0;l320;C+75%- &] +[s0;l320;%- [C@(128.0.255)+75 #define][C+75 IMAGECLASS MyImages]&] +[s0;l320;%- [C@(128.0.255)+75 #define][C+75 IMAGEFILE ][C@(0.0.255)+75 <][C+75 Image02b][C@(0.0.255)+75 / +][C+75 images][C@(0.0.255)+75 .][C+75 iml][C@(0.0.255)+75 >]&] +[s0;l320;%- [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 Draw][C@(0.0.255)+75 /][C+75 i +ml][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320;C+75%- &] +[s0;l320;%- [*C@(0.0.255)+75 class][C+75 MyApp ][C@(0.0.255)+75 :][C+75 +][*C@(0.0.255)+75 public][C+75 TopWindow `{]&] +[s0;l320;%- [*C@(0.0.255)+75 public][C@(0.0.255)+75 :]&] +[s0;l320;%- [C+75 MyApp(][*_C+75 Iml][*_C@(0.0.255)+75 `&][*_C+75 iml][C+75 ) +][C@(0.0.255)+75 :][C+75 ][*_C+75 m`_iml(iml)][C+75 `{]&] +[s0;l320;%- [C+75 SetRect(][C@3+75 0][C+75 , ][C@3+75 0][C+75 , ][C@3+75 200][C+75 , +][C@3+75 200][C+75 );]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 ]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 void][C+75 Paint(Draw][C@(0.0.255)+75 `&][C+75 +w) ][*C@(0.0.255)+75 override][C+75 `{]&] +[s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawRect(GetSize(), +SColorPaper());]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75 +i ][C@(0.0.255)+75 `=][C+75 ][C@3+75 0][C+75 ; i ][C@(0.0.255)+75 <][C+75 +m`_iml][C@(0.0.255)+75 .][*_C+75 GetCount][C+75 (); i][C@(0.0.255)+75 `+`+][C+75 ) +`{]&] +[s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawImage(][C@3+75 50][C+75 , +][C@3+75 80][C+75 ][C@(0.0.255)+75 `+][C+75 ][C@3+75 20][C+75 ][C@(0.0.255)+75 `*][C+75 +i, m`_iml][C@(0.0.255)+75 .][*_C+75 Get][C+75 (i));]&] +[s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawText(][C@3+75 80][C+75 , +][C@3+75 80][C+75 ][C@(0.0.255)+75 `+][C+75 ][C@3+75 20][C+75 ][C@(0.0.255)+75 `*][C+75 +i, m`_iml][C@(0.0.255)+75 .][*_C+75 GetId][C+75 (i));]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 ]&] +[s0;l320;%- [*C@(0.0.255)+75 private][C@(0.0.255)+75 :]&] +[s0;l320;%- [C+75 ][*_C+75 Iml][*_C@(0.0.255)+75 `&][*_C+75 m`_iml][C+75 ;]&] +[s0;l320;%- [C+75 `};]&] +[s0;l320;C+75%- &] +[s0;l320;%- [C+75 GUI`_APP`_MAIN]&] +[s0;l320;%- [C+75 `{]&] +[s0;l320;%- [C+75 MyApp(MyImages][C@(0.0.255)+75 `::][*_C+75 Iml][C+75 ())][C@(0.0.255)+75 . +][C+75 Run();]&] +[s0;l320;%- [C+75 `}]&] [s5; &] [s0;= @@image:1000&1194 @@ -180,66 +229,94 @@ wrappers that call Iml methods:&] [s3;:3: 3. Creating and altering images in the code using ImageBuffer&] [s5; ImageBuffer represent a write access to the immutable Image value.&] -[s7; &] -[s7; #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s7; struct MyApp : public TopWindow `{&] -[s7; -|Image img;&] -[s7; &] -[s7; -|virtual void Paint(Draw`& w);&] -[s7; -|virtual void LeftDown(Point p, dword keyflags);&] -[s7; -|&] -[s7; -|typedef MyApp CLASSNAME;&] -[s7; -|MyApp();&] -[s7; `};&] -[s7; &] -[s7; MyApp`::MyApp()&] -[s7; `{&] -[s7; -|[* ImageBuffer ]ib(50, 50);&] -[s7; -|for(int y `= 0; y < 50; y`+`+) `{&] -[s7; -|-|[* RGBA ]`*l `= ib`[y`];&] -[s7; -|-|for(int x `= 0; x < 50; x`+`+) `{&] -[s7; -|-|-|if(y `=`= 0 `|`| y `=`= 49 `|`| x `=`= 0 `|`| x `=`= 49)&] -[s7; -|-|-|-|`*l`+`+ `= Black();&] -[s7; -|-|-|else `{&] -[s7; -|-|-|-|l`->a `= 2 `* (x `+ y);&] -[s7; -|-|-|-|l`->r `= 4 `* x;&] -[s7; -|-|-|-|l`->g `= 4 `* y;&] -[s7; -|-|-|-|l`->b `= 200;&] -[s7; -|-|-|-|l`+`+;&] -[s7; -|-|-|`}&] -[s7; -|-|`}&] -[s7; -|`}&] -[s7; -|[* Premultiply](ib);&] -[s7; -|img `= ib;&] -[s7; `}&] -[s7; &] -[s7; void MyApp`::Paint(Draw`& w)&] -[s7; `{&] -[s7; -|w.DrawRect(GetSize(), White);&] -[s7; -|w.DrawImage(10, 5, img);&] -[s7; -|w.DrawImage(40, 25, img);&] -[s7; `}&] -[s7; &] -[s7; void MyApp`::LeftDown(Point p, dword keyflags)&] -[s7; `{&] -[s7; -|[* ImageBuffer] ib(img);&] -[s7; -|for(int y `= 15; y < 35; y`+`+) `{&] -[s7; -|-|RGBA `*l `= ib`[y`];&] -[s7; -|-|for(int x `= 15; x < 35; x`+`+)&] -[s7; -|-|-|l`[x`] `= [* 100 `* Red()];&] -[s7; -|`}&] -[s7; -|[* img `= ib];&] -[s7; -|Refresh();&] -[s7; `}&] -[s7; &] -[s7; GUI`_APP`_MAIN&] -[s7; `{&] -[s7; -|MyApp().Sizeable().Run();&] -[s7; `}&] -[s7; &] +[s5; &] +[s7;l320;%- [@(128.0.255) #include][@0 ][@(0.0.255) <][@0 CtrlLib][@(0.0.255) /][@0 CtrlLib][@(0.0.255) . +][@0 h][@(0.0.255) >]&] +[s0;l320;C+75%- &] +[s0;l320;%- [*C@(0.0.255)+75 using][C+75 ][*C@(0.0.255)+75 namespace][C+75 +Upp;]&] +[s0;l320;C+75%- &] +[s0;l320;%- [*C@(0.0.255)+75 struct][C+75 MyApp ][C@(0.0.255)+75 :][C+75 +][*C@(0.0.255)+75 public][C+75 TopWindow `{]&] +[s0;l320;%- [C+75 Image img;]&] +[s0;l320;C+75%- &] +[s0;l320;%- [C+75 MyApp() `{]&] +[s0;l320;%- [C+75 ][*_C+75 ImageBuffer][C+75 ib(][C@3+75 50][C+75 , +][C@3+75 50][C+75 );]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75 +y ][C@(0.0.255)+75 `=][C+75 ][C@3+75 0][C+75 ; y ][C@(0.0.255)+75 <][C+75 +][C@3+75 50][C+75 ; y][C@(0.0.255)+75 `+`+][C+75 ) `{]&] +[s0;l320;%- [C+75 ][*_C+75 RGBA][C+75 ][C@(0.0.255)+75 `*][C+75 l +][C@(0.0.255)+75 `=][C+75 ib][C@(0.0.255)+75 `[][C+75 y][C@(0.0.255)+75 `]][C+75 ;]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75 +x ][C@(0.0.255)+75 `=][C+75 ][C@3+75 0][C+75 ; x ][C@(0.0.255)+75 <][C+75 +][C@3+75 50][C+75 ; x][C@(0.0.255)+75 `+`+][C+75 ) `{]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 if][C+75 (y ][C@(0.0.255)+75 `=`=][C+75 +][C@3+75 0][C+75 ][C@(0.0.255)+75 `|`|][C+75 y ][C@(0.0.255)+75 `=`=][C+75 +][C@3+75 49][C+75 ][C@(0.0.255)+75 `|`|][C+75 x ][C@(0.0.255)+75 `=`=][C+75 +][C@3+75 0][C+75 ][C@(0.0.255)+75 `|`|][C+75 x ][C@(0.0.255)+75 `=`=][C+75 +][C@3+75 49][C+75 ) `{]&] +[s0;l320;%- [C+75 ][C@(0.0.255)+75 `*][C+75 l][C@(0.0.255)+75 `+`+][C+75 +][C@(0.0.255)+75 `=][C+75 Black();]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 else][C+75 `{]&] +[s0;l320;%- [C+75 l][C@(0.0.255)+75 `->][C+75 a ][C@(0.0.255)+75 `=][C+75 +][C@3+75 2][C+75 ][C@(0.0.255)+75 `*][C+75 (x ][C@(0.0.255)+75 `+][C+75 +y);]&] +[s0;l320;%- [C+75 l][C@(0.0.255)+75 `->][C+75 r ][C@(0.0.255)+75 `=][C+75 +][C@3+75 4][C+75 ][C@(0.0.255)+75 `*][C+75 x;]&] +[s0;l320;%- [C+75 l][C@(0.0.255)+75 `->][C+75 g ][C@(0.0.255)+75 `=][C+75 +][C@3+75 4][C+75 ][C@(0.0.255)+75 `*][C+75 y;]&] +[s0;l320;%- [C+75 l][C@(0.0.255)+75 `->][C+75 b ][C@(0.0.255)+75 `=][C+75 +][C@3+75 200][C+75 ;]&] +[s0;l320;%- [C+75 l][C@(0.0.255)+75 `+`+][C+75 ;]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 ][*_C+75 Premultiply][C+75 (ib);]&] +[s0;l320;%- [C+75 img ][C@(0.0.255)+75 `=][C+75 ib;]&] +[s0;l320;%- [C+75 ]&] +[s0;l320;%- [C+75 SetRect(][C@3+75 0][C+75 , ][C@3+75 0][C+75 , img][C@(0.0.255)+75 .][C+75 G +etSize()][C@(0.0.255)+75 .][C+75 cx ][C@(0.0.255)+75 `+][C+75 ][C@3+75 50][C+75 , +img][C@(0.0.255)+75 .][C+75 GetSize()][C@(0.0.255)+75 .][C+75 cy ][C@(0.0.255)+75 `+][C+75 +][C@3+75 35][C+75 );]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;C+75%- &] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 void][C+75 Paint(Draw][C@(0.0.255)+75 `&][C+75 +w) ][*C@(0.0.255)+75 override][C+75 `{]&] +[s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawRect(GetSize(), +White);]&] +[s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawImage(][C@3+75 10][C+75 , +][C@3+75 5][C+75 , img);]&] +[s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawImage(][C@3+75 40][C+75 , +][C@3+75 25][C+75 , img);]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 ]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 void][C+75 LeftDown(Point p, ][C@(0.128.128)+75 dwor +d][C+75 keyflags) ][*C@(0.0.255)+75 override][C+75 `{]&] +[s0;l320;%- [C+75 ][*_C+75 ImageBuffer][C+75 ib(img);]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75 +y ][C@(0.0.255)+75 `=][C+75 ][C@3+75 15][C+75 ; y ][C@(0.0.255)+75 <][C+75 +][C@3+75 35][C+75 ; y][C@(0.0.255)+75 `+`+][C+75 ) `{]&] +[s0;l320;%- [C+75 RGBA ][C@(0.0.255)+75 `*][C+75 l ][C@(0.0.255)+75 `=][C+75 +ib][C@(0.0.255)+75 `[][C+75 y][C@(0.0.255)+75 `]][C+75 ;]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75 +x ][C@(0.0.255)+75 `=][C+75 ][C@3+75 15][C+75 ; x ][C@(0.0.255)+75 <][C+75 +][C@3+75 35][C+75 ; x][C@(0.0.255)+75 `+`+][C+75 ) `{]&] +[s0;l320;%- [C+75 l][C@(0.0.255)+75 `[][C+75 x][C@(0.0.255)+75 `]][C+75 +][C@(0.0.255)+75 `=][C+75 ][*_C@3+75 100][*_C+75 ][*_C@(0.0.255)+75 `*][*_C+75 +Red()][C+75 ;]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 ][*_C+75 img ][*_C@(0.0.255)+75 `=][*_C+75 ib][C+75 ;]&] +[s0;l320;%- [C+75 Refresh();]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 `};]&] +[s0;l320;C+75%- &] +[s0;l320;%- [C+75 GUI`_APP`_MAIN]&] +[s0;l320;%- [C+75 `{]&] +[s0;l320;%- [C+75 MyApp()][C@(0.0.255)+75 .][C+75 Run();]&] +[s0;l320;%- [C+75 `}]&] [s5; &] [s0;= @@image:584&629 @@ -249,14 +326,14 @@ value.&] 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) &] [s5; &] -[s5; To create a new image, create ImageBuffer of required size and -simply set RGBA pixels of the image. ImageBuffer provides operator`[`] -returning the pointer to scanlines. When created, assign ImageBuffer -instance to Image. Note that this operation clears the ImageBuffer -(for performance reasons).&] +[s5; To create a new image, create [* ImageBuffer] of required size +and simply set [* RGBA] pixels of the image. ImageBuffer provides +operator`[`] returning the pointer to scanlines. When created, +assign ImageBuffer instance to Image. Note that this operation +clears the ImageBuffer (for performance reasons).&] [s5; Ultimate`+`+ expects pixel data to be in premultiplied alpha -format `- Premultiply can do that for the whole ImageBuffer (or -Image) in straight format.&] +format `- [* Premultiply] can do that for the whole ImageBuffer +(or Image) in straight format.&] [s5; To alter existing Image, assign it to ImageBuffer, alter pixels and assign back to the Image. Assigning Image to ImageBuffer clears the Image (again, for performance reasons). In this case, @@ -276,59 +353,71 @@ whether a given stream is in appropriate format. StreamRaster then contains static methods like `"LoadFileAny`" which detects the format of an image file and loads it using the appropriate StreamRaster class.&] -[s7; &] -[s7;%- #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s7;%- struct MyApp : public TopWindow `{&] -[s7;%- -|Image img;&] -[s7;%- -|FileSel fs;&] -[s7; &] -[s7;%- -|void Open();&] -[s7; &] -[s7;%- -|virtual void Paint(Draw`& w);&] -[s7;%- -|virtual void LeftDown(Point, dword) `{ Open(); `}&] -[s7;%- -|&] -[s7;%- -|typedef MyApp CLASSNAME;&] -[s7;%- -|MyApp();&] -[s7;%- `};&] -[s7; &] -[s7;%- MyApp`::MyApp()&] -[s7;%- `{&] -[s7;%- -|fs.Type(`"Image file`", `"`*.bmp;`*.png;`*.tif;`*.tiff;`*.jpg;`*.jpeg;`*.gif`" -);&] -[s7;%- -|Sizeable();&] -[s7;%- `}&] -[s7; &] -[s7;%- void MyApp`::Paint(Draw`& w)&] -[s7;%- `{&] -[s7;%- -|w.DrawRect(GetSize(), White);&] -[s7;%- -|if(img)&] -[s7;%- -|-|w.DrawImage(0, 0, img);&] -[s7;%- -|else&] -[s7;%- -|-|w.DrawText(0, 0, `"No image loaded!`", Arial(30).Italic());&] -[s7;%- `}&] -[s7; &] -[s7;%- void MyApp`::Open()&] -[s7;%- `{&] -[s7;%- -|if(fs.ExecuteOpen(`"Choose the image file to open`")) `{&] -[s7;%- -|-|img `= [* StreamRaster`::LoadFileAny](`~fs);&] -[s7;%- -|-|Refresh();&] -[s7;%- -|`}&] -[s7;%- `}&] -[s7; &] -[s7;%- GUI`_APP`_MAIN&] -[s7;%- `{&] -[s7;%- -|MyApp app;&] -[s7;%- -|app.Open();&] -[s7;%- -|app.Run();&] -[s7;%- `}&] +[s5; &] +[s0;l320;%- [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 CtrlLib][C@(0.0.255)+75 / +][C+75 CtrlLib][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320;C+75%- &] +[s0;l320;%- [*C@(0.0.255)+75 using][C+75 ][*C@(0.0.255)+75 namespace][C+75 +Upp;]&] +[s0;l320;C+75%- &] +[s0;l320;%- [*C@(0.0.255)+75 struct][C+75 MyApp ][C@(0.0.255)+75 :][C+75 +][*C@(0.0.255)+75 public][C+75 TopWindow `{]&] +[s0;l320;%- [C+75 Image img;]&] +[s0;l320;%- [C+75 FileSel fs;]&] +[s0;l320;C+75%- &] +[s0;l320;%- [C+75 MyApp() `{]&] +[s0;l320;%- [C+75 fs][C@(0.0.255)+75 .][C+75 Type(][C@3+75 `"Image +file`"][C+75 , ][C@3+75 `"`*.bmp;`*.png;`*.tif;`*.tiff;`*.jpg;`*.jpeg;`*.gif`"][C+75 ); +]&] +[s0;l320;%- [C+75 Sizeable();]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;C+75%- &] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 void][C+75 Paint(Draw][C@(0.0.255)+75 `&][C+75 +w) ][*C@(0.0.255)+75 override][C+75 `{]&] +[s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawRect(GetSize(), +White);]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 if][C+75 (img) `{]&] +[s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawImage(][C@3+75 0][C+75 , +][C@3+75 0][C+75 , img);]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 else][C+75 `{]&] +[s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawText(][C@3+75 0][C+75 , +][C@3+75 0][C+75 , ][C@3+75 `"No image loaded!`"][C+75 , Arial(][C@3+75 30][C+75 )][C@(0.0.255)+75 . +][C+75 Italic());]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 ]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 void][C+75 LeftDown(Point, ][C@(0.128.128)+75 dword][C+75 ) + ][*C@(0.0.255)+75 override][C+75 `{]&] +[s0;l320;%- [C+75 Open();]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 ]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 void][C+75 Open() `{]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 if][C+75 (fs][C@(0.0.255)+75 .][C+75 ExecuteOpen(][C@3+75 `" +Choose the image file to open`"][C+75 )) `{]&] +[s0;l320;%- [C+75 img ][C@(0.0.255)+75 `=][C+75 ][*_C+75 StreamRaster][*_C@(0.0.255)+75 `: +:][*_C+75 LoadFileAny][C+75 (][C@(0.0.255)+75 `~][C+75 fs);]&] +[s0;l320;%- [C+75 Refresh();]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 `};]&] +[s0;l320;C+75%- &] +[s0;l320;%- [C+75 GUI`_APP`_MAIN]&] +[s0;l320;%- [C+75 `{]&] +[s0;l320;%- [C+75 MyApp app;]&] +[s0;l320;%- [C+75 app][C@(0.0.255)+75 .][C+75 Open();]&] +[s0;l320;%- [C+75 app][C@(0.0.255)+75 .][C+75 Run();]&] +[s0;l320;%- [C+75 `}]&] [s5; &] [s5; Important thing to note is that while packages dealing with -specific formats self`-register for use with LoadFileAny, you -need to add specific packages dealing with format to TheIDE project -(plugin/bmp, plugin/png, plugin/jpg, plugin/tif, plugin/gif).&] +specific formats self`-register for use with [* LoadFileAny], you +need to [* add specific packages] dealing with format to TheIDE +project:&] +[s5;l192;i150;O0; [* plugin/bmp] `- for BMP file format support&] +[s5;l192;i150;O0; [* plugin/png] `- for PNG file format support&] +[s5;l192;i150;O0; [* plugin/jpg] `- for JPEG file format support&] +[s5;l192;i150;O0; [* plugin/tif ]`- for TIFF file format support&] +[s5;l192;i150;O0; [* plugin/gif] `- for GIF file format support&] [s5; &] [s3;:5: 5. Processing raster images by scanlines&] [s5; Sometimes it is important to process images without loading @@ -336,41 +425,61 @@ all the RGBA data into the memory. In such case Raster and [* RasterEncoder] provide interface to process them by scanlines. This example converts an image to grayscale (by using just G channel) and saves it as low`-quality JPG image:&] -[s7; &] -[s7;%- #include &] -[s7;%- #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s7;%- GUI`_APP`_MAIN&] -[s7;%- `{&] -[s7;%- -|FileSel fs;&] -[s7;%- -|fs.Type(`"Image file`", `"`*.bmp;`*.png;`*.tif;`*.tiff;`*.jpg;`*.jpeg;`*.gif`" -);&] -[s7;%- -|if(!fs.ExecuteOpen(`"Choose the image file to convert`"))&] -[s7;%- -|-|return;&] -[s7;%- -|String fn `= `~fs;&] -[s7;%- -|[* JPGEncoder] jpg(20);&] -[s7;%- -|FileIn in(fn);&] -[s7;%- -|[* One raster `= StreamRaster`::OpenAny(in)];&] -[s7;%- -|if(!raster) `{&] -[s7;%- -|-|Exclamation(`"Invalid input`");&] -[s7;%- -|-|return;&] -[s7;%- -|`}&] -[s7;%- -|FileOut out(fn `+ `".out.jpg`");&] -[s7;%- -|jpg.[* SetStream](out);&] -[s7;%- -|jpg.[* Create(raster`->GetSize())];&] -[s7;%- -|for(int i `= 0; i < raster`->[* GetHeight](); i`+`+) `{&] -[s7;%- -|-|[* RasterLine] l `= raster`->[* GetLine](i);&] -[s7;%- -|-|Buffer out(raster`->[* GetWidth]());&] -[s7;%- -|-|for(int j `= 0; j < raster`->[* GetWidth](); j`+`+) `{&] -[s7;%- -|-|-|out`[j`].g `= out`[j`].b `= out`[j`].r `= l`[j`].g;&] -[s7;%- -|-|-|out`[j`].a `= 255;&] -[s7;%- -|-|`}&] -[s7;%- -|-|jpg.[* WriteLine](out);&] -[s7;%- -|`}&] -[s7;%- `}&] -[s7; &] +[s5; &] +[s0;l320;%- [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 CtrlLib][C@(0.0.255)+75 / +][C+75 CtrlLib][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320;%- [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 plugin][C@(0.0.255)+75 / +][C+75 jpg][C@(0.0.255)+75 /][C+75 jpg][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320;C+75%- &] +[s0;l320;%- [*C@(0.0.255)+75 using][C+75 ][*C@(0.0.255)+75 namespace][C+75 +Upp;]&] +[s0;l320;C+75%- &] +[s0;l320;%- [C+75 GUI`_APP`_MAIN]&] +[s0;l320;%- [C+75 `{]&] +[s0;l320;%- [C+75 FileSel fs;]&] +[s0;l320;%- [C+75 fs][C@(0.0.255)+75 .][C+75 Type(][C@3+75 `"Image file`"][C+75 , +][C@3+75 `"`*.bmp;`*.png;`*.tif;`*.tiff;`*.jpg;`*.jpeg;`*.gif`"][C+75 );]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 if][C+75 (][C@(0.0.255)+75 !][C+75 fs][C@(0.0.255)+75 .][C+75 E +xecuteOpen(][C@3+75 `"Choose the image file to convert`"][C+75 ))]&] +[s0;l320;%- [C+75 ][*_C@(128.0.255)+75 return][C+75 ;]&] +[s0;l320;%- [C+75 String fn ][C@(0.0.255)+75 `=][C+75 ][C@(0.0.255)+75 `~][C+75 fs;]&] +[s0;l320;%- [C+75 ][*_C+75 JPGEncoder][C+75 jpg(][C@3+75 20][C+75 );]&] +[s0;l320;%- [C+75 FileIn in(fn);]&] +[s0;l320;%- [C+75 ][*_C+75 One][*_C@(0.0.255)+75 <][*_C+75 StreamRaster][*_C@(0.0.255)+75 > +][*_C+75 raster ][*_C@(0.0.255)+75 `=][*_C+75 StreamRaster][*_C@(0.0.255)+75 `::][*_C+75 O +penAny(in)][C+75 ;]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 if][C+75 (][C@(0.0.255)+75 !][C+75 raster) +`{]&] +[s0;l320;%- [C+75 Exclamation(][C@3+75 `"Invalid input`"][C+75 );]&] +[s0;l320;%- [C+75 ][*_C@(128.0.255)+75 return][C+75 ;]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 FileOut out(fn ][C@(0.0.255)+75 `+][C+75 ][C@3+75 `".out.png`"][C+75 );]&] +[s0;l320;%- [C+75 jpg][C@(0.0.255)+75 .][*_C+75 SetStream(out)][C+75 ;]&] +[s0;l320;%- [C+75 jpg][C@(0.0.255)+75 .][*_C+75 Create(raster][*_C@(0.0.255)+75 `->][*_C+75 G +etSize())][C+75 ;]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75 +i ][C@(0.0.255)+75 `=][C+75 ][C@3+75 0][C+75 ; i ][C@(0.0.255)+75 <][C+75 +raster][C@(0.0.255)+75 `->][*_C+75 GetHeight][C+75 (); i][C@(0.0.255)+75 `+`+][C+75 ) +`{]&] +[s0;l320;%- [C+75 ][*_C+75 RasterLine][C+75 l ][C@(0.0.255)+75 `=][C+75 +raster][C@(0.0.255)+75 `->][*_C+75 GetLine][C+75 (i);]&] +[s0;l320;%- [C+75 Buffer][C@(0.0.255)+75 <][C+75 RGBA][C@(0.0.255)+75 >][C+75 +out(raster][C@(0.0.255)+75 `->][*_C+75 GetWidth][C+75 ());]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75 +j ][C@(0.0.255)+75 `=][C+75 ][C@3+75 0][C+75 ; j ][C@(0.0.255)+75 <][C+75 +raster][C@(0.0.255)+75 `->][*_C+75 GetWidth][C+75 (); j][C@(0.0.255)+75 `+`+][C+75 ) +`{]&] +[s0;l320;%- [C+75 out][C@(0.0.255)+75 `[][C+75 j][C@(0.0.255)+75 `].][C+75 g +][C@(0.0.255)+75 `=][C+75 out][C@(0.0.255)+75 `[][C+75 j][C@(0.0.255)+75 `].][C+75 b +][C@(0.0.255)+75 `=][C+75 out][C@(0.0.255)+75 `[][C+75 j][C@(0.0.255)+75 `].][C+75 r +][C@(0.0.255)+75 `=][C+75 l][C@(0.0.255)+75 `[][C+75 j][C@(0.0.255)+75 `].][C+75 g;]&] +[s0;l320;%- [C+75 out][C@(0.0.255)+75 `[][C+75 j][C@(0.0.255)+75 `].][C+75 a +][C@(0.0.255)+75 `=][C+75 ][C@3+75 255][C+75 ;]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 jpg][C@(0.0.255)+75 .][C+75 WriteLine(out);]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 `}]&] +[s5; &] [s5; [* StreamRaster`::OpenAny] returns a StreamRaster derived class capable of reading the input stream (or empty One if the format is not recognized).&] @@ -392,95 +501,137 @@ slow.&] [s5; Image cache can significantly speed up GUI when Images are generated based on the set of parameters and the same set o parameters repeats often.&] -[s7; &] -[s7; #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s7; Image CreateBall(int r, Color color)&] -[s7; `{&] -[s7; -|int rr `= 2 `* r;&] -[s7; -|int r2 `= r `* r;&] -[s7; -|ImageBuffer b(rr, rr);&] -[s7; -|for(int y `= 0; y < rr; y`+`+)&] -[s7; -|-|for(int x `= 0; x < rr; x`+`+) `{&] -[s7; -|-|-|RGBA`& a `= b`[y`]`[x`];&] -[s7; -|-|-|a.r `= color.GetR();&] -[s7; -|-|-|a.g `= color.GetG();&] -[s7; -|-|-|a.b `= color.GetB();&] -[s7; -|-|-|int q `= ((x `- r) `* (x `- r) `+ (y `- r) `* (y `- r)) `* -256 / r2;&] -[s7; -|-|-|a.a `= q <`= 255 ? q : 0;&] -[s7; -|-|`}&] -[s7; -|Premultiply(b);&] -[s7; -|return b;&] -[s7; `}&] -[s7; &] -[s7; struct BallMaker : [* ImageMaker] `{&] -[s7; -|Color color;&] -[s7; -|int r;&] -[s7; -|&] -[s7; -|[* virtual String Key() const;]&] -[s7; [* -|virtual Image Make() const;]&] -[s7; `};&] -[s7; &] -[s7; String BallMaker`::Key() const&] -[s7; `{&] -[s7; -|char h`[sizeof(int) `+ 3`];&] -[s7; -|`*(int `*)h `= r;&] -[s7; -|h`[sizeof(int)`] `= color.GetR();&] -[s7; -|h`[sizeof(int) `+ 1`] `= color.GetG();&] -[s7; -|h`[sizeof(int) `+ 2`] `= color.GetB();&] -[s7; -|return String(h, sizeof(int) `+ 3);&] -[s7; `}&] -[s7; &] -[s7; Image BallMaker`::Make() const&] -[s7; `{&] -[s7; -|return CreateBall(r, color);&] -[s7; `}&] -[s7; &] -[s7; Image CreateBallCached(int r, Color color)&] -[s7; `{&] -[s7; -|BallMaker m;&] -[s7; -|m.r `= r;&] -[s7; -|m.color `= color;&] -[s7; -|return [* MakeImage](m);&] -[s7; `}&] -[s7; &] -[s7; struct MyApp : public TopWindow `{&] -[s7; -|bool cached;&] -[s7; &] -[s7; -|virtual void Paint(Draw`& w) `{&] -[s7; -|-|w.DrawRect(GetSize(), White);&] -[s7; -|-|for(int y `= 0; y < 300; y `+`= 30)&] -[s7; -|-|-|for(int i `= 10; i < 500; i `+`= i / 3) `{&] -[s7; -|-|-|-|Color c `= Color((200 `* i) `& 255, (150 `* i) `& 255, (300 -`* i) `& 255);&] -[s7; -|-|-|-|w.DrawImage(i, y `+ i / 5,&] -[s7; -|-|-|-| (cached ? CreateBallCached : CreateBall)(i / -2, c));&] -[s7; -|-|-|`}&] -[s7; -|`}&] -[s7; &] -[s7; -|virtual void LeftDown(Point, dword) `{&] -[s7; -|-|cached `= true;&] -[s7; -|-|Title(`"Now cached `- try to resize the window to see the -speed`");&] -[s7; -|`}&] -[s7; &] -[s7; -|MyApp() `{&] -[s7; -|-|cached `= false;&] -[s7; -|-|Title(`"Not cached `- try to resize the window to see the -speed, `"&] -[s7; -|-| `"click to activate the cache`");&] -[s7; -|-|Sizeable().Zoomable();&] -[s7; -|`}&] -[s7; `};&] -[s7; &] -[s7; GUI`_APP`_MAIN&] -[s7; `{&] -[s7; -|MyApp().Run();&] -[s7; `}&] +[s5; &] +[s7;l320;%- [@(128.0.255) #include][@0 ][@(0.0.255) <][@0 CtrlLib][@(0.0.255) /][@0 CtrlLib][@(0.0.255) . +][@0 h][@(0.0.255) >]&] +[s0;l320;C+75%- &] +[s0;l320;%- [*C@(0.0.255)+75 using][C+75 ][*C@(0.0.255)+75 namespace][C+75 +Upp;]&] +[s0;l320;C+75%- &] +[s0;l320;%- [C+75 Image CreateBall(][*C@(0.0.255)+75 int][C+75 r, Color +color)]&] +[s0;l320;%- [C+75 `{]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 int][C+75 rr ][C@(0.0.255)+75 `=][C+75 +][C@3+75 2][C+75 ][C@(0.0.255)+75 `*][C+75 r;]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 int][C+75 r2 ][C@(0.0.255)+75 `=][C+75 +r ][C@(0.0.255)+75 `*][C+75 r;]&] +[s0;l320;%- [C+75 ImageBuffer b(rr, rr);]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75 +y ][C@(0.0.255)+75 `=][C+75 ][C@3+75 0][C+75 ; y ][C@(0.0.255)+75 <][C+75 +rr; y][C@(0.0.255)+75 `+`+][C+75 )]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75 +x ][C@(0.0.255)+75 `=][C+75 ][C@3+75 0][C+75 ; x ][C@(0.0.255)+75 <][C+75 +rr; x][C@(0.0.255)+75 `+`+][C+75 ) `{]&] +[s0;l320;%- [C+75 RGBA][C@(0.0.255)+75 `&][C+75 a ][C@(0.0.255)+75 `=][C+75 +b][C@(0.0.255)+75 `[][C+75 y][C@(0.0.255)+75 `]`[][C+75 x][C@(0.0.255)+75 `]][C+75 ;]&] +[s0;l320;%- [C+75 a][C@(0.0.255)+75 .][C+75 r ][C@(0.0.255)+75 `=][C+75 +color][C@(0.0.255)+75 .][C+75 GetR();]&] +[s0;l320;%- [C+75 a][C@(0.0.255)+75 .][C+75 g ][C@(0.0.255)+75 `=][C+75 +color][C@(0.0.255)+75 .][C+75 GetG();]&] +[s0;l320;%- [C+75 a][C@(0.0.255)+75 .][C+75 b ][C@(0.0.255)+75 `=][C+75 +color][C@(0.0.255)+75 .][C+75 GetB();]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 int][C+75 q ][C@(0.0.255)+75 `=][C+75 +((x ][C@(0.0.255)+75 `-][C+75 r) ][C@(0.0.255)+75 `*][C+75 (x ][C@(0.0.255)+75 `-][C+75 +r) ][C@(0.0.255)+75 `+][C+75 (y ][C@(0.0.255)+75 `-][C+75 r) ][C@(0.0.255)+75 `*][C+75 +(y ][C@(0.0.255)+75 `-][C+75 r)) ][C@(0.0.255)+75 `*][C+75 ][C@3+75 256][C+75 +][C@(0.0.255)+75 /][C+75 r2;]&] +[s0;l320;%- [C+75 a][C@(0.0.255)+75 .][C+75 a ][C@(0.0.255)+75 `=][C+75 +q ][C@(0.0.255)+75 <`=][C+75 ][C@3+75 255][C+75 ][C@(0.0.255)+75 ?][C+75 +q ][C@(0.0.255)+75 :][C+75 ][C@3+75 0][C+75 ;]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 ][*_C@(128.0.255)+75 return][C+75 b;]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;C+75%- &] +[s0;l320;%- [*C@(0.0.255)+75 struct][C+75 BallMaker ][C@(0.0.255)+75 :][C+75 +][*_C+75 ImageMaker][C+75 `{]&] +[s0;l320;%- [C+75 Color color;]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 int][C+75 r;]&] +[s0;l320;C+75%- &] +[s0;l320;%- [C+75 ][*_C+75 String Key()][_C+75 ][*_C@(0.0.255)+75 const][_C+75 +][*_C@(0.0.255)+75 override][*_C+75 `{]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 char][C+75 h][C@(0.0.255)+75 `[][*C@(0.0.255)+75 s +izeof][C+75 (][*C@(0.0.255)+75 int][C+75 ) ][C@(0.0.255)+75 `+][C+75 ][C@3+75 3][C@(0.0.255)+75 `] +][C+75 ;]&] +[s0;l320;%- [C+75 ][C@(0.0.255)+75 `*][C+75 (][*C@(0.0.255)+75 int][C+75 +][C@(0.0.255)+75 `*][C+75 )h ][C@(0.0.255)+75 `=][C+75 r;]&] +[s0;l320;%- [C+75 h][C@(0.0.255)+75 `[][*C@(0.0.255)+75 sizeof][C+75 (][*C@(0.0.255)+75 i +nt][C+75 )][C@(0.0.255)+75 `]][C+75 ][C@(0.0.255)+75 `=][C+75 color][C@(0.0.255)+75 .][C+75 G +etR();]&] +[s0;l320;%- [C+75 h][C@(0.0.255)+75 `[][*C@(0.0.255)+75 sizeof][C+75 (][*C@(0.0.255)+75 i +nt][C+75 ) ][C@(0.0.255)+75 `+][C+75 ][C@3+75 1][C@(0.0.255)+75 `]][C+75 +][C@(0.0.255)+75 `=][C+75 color][C@(0.0.255)+75 .][C+75 GetG();]&] +[s0;l320;%- [C+75 h][C@(0.0.255)+75 `[][*C@(0.0.255)+75 sizeof][C+75 (][*C@(0.0.255)+75 i +nt][C+75 ) ][C@(0.0.255)+75 `+][C+75 ][C@3+75 2][C@(0.0.255)+75 `]][C+75 +][C@(0.0.255)+75 `=][C+75 color][C@(0.0.255)+75 .][C+75 GetB();]&] +[s0;l320;%- [C+75 ][*_C@(128.0.255)+75 return][C+75 String(h, +][*C@(0.0.255)+75 sizeof][C+75 (][*C@(0.0.255)+75 int][C+75 ) ][C@(0.0.255)+75 `+][C+75 +][C@3+75 3][C+75 );]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 ]&] +[s0;l320;%- [C+75 ][*_C+75 Image Make() ][*_C@(0.0.255)+75 const][_C+75 +][*_C@(0.0.255)+75 override][*_C+75 `{]&] +[s0;l320;%- [C+75 ][*_C@(128.0.255)+75 return][C+75 CreateBall(r, +color);]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 `};]&] +[s0;l320;C+75%- &] +[s0;l320;%- [C+75 Image CreateBallCached(][*C@(0.0.255)+75 int][C+75 r, +Color color)]&] +[s0;l320;%- [C+75 `{]&] +[s0;l320;%- [C+75 BallMaker m;]&] +[s0;l320;%- [C+75 m][C@(0.0.255)+75 .][C+75 r ][C@(0.0.255)+75 `=][C+75 +r;]&] +[s0;l320;%- [C+75 m][C@(0.0.255)+75 .][C+75 color ][C@(0.0.255)+75 `=][C+75 +color;]&] +[s0;l320;%- [C+75 ][*_C@(128.0.255)+75 return][C+75 ][*_C+75 MakeImage][C+75 (m);]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;C+75%- &] +[s0;l320;%- [*C@(0.0.255)+75 struct][C+75 MyApp ][C@(0.0.255)+75 :][C+75 +][*C@(0.0.255)+75 public][C+75 TopWindow `{]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 bool][C+75 cached;]&] +[s0;l320;C+75%- &] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 void][C+75 Paint(Draw][C@(0.0.255)+75 `&][C+75 +w) ][*C@(0.0.255)+75 override][C+75 `{]&] +[s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawRect(GetSize(), +White);]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75 +y ][C@(0.0.255)+75 `=][C+75 ][C@3+75 0][C+75 ; y ][C@(0.0.255)+75 <][C+75 +][C@3+75 300][C+75 ; y ][C@(0.0.255)+75 `+`=][C+75 ][C@3+75 30][C+75 )]&] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75 +i ][C@(0.0.255)+75 `=][C+75 ][C@3+75 10][C+75 ; i ][C@(0.0.255)+75 <][C+75 +][C@3+75 500][C+75 ; i ][C@(0.0.255)+75 `+`=][C+75 i ][C@(0.0.255)+75 /][C+75 +][C@3+75 3][C+75 ) `{]&] +[s0;l320;%- [C+75 Color c ][C@(0.0.255)+75 `=][C+75 Color((][C@3+75 200][C+75 +][C@(0.0.255)+75 `*][C+75 i) ][C@(0.0.255)+75 `&][C+75 ][C@3+75 255][C+75 , +(][C@3+75 150][C+75 ][C@(0.0.255)+75 `*][C+75 i) ][C@(0.0.255)+75 `&][C+75 +][C@3+75 255][C+75 , (][C@3+75 300][C+75 ][C@(0.0.255)+75 `*][C+75 i) ][C@(0.0.255)+75 `&][C+75 +][C@3+75 255][C+75 );]&] +[s0;l320;%- [C+75 w][C@(0.0.255)+75 .][C+75 DrawImage(i, +y ][C@(0.0.255)+75 `+][C+75 i ][C@(0.0.255)+75 /][C+75 ][C@3+75 5][C+75 , +(cached ][C@(0.0.255)+75 ?][C+75 CreateBallCached ][C@(0.0.255)+75 :][C+75 +CreateBall)(i ][C@(0.0.255)+75 /][C+75 ][C@3+75 2][C+75 , c));]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;C+75%- &] +[s0;l320;%- [C+75 ][*C@(0.0.255)+75 void][C+75 LeftDown(Point, ][C@(0.128.128)+75 dword][C+75 ) + ][*C@(0.0.255)+75 override][C+75 `{]&] +[s0;l320;%- [C+75 cached ][C@(0.0.255)+75 `=][C+75 ][*C@(0.0.255)+75 true][C+75 ;]&] +[s0;l320;%- [C+75 Title(][C@3+75 `"Now cached `- try to resize +the window to see the speed`"][C+75 );]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;C+75%- &] +[s0;l320;%- [C+75 MyApp() `{]&] +[s0;l320;%- [C+75 cached ][C@(0.0.255)+75 `=][C+75 ][*C@(0.0.255)+75 false][C+75 ;]&] +[s0;l320;%- [C+75 Title(][C@3+75 `"Not cached `- try to resize +the window to see the speed, click to activate the cache`"][C+75 );]&] +[s0;l320;%- [C+75 Sizeable()][C@(0.0.255)+75 .][C+75 Zoomable();]&] +[s0;l320;%- [C+75 `}]&] +[s0;l320;%- [C+75 `};]&] +[s0;l320;C+75%- &] +[s0;l320;%- [C+75 GUI`_APP`_MAIN]&] +[s0;l320;%- [C+75 `{]&] +[s0;l320;%- [C+75 MyApp()][C@(0.0.255)+75 .][C+75 Run();]&] +[s0;l320;%- [C+75 `}]&] [s5; &] [s5; In this example, CreateBall routine creates the Image and takes the time to do so. Anyway, in the Paint, the same resulting Image From 33f582c75e9c903962d4b675f8a17e7d3f6b77c9 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Zbigniew=20R=C4=99bacz?= Date: Sun, 1 Oct 2023 12:57:10 +0200 Subject: [PATCH 06/14] Sql, Doc: tutorial modernization to the new hilighting. --- tutorial/Sql01/main.cpp | 2 +- uppsrc/Sql/srcdoc.tpp/tutorial_en-us.tpp | 711 +++++++++++++---------- 2 files changed, 405 insertions(+), 308 deletions(-) diff --git a/tutorial/Sql01/main.cpp b/tutorial/Sql01/main.cpp index a851da8fb..15d343d73 100644 --- a/tutorial/Sql01/main.cpp +++ b/tutorial/Sql01/main.cpp @@ -18,5 +18,5 @@ CONSOLE_APP_MAIN Sql sql(sqlite3); sql.Execute("select date('now')"); while(sql.Fetch()) - Cout() << sql[0]; + Cout() << sql[0] << '\n'; } diff --git a/uppsrc/Sql/srcdoc.tpp/tutorial_en-us.tpp b/uppsrc/Sql/srcdoc.tpp/tutorial_en-us.tpp index f47263780..6182d7cf1 100644 --- a/uppsrc/Sql/srcdoc.tpp/tutorial_en-us.tpp +++ b/uppsrc/Sql/srcdoc.tpp/tutorial_en-us.tpp @@ -21,57 +21,65 @@ topic "SQL Tutorial"; [C2 $$20,20#70211524482531209251820423858195:class`-nested] [b50;2 $$21,21#03324558446220344731010354752573:Par] [2 $$0,0#00000000000000000000000000000000:Default] -[{_}%EN-US -[s2; SQL Tutorial&] -[s3; Table of contents&] -[s0; &] -[s0; [^topic`:`/`/Sql`/srcdoc`/tutorial`$en`-us`#1^ 1. SqlSession, +[{_} +[s2;%% SQL Tutorial&] +[s3;%% Table of contents&] +[s0;%% &] +[s0;%% [^topic`:`/`/Sql`/srcdoc`/tutorial`$en`-us`#1^ 1. SqlSession, Sql, opening database connection]&] -[s0; [^topic`:`/`/Sql`/srcdoc`/tutorial`$en`-us`#2^ 2. Using global +[s0;%% [^topic`:`/`/Sql`/srcdoc`/tutorial`$en`-us`#2^ 2. Using global main database, executing statements with parameters, getting resultset info]&] -[s0; [^topic`:`/`/Sql`/srcdoc`/tutorial`$en`-us`#3^ 3. Using SqlExp]&] -[s0; [^topic`:`/`/Sql`/srcdoc`/tutorial`$en`-us`#4^ 4. Schema file]&] -[s0; [^topic`:`/`/Sql`/srcdoc`/tutorial`$en`-us`#5^ 5. Using schema +[s0;%% [^topic`:`/`/Sql`/srcdoc`/tutorial`$en`-us`#3^ 3. Using SqlExp]&] +[s0;%% [^topic`:`/`/Sql`/srcdoc`/tutorial`$en`-us`#4^ 4. Schema file]&] +[s0;%% [^topic`:`/`/Sql`/srcdoc`/tutorial`$en`-us`#5^ 5. Using schema file to define SqlId constants]&] -[s0; [^topic`:`/`/Sql`/srcdoc`/tutorial`$en`-us`#6^ 6. Using structures +[s0;%% [^topic`:`/`/Sql`/srcdoc`/tutorial`$en`-us`#6^ 6. Using structures defined by schema files]&] -[s0; &] -[s3;:1: 1. SqlSession, Sql, opening database connection&] -[s5; SqlSession derived objects represent database connection. Each -SQL database (Sqlite3, Microsoft SQL, Oracle, MySQL, PostgreSQL) +[s0;%% &] +[s3;:1:%% 1. SqlSession, Sql, opening database connection&] +[s5;%% SqlSession derived objects represent database connection. +Each SQL database (Sqlite3, Microsoft SQL, Oracle, MySQL, PostgreSQL) has its own session class derived from SqlSession. Sql class is used to issue SQL statements and retrieve results:&] -[s7; &] -[s7; #include &] -[s7; #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s7; CONSOLE`_APP`_MAIN&] -[s7; `{&] -[s7; -|[* Sqlite3Session ]sqlite3;&] -[s7; -|if(!sqlite3.[* Open](ConfigFile(`"simple.db`"))) `{&] -[s7; -|-|Cout() << `"Can`'t create or open database file`\n`";&] -[s7; -|-|return;&] -[s7; -|`}&] -[s7; -|&] -[s7; #ifdef `_DEBUG&] -[s7; -|sqlite3.[* SetTrace();]&] -[s7; #endif&] -[s7; &] -[s7; -|[* Sql] sql(sqlite3);&] -[s7; -|sql.[* Execute](`"select date(`'now`')`");&] -[s7; -|while(sql.[* Fetch]())&] -[s7; -|-|Cout() << [* sql`[0`] ]<< `'`\n`' << ;&] -[s7; `}&] -[s7; &] -[s5; In this tutorial, we are using Sqlite3 database. The connection +[s5;%% &] +[s7;l320; [@(128.0.255) #include][@0 ][@(0.0.255) <][@0 Core][@(0.0.255) /][@0 Core][@(0.0.255) .][@0 h +][@(0.0.255) >]&] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 plugin][C@(0.0.255)+75 /][C+75 s +qlite3][C@(0.0.255)+75 /][C+75 Sqlite3][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320;C+75 &] +[s0;l320; [*C@(0.0.255)+75 using][C+75 ][*C@(0.0.255)+75 namespace][C+75 +Upp;]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 CONSOLE`_APP`_MAIN]&] +[s0;l320; [C+75 `{]&] +[s0;l320; [C+75 ][*_C+75 Sqlite3Session][C+75 sqlite3;]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 if][C+75 (][C@(0.0.255)+75 !][C+75 sqlite3][C@(0.0.255)+75 . +][*_C+75 Open][C+75 (ConfigFile(][C@3+75 `"simple.db`"][C+75 ))) `{]&] +[s0;l320; [C+75 Cout() ][C@(0.0.255)+75 <<][C+75 ][C@3+75 `"Can`'t +create or open database file][C@(0.0.255)+75 `\n][C@3+75 `"][C+75 ;]&] +[s0;l320; [C+75 ][*_C@(128.0.255)+75 return][C+75 ;]&] +[s0;l320; [C+75 `}]&] +[s0;l320; [C+75 ]&] +[s0;l320; [C@(128.0.255)+75 #ifdef][C+75 `_DEBUG]&] +[s0;l320; [C+75 sqlite3][C@(0.0.255)+75 .][*_C+75 SetTrace][C+75 ();]&] +[s0;l320; [C@(128.0.255)+75 #endif]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 ][*_C+75 Sql][C+75 sql(sqlite3);]&] +[s0;l320; [C+75 sql][C@(0.0.255)+75 .][*_C+75 Execute][C+75 (][C@3+75 `"select +date(`'now`')`"][C+75 );]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 while][C+75 (sql][C@(0.0.255)+75 .][*_C+75 Fetch][C+75 ())]&] +[s0;l320; [C+75 Cout() ][C@(0.0.255)+75 <<][C+75 ][*_C+75 sql][*_C@(0.0.255)+75 `[][*_C@3+75 0 +][*_C@(0.0.255)+75 `]][C+75 ][C@(0.0.255)+75 <<][C+75 ][C@3+75 `'][C@(0.0.255)+75 `\n][C@3+75 `' +][C+75 ;]&] +[s0;l320; [C+75 `}]&] +[s5;%% &] +[s5;%% In this tutorial, we are using Sqlite3 database. The connection method varies with database; in this case it is done using [* Open ]statement.&] -[s5; [* SetTrace ]is useful in debug mode `- all issued SQL statements +[s5;%% [* SetTrace ]is useful in debug mode `- all issued SQL statements and SQL errors are logged in standard U`+`+ log.&] -[s5; Each [* Sql] instance has to be associated to some SqlSession +[s5;%% Each [* Sql] instance has to be associated to some SqlSession `- it is passed as constructor parameter (parameter`-less Sql constructor uses global session, more on that in section 2.). To execute SQL statements, use [* Execute]. If executed statement @@ -79,56 +87,75 @@ is Select, it may return a result set, which is retrieved using [* Fetch]. Columns of result set are then accessed by Sql`::operator`[`] using index of column (starts with 0). Values are returned as Value type.&] -[s5; &] -[s3;:2: 2. Using global main database, executing statements with +[s5;%% &] +[s3;:2:%% 2. Using global main database, executing statements with parameters, getting resultset info&] -[s5; Most applications need to work with just single database backend, +[s5;%% Most applications need to work with just single database backend, therefore repeating SqlSession parameter in all Sql declarations would be tedious.&] -[s5; To this end U`+`+ supports concept of `"main database`" which +[s5;%% To this end U`+`+ supports concept of `"main database`" which is represented by [* SQL] variable. [* SQL] is of Sql type. When any other Sql variable is created with default constructor (no session parameter provided), it uses the same session as the one the SQL is bound to. To assign session to global SQL, use operator`=:&] -[s7; #include &] -[s7; #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s7; CONSOLE`_APP`_MAIN&] -[s7; `{&] -[s7; -|Sqlite3Session sqlite3;&] -[s7; -|if(!sqlite3.Open(ConfigFile(`"simple.db`"))) `{&] -[s7; -|-|Cout() << `"Can`'t create or open database file`\n`";&] -[s7; -|-|return;&] -[s7; -|`}&] -[s7; -|&] -[s7; #ifdef `_DEBUG&] -[s7; -|sqlite3.SetTrace();&] -[s7; #endif&] -[s7; &] -[s7; -|[* SQL `= ]sqlite3;&] -[s7; -|&] -[s7; -|[* SQL.]Execute(`"drop table TEST`");&] -[s7; -|SQL.ClearError();&] -[s7; -|SQL.Execute(`"create table TEST (A INTEGER, B TEXT)`");&] -[s7; &] -[s7; -|for(int i `= 0; i < 10; i`+`+)&] -[s7; -|-|SQL.[* Execute](`"insert into TEST(A, B) values ([* ?], [* ?])`", -i, AsString(3 `* i));&] -[s7; &] -[s7; -|Sql sql;&] -[s7; -|sql.Execute(`"select `* from TEST`");&] -[s7; -|for(int i `= 0; i < sql.[* GetColumns](); i`+`+)&] -[s7; -|-|Cout() << sql.[* GetColumnInfo](i).[* name ]<< `'`\n`';&] -[s7; -|while(sql.Fetch())&] -[s7; -|-|Cout() << sql`[0`] << `" `\`'`" << sql`[1`] << `"`\`'`\n`";&] -[s7; `}&] -[s7; &] -[s5; As global [* SQL] is regular Sql variable too, it can be used +[s5; &] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 Core][C@(0.0.255)+75 /][C+75 C +ore][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 plugin][C@(0.0.255)+75 /][C+75 s +qlite3][C@(0.0.255)+75 /][C+75 Sqlite3][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320;C+75 &] +[s0;l320; [*C@(0.0.255)+75 using][C+75 ][*C@(0.0.255)+75 namespace][C+75 +Upp;]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 CONSOLE`_APP`_MAIN]&] +[s0;l320; [C+75 `{]&] +[s0;l320; [C+75 Sqlite3Session sqlite3;]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 if][C+75 (][C@(0.0.255)+75 !][C+75 sqlite3][C@(0.0.255)+75 . +][C+75 Open(ConfigFile(][C@3+75 `"simple.db`"][C+75 ))) `{]&] +[s0;l320; [C+75 Cout() ][C@(0.0.255)+75 <<][C+75 ][C@3+75 `"Can`'t +create or open database file][C@(0.0.255)+75 `\n][C@3+75 `"][C+75 ;]&] +[s0;l320; [C+75 ][*_C@(128.0.255)+75 return][C+75 ;]&] +[s0;l320; [C+75 `}]&] +[s0;l320; [C+75 ]&] +[s0;l320; [C@(128.0.255)+75 #ifdef][C+75 `_DEBUG]&] +[s0;l320; [C+75 sqlite3][C@(0.0.255)+75 .][C+75 SetTrace();]&] +[s0;l320; [C@(128.0.255)+75 #endif]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 ][*_C+75 SQL][C+75 ][C@(0.0.255)+75 `=][C+75 sqlite3;]&] +[s0;l320; [C+75 ]&] +[s0;l320; [C+75 ][*_C+75 SQL][C@(0.0.255)+75 .][C+75 Execute(][C@3+75 `"drop +table TEST`"][C+75 );]&] +[s0;l320; [C+75 SQL][C@(0.0.255)+75 .][C+75 ClearError();]&] +[s0;l320; [C+75 SQL][C@(0.0.255)+75 .][C+75 Execute(][C@3+75 `"create +table TEST (A INTEGER, B TEXT)`"][C+75 );]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75 +i ][C@(0.0.255)+75 `=][C+75 ][C@3+75 0][C+75 ; i ][C@(0.0.255)+75 <][C+75 +][C@3+75 10][C+75 ; i][C@(0.0.255)+75 `+`+][C+75 )]&] +[s0;l320; [C+75 SQL][C@(0.0.255)+75 .][*_C+75 Execute][C+75 (][C@3+75 `"insert +into TEST(A, B) values (?, ?)`"][C+75 , i, AsString(][C@3+75 3][C+75 +][C@(0.0.255)+75 `*][C+75 i));]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 Sql sql;]&] +[s0;l320; [C+75 sql][C@(0.0.255)+75 .][C+75 Execute(][C@3+75 `"select +`* from TEST`"][C+75 );]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75 +i ][C@(0.0.255)+75 `=][C+75 ][C@3+75 0][C+75 ; i ][C@(0.0.255)+75 <][C+75 +sql][C@(0.0.255)+75 .][*_C+75 GetColumns][C+75 (); i][C@(0.0.255)+75 `+`+][C+75 )]&] +[s0;l320; [C+75 Cout() ][C@(0.0.255)+75 <<][C+75 sql][C@(0.0.255)+75 .][*_C+75 GetColu +mnInfo(i)][*_C@(0.0.255)+75 .][*_C+75 name][C+75 ][C@(0.0.255)+75 <<][C+75 +][C@3+75 `'][C@(0.0.255)+75 `\n][C@3+75 `'][C+75 ;]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 while][C+75 (sql][C@(0.0.255)+75 .][C+75 Fetch())]&] +[s0;l320; [C+75 Cout() ][C@(0.0.255)+75 <<][C+75 sql][C@(0.0.255)+75 `[][C@3+75 0][C@(0.0.255)+75 `] +][C+75 ][C@(0.0.255)+75 <<][C+75 ][C@3+75 `" ][C@(0.0.255)+75 `\`'][C@3+75 `"][C+75 +][C@(0.0.255)+75 <<][C+75 sql][C@(0.0.255)+75 `[][C@3+75 1][C@(0.0.255)+75 `]][C+75 +][C@(0.0.255)+75 <<][C+75 ][C@3+75 `"][C@(0.0.255)+75 `\`'`\n][C@3+75 `"][C+75 ;]&] +[s0;l320; [C+75 `}]&] +[s5;l320;%% &] +[s5;%% As global [* SQL] is regular Sql variable too, it can be used to issue SQL statements.&] -[s5; [/ Warning: While it is possible to issue ][*/ select][/ statements +[s5;%% [/ Warning: While it is possible to issue ][*/ select][/ statements through ][*/ SQL][/ , based on experience this is not recommended `- way too often result set of ][*/ select][/ is canceled by issuing some other command, e.g. in routine called as part of Fetch loop. @@ -136,246 +163,316 @@ One exception to this rule is using SQL`::operator% to fetch single value like ][*C@5+75 String txt `= SQL % Select(TEXT).From(DOCTEMPLATE).Where(ID `=`= id); ][/ (see further tutorial topics for detailed explanation of this code).]&] -[s5; To get information about result set columns, you can use [* GetColumns +[s5;%% To get information about result set columns, you can use [* GetColumns ]to retrieve the number of columns and [* GetColumnInfo] to retrieve information about columns `- returns [* SqlColumnInfo] reference with information like name or type of column.&] -[s5; &] -[s3;:3: 3. Using SqlExp&] -[s5; U`+`+ contains an unique feature, `"SqlExp`". This is a mechanism +[s5;%% &] +[s3;:3:%% 3. Using SqlExp&] +[s5;%% U`+`+ contains an unique feature, `"SqlExp`". This is a mechanism where you construct SQL statements as C`+`+ expressions (using heavily overloaded operators).&] -[s5; There are three advantages to this approach:&] -[s5;l160;i150;O0; SQL statements are at least partially checked at -compile time&] -[s5;l160;i150;O0; As such statements are yet to be interpreted, it -is possible to hide some differences between DB engines&] -[s5;l160;i150;O0; It is much easier to create complex dynamic SQL +[s5;%% There are three advantages to this approach:&] +[s5;l160;i150;O0;%% SQL statements are at least partially checked +at compile time&] +[s5;l160;i150;O0;%% As such statements are yet to be interpreted, +it is possible to hide some differences between DB engines&] +[s5;l160;i150;O0;%% It is much easier to create complex dynamic SQL statements&] -[s5; Database entity identifiers (like table or column names) can +[s5;%% Database entity identifiers (like table or column names) can be defined as [* SqlId] type. For the complete lest of supported SQL statements, see [^topic`:`/`/Sql`/src`/SqlExp`$en`-us^ SqlExp in examples].&] -[s7; #include &] -[s7; #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s7; CONSOLE`_APP`_MAIN&] -[s7; `{&] -[s7; -|Sqlite3Session sqlite3;&] -[s7; -|if(!sqlite3.Open(ConfigFile(`"simple.db`"))) `{&] -[s7; -|-|Cout() << `"Can`'t create or open database file`\n`";&] -[s7; -|-|return;&] -[s7; -|`}&] -[s7; -|&] -[s7; #ifdef `_DEBUG&] -[s7; -|sqlite3.SetTrace();&] -[s7; #endif&] -[s7; &] -[s7; -|SQL `= sqlite3;&] -[s7; -|&] -[s7; -|SQL.Execute(`"drop table TEST`");&] -[s7; -|SQL.ClearError();&] -[s7; -|SQL.Execute(`"create table TEST (A INTEGER, B TEXT)`");&] -[s7; &] -[s7; -|[* SqlId] A(`"A`"), B(`"B`"), TEST(`"TEST`");&] -[s7; &] -[s7; -|for(int i `= 0; i < 10; i`+`+)&] -[s7; -|-|SQL [* `* Insert(TEST)(A, ]i[* )(B, ]AsString(3 `* i)[* );]&] -[s7; &] -[s7; -|Sql sql;&] -[s7; -|sql [* `* Select(A, B).From(TEST);]&] -[s7; -|while(sql.Fetch())&] -[s7; -|-|Cout() << [* sql`[A`]] << `" `\`'`" << [* sql`[B`]] << `"`\`'`\n`";&] -[s7; `}&] -[s7; &] -[s5; SqlId identifiers can be also used as parameter of Sql`::operator`[`] +[s5;%% &] +[s7;l320; [@(128.0.255) #include][@0 ][@(0.0.255) <][@0 Core][@(0.0.255) /][@0 Core][@(0.0.255) .][@0 h +][@(0.0.255) >]&] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 plugin][C@(0.0.255)+75 /][C+75 s +qlite3][C@(0.0.255)+75 /][C+75 Sqlite3][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320;C+75 &] +[s0;l320; [*C@(0.0.255)+75 using][C+75 ][*C@(0.0.255)+75 namespace][C+75 +Upp;]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 CONSOLE`_APP`_MAIN]&] +[s0;l320; [C+75 `{]&] +[s0;l320; [C+75 Sqlite3Session sqlite3;]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 if][C+75 (][C@(0.0.255)+75 !][C+75 sqlite3][C@(0.0.255)+75 . +][C+75 Open(ConfigFile(][C@3+75 `"simple.db`"][C+75 ))) `{]&] +[s0;l320; [C+75 Cout() ][C@(0.0.255)+75 <<][C+75 ][C@3+75 `"Can`'t +create or open database file][C@(0.0.255)+75 `\n][C@3+75 `"][C+75 ;]&] +[s0;l320; [C+75 ][*_C@(128.0.255)+75 return][C+75 ;]&] +[s0;l320; [C+75 `}]&] +[s0;l320; [C+75 ]&] +[s0;l320; [C@(128.0.255)+75 #ifdef][C+75 `_DEBUG]&] +[s0;l320; [C+75 sqlite3][C@(0.0.255)+75 .][C+75 SetTrace();]&] +[s0;l320; [C@(128.0.255)+75 #endif]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 SQL ][C@(0.0.255)+75 `=][C+75 sqlite3;]&] +[s0;l320; [C+75 ]&] +[s0;l320; [C+75 SQL][C@(0.0.255)+75 .][C+75 Execute(][C@3+75 `"drop table +TEST`"][C+75 );]&] +[s0;l320; [C+75 SQL][C@(0.0.255)+75 .][C+75 ClearError();]&] +[s0;l320; [C+75 SQL][C@(0.0.255)+75 .][C+75 Execute(][C@3+75 `"create +table TEST (A INTEGER, B TEXT)`"][C+75 );]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 ][*_C+75 SqlId][C+75 A(][C@3+75 `"A`"][C+75 ), B(][C@3+75 `"B`"][C+75 ), +TEST(][C@3+75 `"TEST`"][C+75 );]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75 +i ][C@(0.0.255)+75 `=][C+75 ][C@3+75 0][C+75 ; i ][C@(0.0.255)+75 <][C+75 +][C@3+75 10][C+75 ; i][C@(0.0.255)+75 `+`+][C+75 )]&] +[s0;l320; [C+75 SQL ][*_C@(0.0.255)+75 `*][*_C+75 Insert(TEST)(A, +i)(B, AsString(][*_C@3+75 3][*_C+75 ][*_C@(0.0.255)+75 `*][*_C+75 i))][C+75 ;]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 Sql sql;]&] +[s0;l320; [C+75 sql ][*_C@(0.0.255)+75 `*][*_C+75 Select(A, B)][*_C@(0.0.255)+75 .][*_C+75 F +rom(TEST)][C+75 ;]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 while][C+75 (sql][C@(0.0.255)+75 .][C+75 Fetch())]&] +[s0;l320; [C+75 Cout() ][C@(0.0.255)+75 <<][C+75 ][*_C+75 sql][*_C@(0.0.255)+75 `[][*_C+75 A +][*_C@(0.0.255)+75 `]][C+75 ][C@(0.0.255)+75 <<][C+75 ][C@3+75 `" ][C@(0.0.255)+75 `\`'][C@3+75 `" +][C+75 ][C@(0.0.255)+75 <<][C+75 ][*_C+75 sql][*_C@(0.0.255)+75 `[][*_C+75 B][*_C@(0.0.255)+75 `] +][C+75 ][C@(0.0.255)+75 <<][C+75 ][C@3+75 `"][C@(0.0.255)+75 `\`'`\n][C@3+75 `"][C+75 ;]&] +[s0;l320; [C+75 `}]&] +[s5;l320; &] +[s5;%% SqlId identifiers can be also used as parameter of Sql`::operator`[`] to retrieve particular columns of result`-set.&] -[s5; &] -[s3;:4: 4. Schema file&] -[s5; Schema files can be used to describe the database schema. Such -schema files can be used to upload the schema to the database, +[s5;%% &] +[s3;:4:%% 4. Schema file&] +[s5;%% Schema files can be used to describe the database schema. +Such schema files can be used to upload the schema to the database, to defined SqlId constants and also to work with database records as C`+`+ structures.&] -[s5; Following example demonstrates using schema file to create database -schema in SQL database server.&] -[s5; MyApp.sch:&] -[s7; &] -[s7; [* TABLE(TEST)]&] -[s7; [* -|INT (A)]&] -[s7; [* -|STRING (B, 200)]&] -[s7; [* END`_TABLE]&] -[s7; &] -[s5; MyApp.h&] -[s7; #ifndef `_MyApp`_h`_&] -[s7; #define `_MyApp`_h`_&] -[s7; &] -[s7; #include &] -[s7; #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s7; [* #define SCHEMADIALECT ]&] -[s7; [* #define MODEL ]&] -[s7; [* #include `"Sql/sch`_header.h`"]&] -[s7; &] -[s7; #endif&] -[s7;* &] -[s5; main.cpp&] -[s7; #include `"MyApp.h`"&] -[s7; &] -[s7; [* #include ]&] -[s7; [* #include ]&] -[s7; &] -[s7; CONSOLE`_APP`_MAIN&] -[s7; `{&] -[s7; -|Sqlite3Session sqlite3;&] -[s7; -|if(!sqlite3.Open(ConfigFile(`"simple.db`"))) `{&] -[s7; -|-|Cout() << `"Can`'t create or open database file`\n`";&] -[s7; -|-|return;&] -[s7; -|`}&] -[s7; -|&] -[s7; #ifdef `_DEBUG&] -[s7; -|sqlite3.SetTrace();&] -[s7; #endif&] -[s7; &] -[s7; -|SQL `= sqlite3;&] -[s7; &] -[s7; [* -|SqlSchema sch(SQLITE3);]&] -[s7; [* -|All`_Tables(sch);]&] -[s7; [* -|SqlPerformScript(sch.Upgrade());]&] -[s7; [* -|SqlPerformScript(sch.Attributes());]&] -[s7; [* -|SQL.ClearError();]&] -[s7; &] -[s7; -|SqlId A(`"A`"), B(`"B`"), TEST(`"TEST`");&] -[s7; &] -[s7; -|for(int i `= 0; i < 10; i`+`+)&] -[s7; -|-|SQL `* Insert(TEST)(A, i)(B, AsString(3 `* i));&] -[s7; &] -[s7; -|Sql sql;&] -[s7; -|sql `* Select(A, B).From(TEST);&] -[s7; -|while(sql.Fetch())&] -[s7; -|-|Cout() << sql`[A`] << `" `\`'`" << sql`[B`] << `"`\`'`\n`";&] -[s7; `}&] -[s7;* &] -[s5; &] -[s3;:5: 5. Using schema file to define SqlId constants&] -[s5; As names of columns are present in the database schema, it is -natural to recycle them to create SqlId constants.&] -[s5; However, due to C`+`+ one definition rule (.sch files are interpreted -as C`+`+ sources, using changing set of macros), you have to -mark identifiers using underscore:&] -[s5; MyApp.sch:&] -[s7; [* TABLE`_](TEST)&] -[s7; -|[* INT`_] (A)&] -[s7; -|[* STRING`_] (B, 200)&] -[s7; END`_TABLE&] -[s7; &] -[s7; TABLE`_(TEST2)&] -[s7; -|[* INT] (A)&] -[s7; -|[* STRING] (B, 200)&] -[s7; END`_TABLE&] -[s5; &] -[s5; MyApp.h:&] -[s7; #ifndef `_MyApp`_h`_&] -[s7; #define `_MyApp`_h`_&] -[s7; &] -[s7; #include &] -[s7; #include &] -[s7; &] -[s7; using namespace Upp;&] -[s7; &] -[s7; #define SCHEMADIALECT &] -[s7; #define MODEL &] -[s7; #include `"Sql/sch`_header.h`"&] -[s7; &] -[s7; #endif&] -[s7; &] -[s5; main.cpp:&] -[s7; #include `"MyApp.h`"&] -[s7; &] -[s7; #include &] -[s7; #include &] -[s7; &] -[s7; CONSOLE`_APP`_MAIN&] -[s7; `{&] -[s7; -|Sqlite3Session sqlite3;&] -[s7; -|if(!sqlite3.Open(ConfigFile(`"simple.db`"))) `{&] -[s7; -|-|Cout() << `"Can`'t create or open database file`\n`";&] -[s7; -|-|return;&] -[s7; -|`}&] -[s7; -|&] -[s7; #ifdef `_DEBUG&] -[s7; -|sqlite3.SetTrace();&] -[s7; #endif&] -[s7; &] -[s7; -|SQL `= sqlite3;&] -[s7; &] -[s7; -|SqlSchema sch(SQLITE3);&] -[s7; -|All`_Tables(sch);&] -[s7; -|SqlPerformScript(sch.Upgrade());&] -[s7; -|SqlPerformScript(sch.Attributes());&] -[s7; -|SQL.ClearError();&] -[s7; &] -[s7; -|for(int i `= 0; i < 10; i`+`+)&] -[s7; -|-|SQL `* Insert(TEST)(A, i)(B, AsString(3 `* i));&] -[s7; &] -[s7; -|Sql sql;&] -[s7; -|sql `* Select(A, B).From(TEST);&] -[s7; -|while(sql.Fetch())&] -[s7; -|-|Cout() << sql`[A`] << `" `\`'`" << sql`[B`] << `"`\`'`\n`";&] -[s7; `}&] -[s7; &] -[s5; &] -[s3;:6: 6. Using structures defined by schema files&] -[s5; Schema files also define structures that can be used to fetch, +[s5;%% Following example demonstrates using schema file to create +database schema in SQL database server.&] +[s5;%% [/ MyApp.sch:]&] +[s5;%% &] +[s0;l320; [*C@(0.0.255)+75 TABLE][C+75 (TEST)]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 INT][C+75 (A)]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 STRING][C+75 (B, ][C@3+75 200][C+75 )]&] +[s0;l320; [*C@(0.0.255)+75 END][C@(0.0.255)+75 `_][*C@(0.0.255)+75 TABLE]&] +[s5;%% &] +[s5;%% [/ MyApp.h:]&] +[s5;/%% &] +[s0;l320; [C@(128.0.255)+75 #ifndef][C+75 `_MyApp`_h`_]&] +[s0;l320; [C@(128.0.255)+75 #define][C+75 `_MyApp`_h`_]&] +[s0;l320;C+75 &] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 Core][C@(0.0.255)+75 /][C+75 C +ore][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 plugin][C@(0.0.255)+75 /][C+75 s +qlite3][C@(0.0.255)+75 /][C+75 Sqlite3][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320;C+75 &] +[s0;l320; [*C@(0.0.255)+75 using][C+75 ][*C@(0.0.255)+75 namespace][C+75 +Upp;]&] +[s0;l320;C+75 &] +[s0;l320; [*_C@(128.0.255)+75 #define][*_C+75 SCHEMADIALECT ][*_C@(0.0.255)+75 <][*_C+75 plu +gin][*_C@(0.0.255)+75 /][*_C+75 sqlite3][*_C@(0.0.255)+75 /][*_C+75 Sqlite3Schema][*_C@(0.0.255)+75 . +][*_C+75 h][*_C@(0.0.255)+75 >]&] +[s0;l320; [*_C@(128.0.255)+75 #define][*_C+75 MODEL ][*_C@(0.0.255)+75 <][*_C+75 Sql04][*_C@(0.0.255)+75 / +][*_C+75 MyApp][*_C@(0.0.255)+75 .][*_C+75 sch][*_C@(0.0.255)+75 >]&] +[s0;l320; [*_C@(128.0.255)+75 #include][*_C+75 ][*_C@3+75 `"Sql/sch`_header.h`"]&] +[s0;l320;C+75 &] +[s0;l320; [C@(128.0.255)+75 #endif]&] +[s5;%% &] +[s5;%% [/ main.cpp:]&] +[s5;/%% &] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@3+75 `"MyApp.h`"]&] +[s0;l320;C+75 &] +[s0;l320; [*_C@(128.0.255)+75 #include][*_C+75 ][*_C@(0.0.255)+75 <][*_C+75 Sql][*_C@(0.0.255)+75 / +][*_C+75 sch`_schema][*_C@(0.0.255)+75 .][*_C+75 h][*_C@(0.0.255)+75 >]&] +[s0;l320; [*_C@(128.0.255)+75 #include][*_C+75 ][*_C@(0.0.255)+75 <][*_C+75 Sql][*_C@(0.0.255)+75 / +][*_C+75 sch`_source][*_C@(0.0.255)+75 .][*_C+75 h][*_C@(0.0.255)+75 >]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 CONSOLE`_APP`_MAIN]&] +[s0;l320; [C+75 `{]&] +[s0;l320; [C+75 Sqlite3Session sqlite3;]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 if][C+75 (][C@(0.0.255)+75 !][C+75 sqlite3][C@(0.0.255)+75 . +][C+75 Open(ConfigFile(][C@3+75 `"simple.db`"][C+75 ))) `{]&] +[s0;l320; [C+75 Cout() ][C@(0.0.255)+75 <<][C+75 ][C@3+75 `"Can`'t +create or open database file][C@(0.0.255)+75 `\n][C@3+75 `"][C+75 ;]&] +[s0;l320; [C+75 ][*_C@(128.0.255)+75 return][C+75 ;]&] +[s0;l320; [C+75 `}]&] +[s0;l320; [C+75 ]&] +[s0;l320; [C@(128.0.255)+75 #ifdef][C+75 `_DEBUG]&] +[s0;l320; [C+75 sqlite3][C@(0.0.255)+75 .][C+75 SetTrace();]&] +[s0;l320; [C@(128.0.255)+75 #endif]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 SQL ][C@(0.0.255)+75 `=][C+75 sqlite3;]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 ][*_C+75 SqlSchema sch(SQLITE3);]&] +[s0;l320; [C+75 ][*_C+75 All`_Tables(sch);]&] +[s0;l320; [C+75 ][*_C+75 SqlPerformScript(sch][*_C@(0.0.255)+75 .][*_C+75 Upgrade());]&] +[s0;l320; [C+75 ][*_C+75 SqlPerformScript(sch][*_C@(0.0.255)+75 .][*_C+75 Attributes());]&] +[s0;l320; [C+75 ][*_C+75 SQL][*_C@(0.0.255)+75 .][*_C+75 ClearError();]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 SqlId A(][C@3+75 `"A`"][C+75 ), B(][C@3+75 `"B`"][C+75 ), +TEST(][C@3+75 `"TEST`"][C+75 );]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75 +i ][C@(0.0.255)+75 `=][C+75 ][C@3+75 0][C+75 ; i ][C@(0.0.255)+75 <][C+75 +][C@3+75 10][C+75 ; i][C@(0.0.255)+75 `+`+][C+75 )]&] +[s0;l320; [C+75 SQL ][C@(0.0.255)+75 `*][C+75 Insert(TEST)(A, +i)(B, AsString(][C@3+75 3][C+75 ][C@(0.0.255)+75 `*][C+75 i));]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 Sql sql;]&] +[s0;l320; [C+75 sql ][C@(0.0.255)+75 `*][C+75 Select(A, B)][C@(0.0.255)+75 .][C+75 From(TE +ST);]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 while][C+75 (sql][C@(0.0.255)+75 .][C+75 Fetch())]&] +[s0;l320; [C+75 Cout() ][C@(0.0.255)+75 <<][C+75 sql][C@(0.0.255)+75 `[][C+75 A][C@(0.0.255)+75 `] +][C+75 ][C@(0.0.255)+75 <<][C+75 ][C@3+75 `" ][C@(0.0.255)+75 `\`'][C@3+75 `"][C+75 +][C@(0.0.255)+75 <<][C+75 sql][C@(0.0.255)+75 `[][C+75 B][C@(0.0.255)+75 `]][C+75 +][C@(0.0.255)+75 <<][C+75 ][C@3+75 `"][C@(0.0.255)+75 `\`'`\n][C@3+75 `"][C+75 ;]&] +[s0;l320; [C+75 `}]&] +[s5;%% &] +[s3;:5:%% 5. Using schema file to define SqlId constants&] +[s5;%% As names of columns are present in the database schema, it +is natural to recycle them to create SqlId constants.&] +[s5;%% However, due to C`+`+ one definition rule (.sch files are +interpreted as C`+`+ sources, using changing set of macros), +you have to mark identifiers using underscore:&] +[s5;%% [/ MyApp.sch:]&] +[s5;/%% &] +[s0;l320; [*C@(0.0.255)+75 TABLE][C@(0.0.255)+75 `_][C+75 (TEST)]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 INT][C@(0.0.255)+75 `_][C+75 + (A)]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 STRING][C@(0.0.255)+75 `_][C+75 + (B, ][C@3+75 200][C+75 )]&] +[s0;l320; [*C@(0.0.255)+75 END][C@(0.0.255)+75 `_][*C@(0.0.255)+75 TABLE]&] +[s0;l320;C+75 &] +[s0;l320; [*C@(0.0.255)+75 TABLE][C@(0.0.255)+75 `_][C+75 (TEST2)]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 INT][C+75 (A)]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 STRING][C+75 (B, ][C@3+75 200][C+75 )]&] +[s0;l320; [*C@(0.0.255)+75 END][C@(0.0.255)+75 `_][*C@(0.0.255)+75 TABLE]&] +[s5;%% &] +[s5;%% MyApp.h:&] +[s5;%% &] +[s0;l320; [C@(128.0.255)+75 #ifndef][C+75 `_MyApp`_h`_]&] +[s0;l320; [C@(128.0.255)+75 #define][C+75 `_MyApp`_h`_]&] +[s0;l320;C+75 &] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 Core][C@(0.0.255)+75 /][C+75 C +ore][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 plugin][C@(0.0.255)+75 /][C+75 s +qlite3][C@(0.0.255)+75 /][C+75 Sqlite3][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320;C+75 &] +[s0;l320; [*C@(0.0.255)+75 using][C+75 ][*C@(0.0.255)+75 namespace][C+75 +Upp;]&] +[s0;l320;C+75 &] +[s0;l320; [C@(128.0.255)+75 #define][C+75 SCHEMADIALECT ][C@(0.0.255)+75 <][C+75 plugin][C@(0.0.255)+75 / +][C+75 sqlite3][C@(0.0.255)+75 /][C+75 Sqlite3Schema][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 > +]&] +[s0;l320; [C@(128.0.255)+75 #define][C+75 MODEL ][C@(0.0.255)+75 <][C+75 Sql05][C@(0.0.255)+75 / +][C+75 MyApp][C@(0.0.255)+75 .][C+75 sch][C@(0.0.255)+75 >]&] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@3+75 `"Sql/sch`_header.h`"]&] +[s0;l320;C+75 &] +[s0;l320; [C@(128.0.255)+75 #endif]&] +[s5;%% &] +[s5;%% main.cpp:&] +[s5;%% &] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@3+75 `"MyApp.h`"]&] +[s0;l320;C+75 &] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 Sql][C@(0.0.255)+75 /][C+75 s +ch`_schema][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 Sql][C@(0.0.255)+75 /][C+75 s +ch`_source][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 CONSOLE`_APP`_MAIN]&] +[s0;l320; [C+75 `{]&] +[s0;l320; [C+75 Sqlite3Session sqlite3;]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 if][C+75 (][C@(0.0.255)+75 !][C+75 sqlite3][C@(0.0.255)+75 . +][C+75 Open(ConfigFile(][C@3+75 `"simple.db`"][C+75 ))) `{]&] +[s0;l320; [C+75 Cout() ][C@(0.0.255)+75 <<][C+75 ][C@3+75 `"Can`'t +create or open database file][C@(0.0.255)+75 `\n][C@3+75 `"][C+75 ;]&] +[s0;l320; [C+75 ][*_C@(128.0.255)+75 return][C+75 ;]&] +[s0;l320; [C+75 `}]&] +[s0;l320; [C+75 ]&] +[s0;l320; [C@(128.0.255)+75 #ifdef][C+75 `_DEBUG]&] +[s0;l320; [C+75 sqlite3][C@(0.0.255)+75 .][C+75 SetTrace();]&] +[s0;l320; [C@(128.0.255)+75 #endif]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 SQL ][C@(0.0.255)+75 `=][C+75 sqlite3;]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 SqlSchema sch(SQLITE3);]&] +[s0;l320; [C+75 All`_Tables(sch);]&] +[s0;l320; [C+75 SqlPerformScript(sch][C@(0.0.255)+75 .][C+75 Upgrade());]&] +[s0;l320; [C+75 SqlPerformScript(sch][C@(0.0.255)+75 .][C+75 Attributes());]&] +[s0;l320; [C+75 SQL][C@(0.0.255)+75 .][C+75 ClearError();]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75 +i ][C@(0.0.255)+75 `=][C+75 ][C@3+75 0][C+75 ; i ][C@(0.0.255)+75 <][C+75 +][C@3+75 10][C+75 ; i][C@(0.0.255)+75 `+`+][C+75 )]&] +[s0;l320; [C+75 SQL ][C@(0.0.255)+75 `*][C+75 Insert(TEST)(A, +i)(B, AsString(][C@3+75 3][C+75 ][C@(0.0.255)+75 `*][C+75 i));]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 Sql sql;]&] +[s0;l320; [C+75 sql ][C@(0.0.255)+75 `*][C+75 Select(A, B)][C@(0.0.255)+75 .][C+75 From(TE +ST);]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 while][C+75 (sql][C@(0.0.255)+75 .][C+75 Fetch())]&] +[s0;l320; [C+75 Cout() ][C@(0.0.255)+75 <<][C+75 sql][C@(0.0.255)+75 `[][C+75 A][C@(0.0.255)+75 `] +][C+75 ][C@(0.0.255)+75 <<][C+75 ][C@3+75 `" ][C@(0.0.255)+75 `\`'][C@3+75 `"][C+75 +][C@(0.0.255)+75 <<][C+75 sql][C@(0.0.255)+75 `[][C+75 B][C@(0.0.255)+75 `]][C+75 +][C@(0.0.255)+75 <<][C+75 ][C@3+75 `"][C@(0.0.255)+75 `\`'`\n][C@3+75 `"][C+75 ;]&] +[s0;l320; [C+75 `}]&] +[s5;%% &] +[s3;:6:%% 6. Using structures defined by schema files&] +[s5;%% Schema files also define structures that can be used to fetch, insert or update database records. Names of such structures are identical to the names of tables, with [* S`_] prefix:&] -[s7; #include `"MyApp.h`"&] -[s7; &] -[s7; #include &] -[s7; #include &] -[s7; &] -[s7; CONSOLE`_APP`_MAIN&] -[s7; `{&] -[s7; -|Sqlite3Session sqlite3;&] -[s7; -|if(!sqlite3.Open(ConfigFile(`"simple.db`"))) `{&] -[s7; -|-|Cout() << `"Can`'t create or open database file`\n`";&] -[s7; -|-|return;&] -[s7; -|`}&] -[s7; -|&] -[s7; #ifdef `_DEBUG&] -[s7; -|sqlite3.SetTrace();&] -[s7; #endif&] -[s7; &] -[s7; -|SQL `= sqlite3;&] -[s7; &] -[s7; -|SqlSchema sch(SQLITE3);&] -[s7; -|All`_Tables(sch);&] -[s7; -|SqlPerformScript(sch.Upgrade());&] -[s7; -|SqlPerformScript(sch.Attributes());&] -[s7; -|SQL.ClearError();&] -[s7; &] -[s7; -|[* S`_TEST] x;&] -[s7; -|for(int i `= 0; i < 10; i`+`+) `{&] -[s7; -|-|[* x.A `= i;]&] -[s7; -|-|[* x.B `= AsString(3 `* i);]&] -[s7; -|-|[* SQL `* Insert(x);]&] -[s7; -|`}&] -[s7; &] -[s7; -|Sql sql;&] -[s7; -|sql `* Select([* x]).From(TEST);&] -[s7; -|while(sql.Fetch([* x]))&] -[s7; -|-|Cout() << [* x.A] << `" `\`'`" << [* x.B] << `"`\`'`\n`";&] -[s7; `}&] -[s5; &] -[s3; Recommended tutorials:&] -[s5; If you want to learn more, we have several tutorials that you -can find useful:&] -[s5;l160;i150;O0;~~~0; [^topic`:`/`/Skylark`/srcdoc`/Tutorial`_en`-us^ Skylark] +[s5;%% &] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@3+75 `"MyApp.h`"]&] +[s0;l320;C+75 &] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 Sql][C@(0.0.255)+75 /][C+75 s +ch`_schema][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320; [C@(128.0.255)+75 #include][C+75 ][C@(0.0.255)+75 <][C+75 Sql][C@(0.0.255)+75 /][C+75 s +ch`_source][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 CONSOLE`_APP`_MAIN]&] +[s0;l320; [C+75 `{]&] +[s0;l320; [C+75 Sqlite3Session sqlite3;]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 if][C+75 (][C@(0.0.255)+75 !][C+75 sqlite3][C@(0.0.255)+75 . +][C+75 Open(ConfigFile(][C@3+75 `"simple.db`"][C+75 ))) `{]&] +[s0;l320; [C+75 Cout() ][C@(0.0.255)+75 <<][C+75 ][C@3+75 `"Can`'t +create or open database file][C@(0.0.255)+75 `\n][C@3+75 `"][C+75 ;]&] +[s0;l320; [C+75 ][*_C@(128.0.255)+75 return][C+75 ;]&] +[s0;l320; [C+75 `}]&] +[s0;l320; [C+75 ]&] +[s0;l320; [C@(128.0.255)+75 #ifdef][C+75 `_DEBUG]&] +[s0;l320; [C+75 sqlite3][C@(0.0.255)+75 .][C+75 SetTrace();]&] +[s0;l320; [C@(128.0.255)+75 #endif]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 SQL ][C@(0.0.255)+75 `=][C+75 sqlite3;]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 SqlSchema sch(SQLITE3);]&] +[s0;l320; [C+75 All`_Tables(sch);]&] +[s0;l320; [C+75 SqlPerformScript(sch][C@(0.0.255)+75 .][C+75 Upgrade());]&] +[s0;l320; [C+75 SqlPerformScript(sch][C@(0.0.255)+75 .][C+75 Attributes());]&] +[s0;l320; [C+75 SQL][C@(0.0.255)+75 .][C+75 ClearError();]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 ][*_C+75 S`_TEST x;]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75 +i ][C@(0.0.255)+75 `=][C+75 ][C@3+75 0][C+75 ; i ][C@(0.0.255)+75 <][C+75 +][C@3+75 10][C+75 ; i][C@(0.0.255)+75 `+`+][C+75 ) `{]&] +[s0;l320; [C+75 ][*_C+75 x][*_C@(0.0.255)+75 .][*_C+75 A ][*_C@(0.0.255)+75 `=][*_C+75 +i;]&] +[s0;l320; [C+75 ][*_C+75 x][*_C@(0.0.255)+75 .][*_C+75 B ][*_C@(0.0.255)+75 `=][*_C+75 +AsString(][*_C@3+75 3][*_C+75 ][*_C@(0.0.255)+75 `*][*_C+75 i);]&] +[s0;l320; [C+75 ][*_C+75 SQL ][*_C@(0.0.255)+75 `*][*_C+75 Insert(x);]&] +[s0;l320; [C+75 `}]&] +[s0;l320;C+75 &] +[s0;l320; [C+75 Sql sql;]&] +[s0;l320; [C+75 sql ][C@(0.0.255)+75 `*][C+75 Select(][*_C+75 x][C+75 )][C@(0.0.255)+75 .][C+75 F +rom(TEST);]&] +[s0;l320; [C+75 ][*C@(0.0.255)+75 while][C+75 (sql][C@(0.0.255)+75 .][C+75 Fetch(][*_C+75 x][C+75 ) +)]&] +[s0;l320; [C+75 Cout() ][C@(0.0.255)+75 <<][C+75 ][*_C+75 x][*_C@(0.0.255)+75 .][*_C+75 A +][C+75 ][C@(0.0.255)+75 <<][C+75 ][C@3+75 `" ][C@(0.0.255)+75 `\`'][C@3+75 `"][C+75 +][C@(0.0.255)+75 <<][C+75 ][*_C+75 x][*_C@(0.0.255)+75 .][*_C+75 B][C+75 +][C@(0.0.255)+75 <<][C+75 ][C@3+75 `"][C@(0.0.255)+75 `\`'`\n][C@3+75 `"][C+75 ;]&] +[s0;l320; [C+75 `}]&] +[s5;l320;%% &] +[s3;%% Recommended tutorials:&] +[s5;%% If you want to learn more, we have several tutorials that +you can find useful:&] +[s5;l160;i150;O0;~~~0;%% [^topic`:`/`/Skylark`/srcdoc`/Tutorial`_en`-us^ Skylark] `- now you know everything about databases `- why not to use your knowledge to become web development star?&] -[s5;l160;i150;O0;~~~0; [^topic`:`/`/Core`/srcdoc`/Tutorial`_en`-us^ U`+`+ +[s5;l160;i150;O0;~~~0;%% [^topic`:`/`/Core`/srcdoc`/Tutorial`_en`-us^ U`+`+ Core value types] `- still not very confident with U`+`+. In this tutorial you will learn basics.]] \ No newline at end of file From 8a2a0fc40b85006f11dcb11496b01275595c2b68 Mon Sep 17 00:00:00 2001 From: Mirek Fidler Date: Sun, 1 Oct 2023 20:31:49 +0200 Subject: [PATCH 07/14] .docs --- uppsrc/ide/app.tpp/install_win32_en-us.tpp | 2 +- uppsrc/ide/app.tpp/install_win32_en-us.tppi | 10 +++++----- 2 files changed, 6 insertions(+), 6 deletions(-) diff --git a/uppsrc/ide/app.tpp/install_win32_en-us.tpp b/uppsrc/ide/app.tpp/install_win32_en-us.tpp index a1b6037f8..80cf119e1 100644 --- a/uppsrc/ide/app.tpp/install_win32_en-us.tpp +++ b/uppsrc/ide/app.tpp/install_win32_en-us.tpp @@ -27,7 +27,7 @@ its directory.&] [s5; The archive contains CLANG based Win32 toolchain and also SDL 2, OpenSSL, MySql and PostgreSQL client libraries. TheIDE will also setup Microsoft C`+`+ compiler if it finds one.&] -[s5; U`+`+ minimum requirement is Windows 7 64 with latest patches +[s5; U`+`+ minimum requirement is Windows 10 64 with latest patches for theide to run and Windows 7 64 or 32 with latest patches for compiled applications.&] [s5; ]] \ No newline at end of file diff --git a/uppsrc/ide/app.tpp/install_win32_en-us.tppi b/uppsrc/ide/app.tpp/install_win32_en-us.tppi index 859db2aa9..db20e7195 100644 --- a/uppsrc/ide/app.tpp/install_win32_en-us.tppi +++ b/uppsrc/ide/app.tpp/install_win32_en-us.tppi @@ -1,8 +1,8 @@ TITLE("Ultimate++ Windows Installation") COMPRESSED -120,156,133,84,93,111,219,70,16,252,43,7,200,45,90,135,86,110,239,251,196,151,20,118,208,6,112,146,182,110,208,7,65,169,104,234,100,93,75,147,12,121,170,226,20,205,111,239,28,37,39,233,67,81,9,162,36,240,102,119,102,118,150,203,70,56,87,70,203,85,89,145,45,95,251,242,227,199,143,115,239,69,41,216,217,25,21,124,70,92,73,18,68,138,115,37,44,105,207,189,118,228,184,180,74,104,203,245,162,175,134,234,126,181,172,156,44,207,127,54,64,137,66,207,36,73,226,100,132,194,41,46,185,80,36,52,57,167,200,106,39,189,49,139,186,234,83,236,218,213,242,7,85,222,102,168,2,82,2,201,173,51,138,128,83,90,72,171,21,240,74,17,225,55,105,107,172,93,164,152,154,176,90,222,146,177,101,165,68,121,153,153,170,194,204,192,80,88,64,149,80,70,73,39,36,57,33,140,151,202,43,80,39,177,136,41,128,232,45,48,25,215,239,50,80,163,165,210,138,36,135,62,171,37,14,90,124,43,238,73,160,175,227,90,163,101,120,159,86,203,201,170,236,82,198,25, -52,20,86,231,211,78,57,146,214,9,37,140,0,5,110,33,53,247,215,139,77,24,107,224,164,160,50,129,84,121,249,76,151,4,176,45,236,76,112,207,133,177,30,13,65,23,146,165,247,36,29,26,42,210,156,228,162,238,54,89,166,208,92,78,29,29,134,97,80,121,114,69,27,2,97,33,29,90,90,146,18,87,173,156,93,140,33,143,35,117,195,106,217,239,206,159,125,195,231,124,46,180,254,54,23,240,40,224,164,146,82,25,175,136,75,52,66,21,149,61,51,28,35,37,45,220,226,182,26,209,53,169,236,238,228,44,113,192,96,190,116,90,162,185,193,5,179,133,68,9,119,132,87,78,74,199,23,117,83,141,227,23,22,157,103,153,68,5,209,204,102,103,181,20,202,103,123,164,128,197,194,104,79,240,88,27,197,197,98,8,239,246,113,8,247,161,133,201,17,17,41,31,71,116,138,35,200,28,227,40,10,18,8,164,54,134,103,199,52,18,33,164,134,229,156,156,2,35,188,49,230,116,74,228,237,103,13,178,32,57,243,66,73,48,241,74,193,1,20,32,79,68,220,225,13,101, 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+253,61,251,106,213,243,124,30,71,70,156,25,133,86,105,199,48,210,0,35,251,42,213,59,184,182,133,47,71,67,39,183,246,71,93,143,56,155,97,56,1,225,255,5,62,241,131,23,125,223,196,122,10,204,248,72,110,181,250,23,237,1,231,244, From 7d4bb4f19f62afea166a300c4d956dd6313a6aa3 Mon Sep 17 00:00:00 2001 From: Mirek Fidler Date: Sun, 1 Oct 2023 20:47:00 +0200 Subject: [PATCH 08/14] ide: Code scanning now only gets triggered on activate if theide was deactivated to another app. --- uppsrc/ide/ide.cpp | 12 ++++++++---- uppsrc/ide/ide.h | 1 + 2 files changed, 9 insertions(+), 4 deletions(-) diff --git a/uppsrc/ide/ide.cpp b/uppsrc/ide/ide.cpp index 276f4272a..bb74e1a71 100644 --- a/uppsrc/ide/ide.cpp +++ b/uppsrc/ide/ide.cpp @@ -367,16 +367,20 @@ void Ide::DeactivateBy(Ctrl *new_focus) DeactivationSave(false); } TopWindow::DeactivateBy(new_focus); + app_deactivated = !new_focus; } void Ide::Activate() { - TriggerIndexer(); - editor.TriggerSyncFile(0); + if(app_deactivated) { + TriggerIndexer(); + editor.TriggerSyncFile(0); + TriggerIdeBackgroundThread(5000); + git_branch_cache.Clear(); + app_deactivated = false; + } TopWindow::Activate(); - git_branch_cache.Clear(); MakeTitle(); - TriggerIdeBackgroundThread(5000); } bool Ide::Key(dword key, int count) diff --git a/uppsrc/ide/ide.h b/uppsrc/ide/ide.h index 33fdf60d0..8679c0df6 100644 --- a/uppsrc/ide/ide.h +++ b/uppsrc/ide/ide.h @@ -653,6 +653,7 @@ public: String libclang_coptions; bool prefer_clang_format = false; bool blk0_header = true; + bool app_deactivated = false; // Formats editor's code with Ide format parameters void FormatJSON_XML(bool xml); From 5933c7cc77e16b49230876e2e59076363e31de36 Mon Sep 17 00:00:00 2001 From: Mirek Fidler Date: Mon, 2 Oct 2023 23:51:08 +0200 Subject: [PATCH 09/14] ide: Fixed problem with invalid .ext hanging theide --- uppsrc/ide/Builders/CppBuilder.cpp | 8 ++++++-- 1 file changed, 6 insertions(+), 2 deletions(-) diff --git a/uppsrc/ide/Builders/CppBuilder.cpp b/uppsrc/ide/Builders/CppBuilder.cpp index e4e843127..568764e8d 100644 --- a/uppsrc/ide/Builders/CppBuilder.cpp +++ b/uppsrc/ide/Builders/CppBuilder.cpp @@ -360,9 +360,11 @@ Vector CppBuilder::CustomStep(const String& pf, const String& package_, } } } + else if(p.Id("exclude")) { ExtExclude(p, packageFolder, out, flags); } + else if(p.Id("include_path")) { bool apply = CheckImportCondition(p, flags); Vector e = ReadPatterns(p); @@ -376,10 +378,12 @@ Vector CppBuilder::CustomStep(const String& pf, const String& package_, } } } + else if(p.Id("exclude_path")) { ExtExclude(p, packageFolder, include_path, flags); } - if(p.Id("includes")) { + else { + p.PassId("includes"); bool apply = CheckImportCondition(p, flags); Vector e = ReadPatterns(p); if(apply) { @@ -392,7 +396,7 @@ Vector CppBuilder::CustomStep(const String& pf, const String& package_, } } } - catch(CParser::Error) { + catch(CParser::Error e) { PutConsole("Invalid .ext file"); error = true; return Vector(); From eb4ed035e2cee4872311ed39f4751b2a9d4bf272 Mon Sep 17 00:00:00 2001 From: Mirek Fidler Date: Tue, 3 Oct 2023 00:46:19 +0200 Subject: [PATCH 10/14] Core: Fixed problem with ParseXML hanging on single endtag --- autotest/ParseXMLErrors/Etalon.log | 5 +++++ autotest/ParseXMLErrors/ParseXMLErrors.cpp | 20 ++++++++++++++++++++ autotest/ParseXMLErrors/ParseXMLErrors.upp | 10 ++++++++++ uppsrc/Core/XML.cpp | 3 ++- 4 files changed, 37 insertions(+), 1 deletion(-) create mode 100644 autotest/ParseXMLErrors/Etalon.log create mode 100644 autotest/ParseXMLErrors/ParseXMLErrors.cpp create mode 100644 autotest/ParseXMLErrors/ParseXMLErrors.upp diff --git a/autotest/ParseXMLErrors/Etalon.log b/autotest/ParseXMLErrors/Etalon.log new file mode 100644 index 000000000..3000d7378 --- /dev/null +++ b/autotest/ParseXMLErrors/Etalon.log @@ -0,0 +1,5 @@ +* C:\upp\out\autotest\CLANGx64.Debug.Debug_Full\ParseXMLErrors.exe 03.10.2023 00:45:27, user: cxl + +xml = +xml = +e = Unexpected text diff --git a/autotest/ParseXMLErrors/ParseXMLErrors.cpp b/autotest/ParseXMLErrors/ParseXMLErrors.cpp new file mode 100644 index 000000000..b5cd11da9 --- /dev/null +++ b/autotest/ParseXMLErrors/ParseXMLErrors.cpp @@ -0,0 +1,20 @@ +#include + +using namespace Upp; + +CONSOLE_APP_MAIN +{ + StdLogSetup(LOG_FILE | LOG_COUT); + + for(const char *xml : { " ", "" }) + try { + DDUMP(xml); + ParseXML(xml); + } + catch(XmlError e) + { + DDUMP(e); + } + + CheckLogEtalon(); +} diff --git a/autotest/ParseXMLErrors/ParseXMLErrors.upp b/autotest/ParseXMLErrors/ParseXMLErrors.upp new file mode 100644 index 000000000..9714a56ac --- /dev/null +++ b/autotest/ParseXMLErrors/ParseXMLErrors.upp @@ -0,0 +1,10 @@ +uses + Core; + +file + Etalon.log, + ParseXMLErrors.cpp; + +mainconfig + "" = ""; + diff --git a/uppsrc/Core/XML.cpp b/uppsrc/Core/XML.cpp index 013e56894..2920dc54e 100644 --- a/uppsrc/Core/XML.cpp +++ b/uppsrc/Core/XML.cpp @@ -1012,7 +1012,8 @@ static XmlNode sReadXmlNode(XmlParser& p, ParseXmlFilter *filter, dword style) m.Shrink(); return m; } - p.ReadText(); // skip empty text + if(p.ReadText().GetCount() == 0) // skip empty text + throw XmlError("Unexpected text"); return m; } From cbbf7d632465a1ffefea5608fc671b8d9a2ef3aa Mon Sep 17 00:00:00 2001 From: Mirek Fidler Date: Tue, 3 Oct 2023 11:35:06 +0200 Subject: [PATCH 11/14] ide: Fixed bug when clicking on Usage result in .lay while being in designer --- uppsrc/ide/Errors.cpp | 4 +- uppsrc/ide/app.tpp/Assist_en-us.tpp | 60 +- uppsrc/ide/app.tpp/Assist_en-us.tppi | 8165 +++++++++++++------------- uppsrc/ide/ide.upp | 16 +- 4 files changed, 4155 insertions(+), 4090 deletions(-) diff --git a/uppsrc/ide/Errors.cpp b/uppsrc/ide/Errors.cpp index 843364eb5..297b4eb2c 100644 --- a/uppsrc/ide/Errors.cpp +++ b/uppsrc/ide/Errors.cpp @@ -259,6 +259,8 @@ void Ide::GoToError(const ListLineInfo& f, bool error) return; String file = NormalizePath(f.file); DoEditAsText(file); + if(designer) + FlushFile(); EditFile(file); int lp = max(f.linepos - 1, 0); int l = f.lineno - 1; @@ -267,7 +269,7 @@ void Ide::GoToError(const ListLineInfo& f, bool error) l = editor.GetLineNo(l); else { String ln = TrimLeft(f.line); - if(ln.GetCount()) + if(ln.GetCount() && l >= 0 && l < editor.GetLineCount()) for(int i = 0; i < 200; i++) { if(l - i >= 0 && TrimLeft(editor.GetUtf8Line(l - i)) == ln) { l = l - i; diff --git a/uppsrc/ide/app.tpp/Assist_en-us.tpp b/uppsrc/ide/app.tpp/Assist_en-us.tpp index df2f3550c..53a7046c6 100644 --- a/uppsrc/ide/app.tpp/Assist_en-us.tpp +++ b/uppsrc/ide/app.tpp/Assist_en-us.tpp @@ -73,13 +73,8 @@ is highlighted as you type:&] [s5; &] [s3;:3: 3. Simple symbol completion, abbreviations&] [s5; Sometimes it is useful to just complete identifier based solely -on symbols in the file using [* Complete identifier ](default [*@(0.0.255) Ctrl`+,])&] -[s5; &] -[s0;= -@@image:1659&1362 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) +on symbols in the file using [* Complete identifier ](default [*@(0.0.255) Ctrl`+,]). &] -[s5;* &] [s5; [* Complete abbreviation] (default [*@(0.0.255) Alt`+.]) is able to assist with writing basic blocks by expanding abbreviations into templates:&] @@ -111,15 +106,19 @@ is perhaps the most often used Assist`+`+ tool...&] [s5; [* Go to definition/declaration] (default [*@(0.0.255) Alt`+I]) function goes to another place where code or data currently at cursor position are defined/declared. In most cases, this means -going between declaration and definition.&] +going between .h and .cpp.&] [s5; [* Usage] (default [*@(0.0.255) Alt`+U]) shows all references in the current workspace to the symbol at cursor.&] +[s5; &] [s5;=pot300; -@@image:2474&1512 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8/f+PGjW+++ebixYtTU1OVSmVnZ+fdu3dRPnux0G8Z3aGBFWzTg13ptod+8xuuMxYcda3/mhTxcr0gbUT20QOliyBIigKlGyKxfsoFRPjdrXg1lxvL5c7LRVjdDAdKF0EQBEEQBEEQJKtJrtI1qFarN2/eHB8fX1hY4MXWzs6OYbXYyqGEixcvKopSqVQieNLSj77L6A4LGN0UIVS6BsO5+WNVuv0WrvWOdV1dkFoi++iB0kUQJEWB0g2RWD/lAuLw3U07d1XqWF2W8/m1+L9OIlEHShdBEARBEARBECSrSYHSJRwdHW1tbc3MzCwsLFy6dOnGjRuswqWlpdnZ2W+//XZ8fJxsvHnz5oMHDxqNxrCfsXii/zK6Q0Hjp1WG0U087kq3PZSbP06lqy+wO/hkxUwNY9LjkSCyjx4oXQRBUhQo3RCJ9VMuIA7f3bQilG7mA6WLIAiCIAiCIAiS1aRD6RrMzMwUi8VLly7Nzs4uLy+T/37//ffj4+OTk5NMaQ3poUryES3JC6GbAvoqXYPwbv5olG4tb1ucV6NTJWNoLbAQ2UcPlC6CICkKlG6IxPopFxDhd7fuxMt5TLyc5UDpIgiCIAiCIAiCZDUpU7qEg4OD1dXVbymKopRKpeXl5d3d3WE8S0kRNqUb8fK9ICDelW47tJs/IqVL18wlJyrIiiIrBYn9OFaQMbIWmInsowdKF4knl3uzZ3x6Oe7GoIOBexR5N6F0QyTWT7mAiL64qac7g3Olc/C52Q6ULoIgCIIgCIIgSFaTPqXbpmKLWa0SBT63bVa6kiSr8LkpwZfSbYdz80c08bJWK8sFw+R2ZK5kG7cLQDsxwqKv2TlxRvO3N8bM5k/YJm5gnw8nTsiXZ5PU1Ngzq10+I584Yb1KZy6Hd5XiNZ6p6GAEjRy8R1C6aSbWT7mAiL64MaUrF+P/ConEGShdBEEQBEEQBEGQrCaVSheAkcGv0gVg9IjsowdKt9faT9XB6lfPnJFP5OTLvnYlL7Nn7GsWGNLOfIkG6Vd8SjcVHfTRyMgCpQulmwBEX9ygdJFOoHQRBEEQBEEQBEGyGihdAOIESheAyD56oHRNriyok7r8qVGHVf+57EpiuLfPXSYO2q+4lG4qOui5kXHdG1C6ULpxIfriBqWLdAKliyAIgiAIgiAIktVA6QIQJ1C6AET20ZNRpWtIsVm1J+4GaPCoKF3tDKe9T3yqzvauHp0EOCHGc8Q76KORkQZKF0o3AYi+uEHpIp1A6SIIgiAIgiAIgmQ1ULoAxAmULgCRffRkXelaZrgNKstGRenygrtPa9OpdFPRQR+NjDRQulC6CUD0xQ1KF+kEShdBEARBEARBECSrSZnS3dvbq1art27dKpVK4xTygvxINpJdQ3qiAsDw8K50cfODUSWyj56IlK7F+8yqZ04YIlX69Aw3DtFv4dn8p8zUnpDPzPbZ2FfpGk6K2yj1ahAVvsyP8uX5VHXZxV0xOu7yBKeVT9j6KBBn2plPna9J8JjGLH96WWzknfuV54aXmq6b6agT+dk+KlC7/KnUq0l4QUa5g54ayWf2MrnhuQpzUm9sr/VPk/FHIz/LtyfITei8cZiB0g2RWD/lAiL64gali3QCpYsgCIIgCIIgCJLVpEnpGkrLbrUgtkBK8ah0cfODESayj54YlO4Z0Zq2vOX0Udg0RW3XUgk3Ok28zG3kJFdEStdteV+zMTSJM1VQcUiT8VrafOLT/OXZPmX4NvDXx3xv9Nqsb3dSgU7X5EQ441VT0UEvjRT/EejRrc3pT5Pwz4UVl5vQdeMwA6UbIrF+ygVE8MXtnpwbg9JFoHQRBEEQBEEQBEEym9Qo3Q8fPpTL5atXr2qaZt9LNpJdpMDx8XGoT1MAGC5elC5ufjDaRPbRE73SdUIoifoVDqp0bZhWLI1I6YrMrAlOYva/JtZBowEjvEonZF4puvaL6xQ/DrTX/m47hSrQ9T0KR1unooMeGim4/00IlK65Ntb4gDchlC6UblxYvrWt3cufHMt1lO5VNe7vj0jMgdJFEARBEARBEATJalKgdH/99dcPHz6sr69fvXq1WCw6FSO7SIG1tbXj4+OPHz+G+kwFgGHhrnRx84MsENlHTxxKVzqjzyWrXebXsTUEma/C3BzLPeHlsNFN6Zp9mXela5OAXtfSNXnDnlDW+O19LmBnSmqujrCEmsOFslhvD/3qXTrrpMQOKpDv+6eC932Y2jppHfTQSNMy0CfkM8YUzbPkLsoLle4JYzrlWW2QmxBKF0o3Lrrf0dhky0akc3uxf39EYg6ULoIgCIIgCIIgSFaTUKXLppm9ffu2oihffvnl+Pj4V199VSqVrl+//uOPPzYajd8p/0ap1+sbGxtkFylAipHC5BByIDkcE9KChGNXurj5QdaI7KMneqVrPoQfZigYV9i/8MAijyfAWrru+s95F9cX06qmbfE4UKdr4v5eBA9dXFVwgXrjZB27zF3nbpN6PXJVgVzH+QG5XIXhScNUdNC9kd7+OPBK1zrMOfhNCKULpRsX3e9ohtKVTl7NF+FzEShdBEEQBEEQBEGQ7CaJStdQWsxqMaU1MTFxnVKpVGq1WqPRMJTW5uZmuVxme0kxJraY1YLYAgnHonRx84MMEtlHz1CVrsj7WAdaCsSZr8LeI1xL1zL4t1vt8JWug93rf00cF2YNVel2+3vZohRF41KtXeZEIetar/Gus/j6ce6Z6qBDI91uoSeiZtjukDBuQijdNBPrp1xA4v6SiCQ3ULoIgiAIgiAIgiBZTRKVbqVSmZiYePLkiWX7mzdvfvjhh1KpNDc395CD/FgsFskuUsByCKmEVEUqHNbTFgAGw6J0E3bz1+SxsdyYog5QRarRaopUIFcg0xchAiL76AmidMVutKufhNIzuUrXbOi6Z4TS5WJablU0h7C1y9xV6uzqleR7mgylm54O2hvpW+naKofSHfQ3ZNxKdlBi/ZQLSNxfEpHkBkoXQRAEQRAEQRAkq0mc0n327NkExfJY448//vjpp582NzdLFENsMaVFILtIgd9//91yIKttd3fX/6OUl7fO/VfGlw+dyqimlds6jwPF5kfLS+ZyUl7z36JIGeGuJQhe6Sbp5mdEo3RrckebFvLNEOrSyoXc2JhcC6MBNYXK3IKkKHIBSneIRPbRE0TpmuyS8wBG9xGL9qrc53d1Kuw9npSufkYndTsUpRt4ztsnoStd7cwZ1X5hzSvA9u+yeSJi0aTE4h55c5Sj30GPjfQ98bKb0sXEy4F+Q8atZAcl1k+5gMT9JRFJbqB0EQRBEARBEARBsppkKd0qpVgsXrt2bWtry1g2lLG5ubmysvKvlH/hYFvILlKATUj7G+XFixcPHz4kVZEKZyl+n6V4cLo27ykWnzbtmQLvOcJdSxCG0k3azU9JndJt5gsBGixsAKsqHNEM3InsoyeQ0jXZpdyJ/GV9HKt2+VPud5/DiMWOfuqV56oRLbzbv/Bs/lMmtk7IveG0Dhs9TLzcHZPLt6GrtGYvm0ZZOihdsl1zulb8LlN3PjUUXv9rMlylS6o7IZF2GoLPPOuvcF5ia5f5vSc+7R5ukYaCHpnc+glea852bq0zIRjDVHTQayPNfwzJnxTjD4V65tN8n/HdYd2EULppJtZPuYDE/SURSW6gdBEEQRAEQRAEQbKaxCnd6enpa9euLS4u/kgxxFa9Xl9ZWZmbm7tJKZVKTGmRF2wL2UUKvHjxwlBaGxsbq6ur1yikQBCr1XO65269FJawe0+R+LRrzxR4zxHuWoLglW6ybv4OaZt4mY6rlcphWNhmWSJ9L5RxL0dAZB89wZSuhylkzXMmX7b/7nQu76OwyZF1nZpwo6dpb3uq1+ccubNnbL/1u1U57up/Cg/DnIehdF3grKVLl4W9szavnx+0E4YxTEUHvTfSNBuzmX5Tdnu9z/vdhFC6aSbWT7mAxP0lEUluoHQRBEEQBEEQBEGymmQpXTaLbKVS2d7efvjwITlkjfLgwQPy461bt0ql0s7Ojv2hB9lIdpECbEJacsi9e/fu3LmzuLg4Pz+vqupnlACPUx5+6e50De8pSb3l5qwGzNCeXKHke88R7lqCMJRuAm/+1CldVQlvXC2UboRE9tETUOlSleMsgySr3OG8z4kTNlNmKe+jcKhK1zzK8rLdlp2QzzhMvCyo3MUOexHHJ4zhya7iLEqle8I8u69LvwRVWZdFduqRQKQKOz7KHRyskTrelO7gNyGUbpqJ9VMuIHF/SUSSGyhdBEEQBEEQBEGQrCZxSldRlG3KxsYGO8qwWlNTU6VS6fDw0P7Qg2wku0gBu9Kao3z++ecBrVYfp9sbyirLvZdmBdbTnrKcIu85wl1LELzSTdzNnzKlS1ur+FtG1xEo3QiJ7KMnuNJ9QmeLPSOfMPlT6VPRMqAW78PPInvCoo38FubmWO7tctjopK5ItWdsM+vSOZm5U3/aEb5Oa+maTqrvVj3temK9hifMM+72EWchK13jPTVNRu1wfdz7JZ68un+PnrB5g6UTXhowqh301UjbLWT6Y+hJuQ5wE0LppplYP+UCEveXRCS5gdJFEARBEARBEATJapKldBXK8+fPX79+3Wg0nj59ukvZ29t79OhRuVyempra2dlpNpv8MqPkR7JxbW2tUqlsbW2RkuTFdJc7lMuUQA9UDKcrXFCX8575vHgwa0975vO9x4Fm76mpZB830DUnSXJeFdskUtZUtFO2W5SbLLnTBi2vi1bT2UQVCE4WYdcsze61u1Nc0Dbvl0tTZW74cOc6Wc/lWFpQqafL6w9D6UZ481P1SWWlVivTZWRpCgW5ZhngalO6THQKtKmD/G3W8kpBr3+sICk1TbDcrf3Y3hZzC5W8tYU9tHLnRLKlaQEawPpoTjiTOQMHIvvoGUjpeo8v7xO5JEKGkpF/H0e+g4kMlG6IxPopF5C4vyQiyQ2ULoIgCIIgCIIgSFaTRKX7C+Xo6MgitpaWlsrl8sbGBi+2mNLa3NysUMhZVldXDaU1Ozv74MGDtbW1AZQut6CuwOly3lPVhOKT056aKvSeguVo7YXci3bPxztHzsP2KnI+l+1sEXbNpEoFa/ia5Kv3yyWqiRfBYj1tPYAr1ffy+seidCO5+XWlq1IHmisosqLIhYLIXQ6mdA03Wih0TqF0T+dZ6eZpCyW9hbpdtUrb7slsojZoAzoWuFt4jB3oppLB4ET20QOliwwp3MzV5rmCRyUj38FkBko3RGL9lAtI3F8SRyvFdi7XPl2MuRnnTneakTvZPrc2UD1QugiCIAiCIAiCIFlNcpXu27dv37x58/r163q9fnBwsL+/v7Kysrq6Wq1W19bWHnKwyWZv376tqqohsxa6sAVJB1G6rk6X955tkfjktWfbr/c0y0KXcgKlK6rGabetnoi71rddAep0K2btSZ/CRrk+lzcIQqU75JufGUwqMXlRqQtQfi3aQZSufhbzyF8mXj0q3Y6K5RfG1XQHLZoMuaY4+OhgDcDEy5ES2UcPlO5oRbWvAOyZML3kLD8psWW+YnQQGSBQuiES66dcQOL+kjhaoUp3QJGqZ619MkfNrM8K187pRzGruzZAG6B0EQRBEARBEARBshqT0nV6mBMibc9KlxR++/bt0dHR69evnz9/fnBwsLW1ZRdbTGlVKpXr168zq8UrLcI9ykBKl3O6tgV1Td5TID5N2tPRe8p0il+hvBWPr+WnBNY0lfxkbQ47tluI1m3aKfeO57cLPeuwu2ZuWbfVmsr3mNevXuoUdtZcpVjVisp2a3W9vMEQKt0h3/yG67Q2RnemPWMbXOnaqjLX4E3p2lrItps8L0NVrNsHawCUbqQkRFiEJmKgdLMRfq1h4wNklEawjnwHkx8o3RCJ9VMuIBF9GVxrF8+1T59s507H/rU0/K6dPt0uMuvKK921Tn+Lga8GlC6CIAiCIAiCIAgSW1rG63YClG6JYlgtwuHh4dHR0atXr+r1+rNnz/b393d2dh4/frxNuXv37tLS0vz8/PT09MzMzNzc3MLCQpmyuLjIrFaV8s+UwA9VnJ2u2Xva5KJZezp4T4amqmpeJkimdW5tAjWXs68BK2iOvZRQptoOE3nWIXfN+WCXSvvU6XykYC1dh+V17Rbb7fIGxFC6Ed78Duvetu0eM7jStTtWowpfa+lacKiWlje3arAGQOlGSkKERWgiBko3G7EZT+nMbPytQgdHKVC6IRLrp1xAovkyWDzdlYwjp3QNhdqZb5l62GKrY2x7G4NdjaBKt4WJlxEEQRAEQRAEQZBB0zJetxOjdI+Pj9ncs4TDw8Nms2lYrYODgx3K9vb2o0eP2AKjdqXFlhadn58nW+5SBlS67fbDL8VO1+I9+Q1SXrNoT6ehrKrsMu2v3Sa6yEQ3sepWg2hfZF1zbprQQg94uVyGG/updYC5lk1YlG4kN7++lq6oA5ZdgZWuaGVbx12DKl02INc8pHfABkDpRkpChEVoIgZKNxvhjeeJE/LlkdOdI9/B5AdKN0Ri/ZQLSDRfBkdY6Xay1rOo5L8n2X+NobvBrsYASjesQOkiCIIgCIIgCIJkNS3jdTsBSvfKlSsTExPv378/Pj5+R2k0GvV6/fnz50xpsYGKmqY9evSoVquVy+WFhYXFxcWymfn5+dnZ2bm5OfJilXLx4sULFy4M8lzFcLrmBXVt3pPfkrdoT6ES5LWlnFdVjeI2QNSb0vWkbd32RdY1X0rXW50uY5pDUrohDdLtKd0Ib/4RU7rCc0HppomECIsxAABIGMn5DRm3kh2UWD/lAhLNl8ERV7osa+3T3emOnWSuj6sBpYsgCIIgCIIgCILElpbxup0MpUt4/Pjx+/fvf/nll3fv3h0eHhpWa29vb39/X9O0nZ2dGoXNLmuxWkxp8VZramrqAmWgBytip2v3npYFV02OU+A9ez6RH/dpd4e+J15207ZBJl4eXtf8KF2vdTp2VnQdPZvaISvdqG5+Z6VrNbYDKl3hvMdeBK4fpVtTcmNjUtlypgEbAKUbKQkRFgAAkCigdEMk5vcyEOwL2pp5ouC1Ys8nOo42pUNTjWK5k+3T58wrt3JS0jH8Yq9cecsStKdFctNHm42aqUItntMH0uqzE4vmRvaXta6l5Ubphns1Or1zbXNPE3M5ec6t2aTO0ydNrbJcN5vS1c6d7nzBOXk6P8gSvQiCIAiCIAiCIEji0zJetxOgdGcoc3Nz6+vrT58+ffXqFZt+lomtXQqbe5ZZrXnKIgc5dnp6emlpqVqtsrlnb9y4ceXKlatXr5ZKJe4xycMv2eq453g/K9xo0FtQl9st8J428SmypG6jWzVTBQLv2Bmgqmq9iYjzct6LnORr6FRgHM9v7/nP6LrmQ+l6rdM08lbKq0ZR0Vq+4sJ0T+eIvKj7oSvdCG9+ZjAFupMKU16POihdu2ylXtW2lq7dtApKDqh0ndbMHawBULqRkhBhAQAAiQJKN0Rifi8Dwb6g8XrUeM3H4liFZazWNUKl26fNnNI9d1JQUrjircf0mnGOW0v3tK3mAa7GaZGutbTZr9IVXgfLRbYo3bVzvW8yJ89pcT9eQBAEQRAEQRAEQYaXlvG6nRilaxdbdcrPP/+8u7vLD1RkJQ2xxZQWeVGtVpeXly1Ki7davRG3nKAVbuTpOd3egroi72kRn0JLKppIWIyzTxUUcneO/WcY5g+KsGtBRun6qLN/b10LC4sNSelGcPN3DeZYrqConPDUPLlONvrVrEqb3QoF8tcsW4UlB1G6jqOGB2wAlG6kJERYAABAooDSDZGY38tAsC9ohpc86WD6THKw6M1LRqV0+7e5b0tOtoMPO13jBrcWuUaudcbACrSy/6vhpc2+lK6wMJQugiAIgiAIgiAI0k3LeN1OgNL97bffGo3G9vb23bt3S6WSqqqLi4tbW1svX76s1+vNZpPNQPvkyRNmtaY57ty5U61WV1dXV1ZWbt26VSwWv/766y+++ILsWl9fJwd+/PjROFEwpStyukLv2XYY99pvguPePlWw4GzbRWh6nkLYRYlyA3ej7pqPtXR9XC6Rp5XyefG5XC5MNEo3spvfmHg5z8axFhRZUSRddFqGu4pcp25+SQ0FcqBcKFDDW7aX1MoFc0nmgmshrqXLTiGLjO5gDYDSjZSECAsAAEgUULohEvN7GQj2Bc0yyvXkaV0X9sZycqu+nrYVa9FZfJ0GkLb8rx7rS+n2b7NFj3bXuuVrKDq1yleK1kYK4/dq+G2zcQWclK7wbSVnZFMxOyldY+Ll3ElMvIwgCIIgCIIgCDLaaRmv2wlQugbb29vlcrlUKi0vLxtiq9FoGGKLjVWsVCpMaZEXQqU1NTW1vr4uekwSYOJlVsLidMXek9tsWsnVYYXXzuy+xhKxVKxqYqXLCud7pekRkmzMFezJOVprkCR+HmdBY4feNT9K19fl4ovqZV0ukejC8NMwD1XpGgz/5jfW0m2qZUPmjklKWbXOUixWq1qtzPSobktrTT8lm+EpXVqVq3UN2gAo3UhJiLAYhFOUMC4GAADoQOmGSMzvZSDYFzSTHuU0X2+7MSa0aNvSjWEq7SZx6ErXvc28Hj0tHgnb18N6SlFstAe8Gn7b7EPp2tf85WJTugiCIAiCIAiCIEhG0jJet5OkdAnv37/f39+vVqt37twZHx//7rvvlpeXt7e3m81mo9F4+fIl2XuPwh5Jzc/P37hx45tvvrl48eLU1FSlUtnZ2Xn37l3Ij1dsThekC340blhadhDsSrc99JvfULqx4Khr/dekiFfLjawBICQSIiwCc+rUKfYrBVYXABAiULohEvN7GQj2Bc37eFWXVXSFgpVl2Eq3zxhbZw0qrHnY8Xs1/La5r9IVTJ19krpdc4VQugiCIAiCIAiCIFlNy3jdTpjSNahWqzdv3hwfH19YWODF1s7OjmG12MqhhIsXLyqKUqlUhvZ8pTc9s+NQXpBc+MmYk2B0xUrXYDg3f6xKN7zRr9Z1dSNvAAiLhAiLYDCfS/7DvC6sLgAgLKB0QyTm9zIQ7AtaT4+6SEYa92VY4xml26/NULr2rBXFa/Xyk2lD6SIIgiAIgiAIgmQ1LeN1O6lKl3B0dLS1tTUzM7OwsHDp0qUbN26wx1BLS0uzs7Pffvvt+Pg42Xjz5s0HDx40Go2hPmDpLagLp5toVJlOm8zN15yX+QmrE2F0+yjd9lBu/jiVrr6+reKw/K13mJn1X09oDQDhkRBhEQDyZ5P8Lvnkk9zkZCfkBYFsDPXyAAAyCpRuiMT8XgaCfUHzrkd9iFQuULqDXI1hKF39Gq61z52zud3uhNVQugiCIAiCIAiCIFlNy3jdTrDSNZiZmSkWi5cuXZqdnV1eXib//f7778fHxycnJ5nSGtJDFZBC+AG5dpIhdD0oXYPwbv5olG4tb1ucV6NTJQcZWpvKBgCvJERYBID86fvkk8743K2tTsgLqncnQ708IEKGsGB6shi9Dgp7NCrdhNINkZjfy0CwL2hBlG7f6Y65DKJ0+XHBULpe2uxd6fKnO33Sep2hdBEEQRAEQRAEQbKalvG6nQalSzg4OFhdXf2WoihKqVRaXl7e3d0dxrMUkGacla4kq4mZdde70m2HdvNHpHTpkrXkRAVZUWSlILEfxwpyRANkY28A8EpChEUAzp49e+pU7vz5XLvdCXlBfiQbfVTBL+9t/j0ldX5TJeZXVRLQ6FwLkvUq5UP8hR6vCkxFByNopC+iULqiP6WR9BlKN0SG/F4NBfYFLZgezZ1snyv2dq2ttYvn2idPClQvL4L5Q5xq1l3kWs9OjpLS9Xs1Qle65053Vs4trvXmWG6J1LlN6WrnTtJfTSdl7zYfQRAEQRAEQRAESWFaxut2SpRum4otZrVKFPhcIII9dpZMT2BjfOzsgC+l2w7n5o9o4mWtVpYLhkjtuFTJNmx2tBsAPJIQYeEXtoru+fOd8blM6ZIX5MecrxV1HZVu99fWgEaK/CLsTDkvqsVlV/Jwu06WHgzSr/iUbio66KORkR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choHRjAUbXH7fAFUleABJA2mfYA5RujPT5U+0Lkd/voHRDx1a6pZOz3o66ULoIgiAIgiAIgiBIdtJky2Y2lO61a9fOnz+/urr6kwUTW4eHhxsbG0tLS5ctisUiVVpkga4hm0iBZ8+eMaW1s7Ozubl53oIU8FotXZUaVZdX5UvGonSDHxoMN7zSTfLmD8agDbxca/0ip5TiEq4YeDkhoHR7x+BHXYbRlaByDpc+hXGlQOIEN7qYSzdO+vup9gfHK1tVPzmpTLB/5yeUiclcocoXyHW2yuhIXuPkhGuNI4VJv61Bla6nzZMFo1+Wuce0lW71YcnTUXcglK5BLnXrGk/2zeMjCIIgCIIgCIIgmUiTLZsZULp0FNlyuby/v3/nzp3bt29XLba2tsifV65cKRaLBwcH3h89yEqyiRSgA9KSXW7dunXjxo3V1dXl5WVd1//bgt+FTpHWGe5YNfmJ+gzdVJV+Kd1QhwbDDVO6Sd78gRkwpatr8XahhdJNCCjdyIgmNIXQlaO3H8e64D+1AiABAg+63AJz6cZIXz/WPsHe0exet36KNqzSZVpWOVn1vh7q1OhOFiTvjwGUbrWgitszkcm+vUzpto0q11F3AJQuf4dMnDTSv54IgiAIgiAIgiBIv9Jky2Y2lK6mafsWOzs79Nd4ZrUWFhaKxeKLFy+8P3qQlWQTKeBVWksWX3zxhcNqGY5Bj7v+rhun0g15aDDc8Eo3oZs/BIOldK3WavFMo2sBpZsQULqR8SjdgKYIAJAsuqooJOG+phh4OUb6+OH2Dfsdre1qJ07qnMA1CidVWZfMYAMv297WawDbflDuXrsqXVGbO5J3Uo/43lroMsYRichQB0hH6baXZ2vtrVC6CIIgCIIgCIIgSHbSZMtmBpSuZvH06dOXL1/W6/VffvnlgcXDhw/v3r1bKpUWFhYODg4ajQY/zSj5k6ysVqvlcnlvb4+UJAvX2tywmLZgB3L0k/WdSk86QjLdyyVtjVYH29afiml4t4Y8tKMZOVNRuB0VU82Z7p8E/RvDnZHiXw9IEKZ0E7v5bfWZL5HP3aiVrMlhreTzas3VwdWjdBslRaxNJfK3Uctpebv+qbyi1QzhBLXufTtrnC3Ucu4WdjBKrQOptaiVOJo6FbiprT11La9MdS5jrubcWtIUdvSpvFqqeb5xPjXwH5amdCppn0Kj5ji1wZzkF0o3MrzSVRRVx7/mAGST9tDoob6mULox0q9Ptp/Y72jhJ64NOJeuZHRle0xmPzPYpUnyGmzVK+waHCDJKN1mbdL631onH9KtA6B02cDLfZxAGUEQBEEQBEEQBMlEmmzZzIzS/c3i6OjIJbbW1tZKpdLOzg4vtqjS2t3dLVvcvn17c3OTKa3FxcWtra1qteqyWjlOj/p3lgihdHMOVSpTusEPbePs1euKowb/xvhUhXGe08OldBO4+Zkl1C0HOpbXVE1T87bNdE5E25vSpYWpLCaH0NqHC6x0c1YLFbuFtrhUxd1wpfo1UCW9NtVxGblrSFvVqdY+iuMC+tfAf1h5hbWNVkIlr+PUYhx3OjkyonSnAAAgY5hQujGR6lMuIvY7mrCXrm8CKl2xYLVX+hpkf6XrV0O3IZ3TikPptqWt3VF3IJQugiAIgiAIgiAIMiJpsmUzY0r39evXr169evny5eHh4ePHjx89erSxsbG5uVmpVKrV6h0OOtjs1atXdV1nMmulDZ2Q1GW1VE5o+tvM4ErXJUllSjf4ob3lhelU4t8YXzUcvL8wiBeh0u3rzd9xiFOazus/W2vyTrAXpWsfxdnzt604g3pSh6A0bAddEvynELXWb3EiHx2kkuhNpbU5j9vQG5zS1ZwX2a6206RuNbCz4BrMBLRzR/vU4hx6OiEyonTv30cQBMlQoHRjJNWnXETYO5rdnZaK3cncyUKXkXWDKt12d1p+JGR7X/+xkf2Vrr3Vj8wNDuxUus6OulC6CIIgCIIgCIIgSHbSZMtmxpQuKfz69eujo6OXL18+ffr08ePHe3t7XrFFlVa5XL5w4QK1WrzSItyycFgtQ9SD1RfpXLpOi6rkOv1hXVttpRvy0A6hrHbK8+sVdv18G8Pvwvyyzo0CjRkYU0GodPt487dgBtPdGI8TjK50pXrR1pGBlK6nhXS9oCOqrnnXB62kl6Zax5V1HBbjGiC6Ww3iU6Z7ue22oMGDAZQugiCIN1C6MZLqUy4i/CtbZyJazu0WJIMMB1a6XjlLJW+3gZGHX+nyHXWhdBEEQRAEQRAEQZDspMmWzQwo3aIFs1qEFy9eHB0d/frrr4eHh0+ePHn06NHBwcG9e/f2LW7evLm2tra8vHzt2rXr168vLS2trKyULFZXV6nVqlj808I+jLO/ahD9EUjpeju6+ivdAIfujNLs8b+qVw37NkYVbuLaow6cBxoKmNJN6OZvIZn31mw7wY4ojK50RY7VriLUXLouJNVa5d2tClpJL01t9/l1dcV116PXSjlrUGXFM/JztxrEZyHq2+t3yhkHShdBEMQbKN0YSfUpFxHBi1vVKJxUJzpyV+xeQyhd10jIdMzkrjsGUrohJv8NmoTm0rXysDRhd9SF0kUQBEEQBEEQBEGykyZbNjOjdN++fUvHniW8ePGi0Wgwq/X48eMDi/39/bt379IJRr1Ki04tury8TNbctHBZLX404yC9U4Mo3U5vWdFW4cDLXQ8t9rCyJvk0xn/UZSjd9HAp3QRufjY9q+juc22KrHS9MrRTRexK19XvNWQlPTa1obPJbfN559DNzq2t+XytyXDzrm65/jWIPyyJ0vU5l0wDpYsgCOINlG6MpPqUi4jfG1x7gl3hCMlhlK5jpGU6wnP3iW4DzaXbratvhCSpdMnVmKVqtSZWulOa6PTpiM1Tk7f4lVC6CIIgCIIgCIIgSFxpsmUzA0r33Llzc3Nz7969e/v27RuLer1+eHj49OlTqrRoR0XDMO7evVur1Uql0srKyurqasnJ8vLy4uLi0tISWdi0OHXq1Oeff84O1On9KlSxHoIoXYESFW0NdejIStfdGCjdrMKUbmI3/9ApXdmxklG6tGBNzTMt2+lvy+bt1T2T+boFtKQGKF0oXQRBRjZQujGS6lMuIv4vcfYEuz5KN2A/2Y6BpT12A+zVpR+u3fO3y4S8mYpI6bKOuhMux2qvd3lbrh57El6WBJRue1rkiT50jkYQBEEQBEEQBEEylCZbNrOhdAn37t179+7db7/99ubNmxcvXjCr9fDhw0ePHhmGcXBwULOgo8u6rBZVWrzVWlhY+NyCHcjIOWxm196yMSrdUIcWjK7ss8m3MT52GKQIr3STufn9lK7b2PaodIWjGQcRuGGUbk0Tyc3glfTYVJ52f1v72ooFq+/kua4aTChdKF0EQUY2ULoxkupTLiL0Ba16Um1Nm1swONtosKl1xZPSsj68E9L5drnYNnBiQgk6y223oZXbTtkyjNVOhVU6cHQGVa9Q6bbtKg3nWNn6/OStzsrqLY2qXmsGXkE9fVS6/PzFGby8CIIgCIIgCIIgSGxpsmUzA0r3usXS0tL29vYvv/zy66+/0uFnqdh6YEHHnqVWa9lilYPse+3atbW1tUqlQseevXTp0rlz52ZnZ4vFIv87ierqo5ozDc6aGLqpKh17yytdhy0Nr3RDHZo/rqJ2rK5jfa7L4Siu3sGdAxqt2nIDJ4GGBaZ0E7z5qZcUSExqGzlRKFG6XmlYo70SXHPpikyrp2SPSlc+E26ouXQjN9UFL1WFhWkBmdI1PVoWShdKF0GQEQ2Uboyk+pSLCH1B6+hRL/Khle0+vAHLd4SgbLTkdifQwC0pTMqbnUHnKFa6rNetx7G2O+oKIphj16GGPXEN4ByosFvpMonvq9oRBEEQBEEQBEGQwU+TLZuZUbpesXVo8e9///vBgwd8R0VakoktqrTIQqVSWV9fdyktl9INMhYxMyOurrWdvq6RlG6IQ4dpZPDGYNTl7OBSuonc/FQ1ugb4NY1ABtM2kg6Z2GhXKJC/TtkqLNmL0pX2Gg5fSZSmNvRazSlb+QJee9uZNre90r8GE0oXShdBkJENlG6MpPqUi0j7Hc2oFnKTEwrn7JSJCfVkoUt32lZPXpeHlSrg9lDJ0gKhlW6rAVX95CTf7LFWs0/qQWb4TToypcsJVk+32UbhqjbBd+P9TDt5S9i1tv9Kt8l7eShdBEEQBEEQBEGQIU6TLZsZULp//PFHvV7f39+/efNmsVjUdX11dXVvb+/58+eHh4eNRoOOQHv//n1qta5x3Lhxo1KpbG5ubmxsXLlypVAofPPNN19++SXZtL29TXb88OGD+7cSo9UfNpAt9arVXpRuj4fmhlzWjWCHozV5xTSUbtowpZvgzW9bwhztnZrXVE1T7F+KXN1dRVa01u6wkM+THekMsEqp5C1pzyTbKUldcC3GuXTF89KGrKSHprYFt3UNVbeu7VTLXWQt52hzlxqgdKF0kWHIdGdIzGPTaTcGJxj5jBI/TSjdGEn1KReRBN8HbaU7WUj9zRQJFIHS5UbbzqI0RxAEQRAEQRAEQeJJky2bGVC6jP39/VKpVCwW19fXmdiq1+tMbNG+iuVymSotsiBUWgsLC9vb2/4/mNCBjhWnKlW8YxG7JGyPSjfUoUlNOVPhR05WWhW650Ltdjh6FjnVcURSFUZdThGmdBn9v/mZJWzoJSZzpxStpLvHHhZbUaNWotLTdqC1RpiSXu0YWelaVQknBQ5RSU9NNWqawvayzKzeaDirdVxhw6Ohu9UApZu20uUkzvhxI9zWFLOYGxf3pFLGx9XpxSw1NfUsGtPH1fFx91U6Ph3fVUrXeA7ECSbQyN7PCEp3kEn1KReRxN4H7VGaoQIHJz69dAPNhowgCIIgCIIgCIIMapps2cyS0iW8e/fu0aNHlUrlxo0bMzMzFy9eXF9f39/fbzQa9Xr9+fPnZOstC/qj/fLy8qVLl86ePXvq1KmFhYVyuXxwcPDmzZskf3sBICxepWv2/eYXW8Kk6DodbfCaNPEcuGDQgNKNP1Kl227tMb23+vXjx9XxMXU61KbsZfG4fLZH1yXq5bzSU7oDcYIhGplYoHQ9/0KmrWR7JdWnXESSeBOs6u0RlWWz6CJZjEvptgbZtv9xwqjLCIIgCIIgCIIgw50mWzYzpnQZlUrl8uXLMzMzKysrvNg6ODhgVovOHEo4deqUpmnlcjmBX1oA6B2h0mX05+ZPVenSiWvjOLqwsy0YRKB04083pduLk5o+xupw6z+fTVkM9/H5y8RezystpTsQJxi4kWndG1C6ULpp0ccXQDZIrw187oCFKV27hzVlQi3gc0QQBEEQBEEQBBnyNNmymVWlSzg6Otrb27t+/frKysrp06cvXbpEf6hfW1tbXFz87rvvZmZmyMrLly9vbW3V6/V+/8YCQFz4K12zLzd/mkrXnl5WE09/GwKqhnuvB2QAKN34wytdJsUW9WPcT7+RGzwsStc4zmnv8WP6YufqWYMAZ8R4DvkJhmhkooHS9fwLmbaS7ZVUn3IR6eMLYEfpKhOTehUecNDiUroTE+rJgoFxsxEEQRAEQRAEQUYgTbZsZljpMq5fv14oFE6fPr24uLi+vk7+7w8//DAzMzM/P0+VVp9+VAGgT3RVuoz4bv5klG4t55mc17CGSkbXWuACSjf+CJWua4TbqLJsWJQuL7i7tHYwle5AnGCIRiYaKF3Pv5BpK9leSfUpF5G0XxKR7EYwly6CIAiCIAiCIAgyEmmyZXMQlC7h8ePHm5ub31lomlYsFtfX1x88eNCP31IA6DfBla4Z282fkNK15swlB8qrmqZqeYX+OZVX0bMWOBk2pevyPov68XEmUpVjx7l+iGELL+aOUVM7rh5f7LKyq9JlTopbqXRqEBWe5nv58hzTfTZxV8zqdznOaeVxzzkKxJlx/Jj8mkSPo8/ysWmxkZefV47rXuq4bo69xnOLXVSgMX1M6dQkvCDDfIKBGslncZrc8FyFY0qnb6/728S+GrlFvj1RbkL5yn4GSjdGUn3KRSTtl0Qku4HSRRAEQRAEQRAEGdU02bI5IErXtMQWtVpFC/hcMLiEUrpmPDd/QgMvG7WSmmcmtyVzFU+/XQDM4Va6x0Vz2vKWM0RhxxC1bUslXCkbeJlbyUmuhJSu3/S+TmPoEGe6oOKYBuN1tXn8WG56sUsZvg389XHeG5022+tlKlB2Tcbj6a86ECcYpJHir0CHdm2yb5Pwe+HG5yb0XdnPQOnGSKpPuYik/ZKIZDdQugiCIAiCIAiCIKOaJls2B0fpAjA0hFW6AAwfQ6x0ZQglUbfCUZWuB8eMpQkpXZGZdcBJzO7XxN1pNGKEV2lc5ZWi73lxJ8X3A+20v91OoQr0/Yzi0dYDcYIBGim4/x0IlK6zNtr4iDchlC6Ublqk/ZKIZDdQugiCIAiCIAiCIKOaJls2U1W6OgAjCZQuAEOtdJXj9liyxjQ/jy0TZKEKc2Msd4SXZKWf0nX6suBK1yMBg86l6/CGHaFs8Ou7XMDWkNRcHXEJNcmFclnvAOfVuXTuQYklKpA/92OCz72f2jprJxigkY5poMfV42yI5kVyF+WESnecDae8aPRyE0LpQummRdoviUh2A6WLIAiCIAiCIAgyqmmyZRNKF4DEgdIFYIiVrnMXvpuhoF9h98I9izyeCHPp+us/+SbuXByzmprifqCya+L/WUSPNbmq4AJ1+slKT5m7zu0mdc7IVwVyJ853yOUqjE8aDsQJ+jcy2NeBV7rubs7Rb0IoXSjdtEj7JRHJbqB0EQRBEARBEARBRjVNtmxC6QKQOFC6AAyH0hV5H3dHS4E4C1U4eIRz6bo6/7ar7b/Sldi97tdEOjFrrEq3fb7TLqUo6pfqPmVOFNJT6zTedxTfMM59pE5Q0ki/W+i+qBmeOySOmxBKd5BJ9SkXkbRfEpHsBkoXQRAEQRAEQRBkVNNky+YgKN3r16+T/3vx4sXZ2dkZC7JA/mSbABgsgivdhw8fViqVK1euFItFevOTBfInWUk29e0HRQD6TqaVrtiNtvWTUHpmV+k6DV37iFC6XBzTrYrGEHafMneVWps6JfkzzYbSHZwT9DYytNL1VA6l2/1/nPv/C5m2ku2VVJ9yEUn7JRHJbuJSutWCOjGpS7eeVCZOGqmfLIIgCIIgCIIgCMKlyZbNzCtd5nMJc3Nz1GqRBbpGh9UFA0hApct8rlfpwuqCQSfTStdhl+QdGP17LHqr8h/fVVY4eAIpXfuIMnXbF6Ubeczb+7ErXeP4cd17YZ0zwHY/ZedAxKJBicVnFMxRDv8JBmxk6IGX/ZQuBl6W/I9z/38h01ayvZLqUy4iCb8VVqv65IQyMcajFtJ/V+VjnLTaB88Yj9It0H/TlMmCaGs1R28GXG0EQRAEQRAEQZAspcmWzWwr3UuXLn3//ffffvvt/v6+90cPspJsIgWo2wVgUAiidN+/f18qlWZnZw3D8G4lK8kmUuDt27c9/ngIQCpkW+k67NLYeG7a7sdqTB/jBjGW9Fhs6adOea4a0cS73Qsv5o5RsTWudrrTSlYGGHi53SeXb0NbaS1OO3pZSpQuWW/IrhW/yXE6x5jC635N+qt0SXXjCmknE3zOUX+F4xK7T5nfOn6svbtLGgrOyOHWx3mtudi6tY7HYAwH4gSDNtL5NSTfFPal0I8fy3Xp3x3XTQilO8ik+pSLSJKvhNWT/NOBAaWb0cSgdNvGVuxzrVRt5+tXBkEQBEEQBEEQBEk2TbZsZlXp/vDDD5cuXTp//vy3335bKBRkv3uQTaRAsVi8ePEi2SUxJQdAL/gr3d9///39+/fb29uzs7P+Nz8pUK1W3759++HDh8g/HgKQChlXugGGkHWOmeywtN3KhyjscGRtpyZcGWjY247qDTlG7uJxzy//7aqkm7ofIkA3534oXR84a+lzysKzczevmx/0EocxHIgTDN5Ix2jMTroN2R30Pu92E0LpDjKpPuUiQl/QCpPee1WZmFAL1fi0ZtvujU3kCtXUX059ElbpDq0Cdijdam5yUiGfXTVEDTq9rbpembbrz5rcRxAEQRAEQRAEGdk02bKZJaVLh1C+cOHC7OzsV199NTMzc+bMmUKhQNZsb2/X6/U/Lf7H4vDw8Pbt22QTKUCKkcJkF7IjWaNjNGaQbbxKl46xfPXqVU3T2M1fLBbJ/fzTTz95b/6dnR2yiRRgNz/ZkeyO0ZjBoJB1pWupHLkMUtxyh/M+4+Pefk+KbMTaboVjVbrOXpbTXls2rh6XDLwsqNzHDgcRx+Ose7KvOEtS6Y47R/f1OS9BVe5pkWVnJBCpwhMf5hPsrZE2wZRu7zchlO4gk+pTLiL0BU2kdG18ZkENlcHRdlC6dnila398YZSufVMF2sW+hmMx3WwIgiAIgiAIgiBIb2myZTMzSpf5XDZn7pkzZ8jCBYtyuVyr1er1OlNau7u7pVKJbiXFqNiic+zC6oKM41K6zOdSpRvt5qdKF1YXDAoDoHTvW6PFHlfHHf5UOSaaBtTlffhRZMdd2ihsYW6M5c4myUqZuiLVHveMrGuNycwd+lhL+Mrm0nUc1N6sB9p0330Nx50j7nYRZzErXfaZOgajllwf//MSD17d/Yzu03GDlfEgDRjWEwzVSM8t5PgaBlKuPdyEULqDTKpPuYjQFzTbvvFCrTXprX0rxjIiruAQGQ2Urp2elK7dKVs5GbBHdoAhmhEEQRAEQRAEQZCk0mTLZmaU7oULF7799tt79+65ftl49erVjz/+WCwWl5aW7nCQPwuFAtlECrh2IZWQqqjYTYG/H46NmTSf/D3UnluffGTt+NFhZ7/otYHs4lK65XJ5bm7u/v37vd/8pBJSFamwh18Ta+rU1NiUpvdQBQBdGQylGzyhvE/ikgjpS4b+cxz6E8xkoHRjJNWnXEToC5rEt9oD58biYaF0By69KN0IH3eYXr0IgiAIgiAIgiBIX9Nky2Y2lO7Fixe//fbbubk5188af/31188//7y7u1u0YGKLKi0C2UQK/Pnnn64dSVV0jl25VSv9XT386KPfmDAlIX9+8snWdI+6Tihhp42P2IE+2RLuN61yjWFloHSHEV7pPnnyZM4ixpuf8ODBg6i/JiajdGtqnhwln2vEUJdRyo9NTam1GKoCiQGlC1M26OFGrnaOFTwsGfoTzGagdGMk1adcROgLmkTAtYfDFVq2qn5yUplg39oJZbJg+Mi4QI6voHKHMwpc/ROTEtMXqhmewqRaz8S+vKI1CifVThtakwt7qw2pdEkbSJ0T3KABpM0n9aqoTpnflNnPaqtvtX/Nvg2m1789OPZ/Vo93rpUM8b0RqcutffSuHXsN8iH63RIIgiAIgiAIgiBIr2myZTMDSvd7i/n5+fPnz1erVTZtKGV3d3djY4OW+ZqDriGbSAE6IO0fFs+ePbt16xapilT4jYVXqE2rhx9xJteZQ4c4nd5SW4UPQ9hUKF3QDaZ0KxaFQoHcsXt7e73f/Hfu3CFVkQoXLSL9mjhwSreRy6Nb8eCR2KNHthVKdzCje2cADkycXnKRH5TYNV4xThDpIVC6MZLqUy4i9AWti9L1eNhqQRXLvgl+qtx2J19fHGKRKd22E3QW9RjMQM1oFz4pmXfbXa191pOF9uk78ArHMEpXeF7CZvj5TfvCOoVpy4BLanZdjb4r3ajzJtvn5X8l+c9x+HpGIwiCIAiCIAiCZCNNtmxmQ+lqmnb+/PnV1dWfLJjYOjw83NjYWFpaumxRLBap0iILdA3ZRAo8e/aMKa2dnZ3Nzc3zFmfPnvUq3b9/IpO5bqXLlUxC6WLg5dGBV7rXrl3rx81PCmRb6cZHTRubmlJKcXT3BQmS2KNHthVKF4kQfq7hNkPVg3XoTzD7gdKNkVSfchGhL2hipdv2j25x1lnf6QHasaudSqIq3c4mu/5qe71DYgZthrRws2p1wnV39nSY3IlJ1oacuOawSndCPUnawIla1mZnDVK/KRSmTHRyJ2hUWRdjh3gNrHSjDrwceZDtIDtC6SIIgiAIgiAIgvQ/TbZsZkDpzluUy+X9/f07d+7cvn27arG1tUX+vHLlSrFYPDg48P7oQVaSTaQAHZCW7HLr1q0bN26srq4uLy+Tmk9b8CrN0RN2zPzok63pzjjLpem/G598ZKSndAPXBgYcpnTpEMr9uPn/2yLSr4kDpnR1LbYBnEGSJPbokW2F0kUixGM8leOL6bcKJzhMgdKNkVSfchGhL2heldYxmO6+lnIhaGtT8cC5IQZeFlTi7S8cshlOWembjtJ1VS7RmjHMpSusWTK6suhwMvnOXVLOhvdb6Ua/IMGOYg+8jFl3EQRBEARBEARB+pYmWzYzo3T3LXZ2dug0iMxqLSwsFIvFFy9eeH/0ICvJJlLAq7SWLNxKl/eqLUNa8vduULqgT/BKV9O0ftz8X3zxxWgoXau1GqbRHTwSe/TItkLpIhHCG8/xcXV66HTn0J9g9gOlGyOpPuUiQl/QbHvoxTt7rG0PhW5UOCCw8xCBlK5ACrt3D9sMYS9dcYIaz+7lA0esMoVuWnTivgMdh7Hh8Shdv9ugS0KYdwRBEARBEARBEKR/abJlMwNKd87i6dOnL1++rNfrv/zyywOLhw8f3r17t1QqLSwsHBwcNBoNfppR8idZWa1Wy+Xy3t4eKUkWrrW5YeFSuuLJakVIB2eme7k067TRHjDZmPZutY8dQOkKd3Qfa0v9hJ3Fb5+oW9PiukCmYUpXs+jHzT9twf1GaKnPfMkwTaNWsuaxtZLPqzVXB1eP0m2UFLE2lcjfRi2n5e36p/KKVjME09169+2scbZQy7lb2MEotQ6k1pyVBDpNu61GTVNYsVZrW/s6z7qh26fDt7ahlzRlqmv9QEpijx7ZVvoYmgIAgIyRnX8h01ayvZLqUy4i9AVNqHTZmMOOOMdGFntgkdwMo3QDGL3wzeDPcWIyd7IgM7D9VrrWaM8TonlvJR1yHb2nqVp1Xkb/a+vZCqWLIAiCIAiCIAiC+KfJls3MKN3fLI6Ojlxia21trVQq7ezs8GKLKq3d3d2yxe3btzc3N5nSWlxc3NraqlarTqVbUj9icvY31VeFhlC6Kudq+610VUcv4yh9fkE2cCndftz8MqWrWw50LK+pmqbmbfHqnIi2N6VLC1PLSQ6htQ8XWOnmrBYqdgttZ6qKu+FKTHGg07QKt+tXWk2lirY9hnP7rK2BnWnYgdiO3DliPt+QJPbokW2ljyEAAMgUULoxkvJnGQn6guayfp0Zab0Kb2CVruO8WJnJnLsbcl+VbjXnaoCzNbKrzY5Ij+Xuxex/bT02FkoXQRAEQRAEQRAE8U+TLZsZU7qvX79+9erVy5cvDw8PHz9+/OjRo42Njc3NzUqlUq1W73DQwWavXr1KamAya6UNnZDUqXS3PumY0C4DKQdXuo70WenKggGZBw6h0o335hcrXeolefFoG1h+LtpelK59FGeXVSpeAyrdlgvmJ8Y1bDnb7jzrOL4m8dFBTtNuldWJmDtcraTzSjefV9wT9bZ3LHnPEVP6hiCxR49sK5QuACCDQOnGSMqfZSToC5pgLl17LF+P+Isq3fqjdCO5vyrtJ8tMqnje3j4oXTZLrzJZCDJLr+nWo9QIe4plrJduv+fSRRAEQRAEQRAEQfqdJls2M6Z0SeHXr18fHR29fPny6dOnjx8/3tvb84otqrTK5fKFCxeo1eKVFuGWhUPpTnu603ZDOpeuU7N+xEY/ni65tsatdH9T7fl/S3/nB5EOdjogOwiVbrw3v0zperu72s60Y2yjK11PVc4agildTwvpeoEttfrPutYHPk1LB/tNwtvubuyuSrZj1wqBk8QePbKtULoAgAwCpRsjKX+WkaAvaCInyPyj02AKJ3gNkJiVbtRmiCoRn3j8Srczn6+n+7BcZfIjLdNr6O396mtCvc2TNtg1J29UpRvss451RwRBEARBEARBECTWNNmymQGlO2vBrBbhxYsXR0dHv/766+Hh4ZMnTx49enRwcHDv3r19i5s3b66trS0vL1+7du369etLS0srKysli9XVVWq1KhanLGyLxkvVbr10KYGUrtfP9k3pfqSWuNL8ONKBTgdkB6Z0ixb9uPn/acH9RiiZ99Zk3VFZN9joSlfkWO0qQs2l60JSrVXe3aqgp0mHU5aM5ywo360xpslN4wuCkNijR7YVShcAkEGgdGMk5c8yEvQFTazS2oMbO92f3W80rHeLWelGbUaAVvVd6bqdbFWftF2vSJh25DU9ZdHFkdXcaTPvvgVT9DatUanHxhwSX6B0g3WLDlU4/JVst38C4zMjCIIgCIIgCIL0KU22bGZG6b59+5aOPUt48eJFo9FgVuvx48cHFvv7+3fv3qUTjHqVFp1adHl5may5aeFQuo6Bl7vMpUsJonSdmtW9NVal626ztHkg87iUbj9ufrHSFQtH16bIStfrbTtVxK50aa9bcZfe7qfp01TWZKHSZYNISwKlG5jEHj2yrb0o3U8//XSMg/wZ34UBAIw0ULoxkvJnGQn6gibxreKOumxM5pZTq3bsW5UOaBx0+F9RwgynHKoZ1daaXKFgcM7UYFPrOh1i/wZebmvoCTaBr9VU9nT372Y7ofgcxb68Y8rkSZ3Nmdup3H01FLuwPf4zKamMdRAo3U6P5gnv7MOe+Cjm7nt163nNT6OM/rwIgiAIgiAIgiB9SZMtmxlQumfPnj137ty7d+/evn37xqJerx8eHj59+pQqLdpR0TCMu3fv1mq1Uqm0srKyurpacrK8vLy4uLi0tEQWNi0+//zz//qv/2prNL5bq0jFegiidAXz2ELpgm4wpUvu/Lm5uX7c/KdOnSL3P/cb4ZApXdmx4la67rNmM/BqqjClGpRuQBJ79Mi2RlC6e3t78/PzJ06cGPNAVpJNpEAfLhUAYISA0o2RlD/LSNAXNKlvbeszl5srTCreB5O/ZYtd6YZqRvWkvKRbpEZUuhIkNtyBMjnpO6xxR2L66M52V1/v+U3qsil6Xc04WaBSVaR0O9bY/+o5r0mYWXGDjrrM5LLgs0AQBEEQBEEQBEFiSZMtm9lQuoR79+69e/fut99+e/PmzYsXL5jVevjw4aNHjwzDODg4qFnQ0WVdVosqLd5qLSws/JcF82jT/PyzATrqZkzpuo7FdTrGXLqDBq90Cf24+T+34H4jlLtOt7vsUenKByWOUelaE9cqJe+RAp6mT1OF5X0bAyKR2KNHtjWs0qU9cz/+eIz8/88+G9vbG6vXWyEL5E+ykmwaQ49dAEBvQOnGSMqfZSToC5rcpkndXLWqn5xUeIs4MaGePOm1h10PwSWk0g3TDKNayE1O8CWVVsmCt9NrH5Vu0xrfeKJTXmn51mq7ZqkA7XTv9TWkhrPyMckJWmmN9qw4mtFktlSsdD2N922S5D8GkCZUx17PGNEIgiAIgiAIgiBIrGmyZTMDSndubu78+fNLS0vb29u//PLLr7/+SoefpWLrgQUde5ZarWWLVQ6y77Vr19bW1iqVCh179tKlS+fOnfvnP//5xRdfcCaNH3u5ZXU/UbemOza0NP1345OPOvaWU7rmJ3/nevWmpHQ5DV3i2xakxzHIFEzpXrfox80/OztbLBa53wipMBW4SDqrLKdHJUrXK1str+qZS1dkWj0le1S6XSa0DXCadNxmkaduI1G6dEeRTQbhSOzRI9saSukKfa5ptgKrCwCIESjdGEn5s4xE2i+JSJDYSjfcOMY9x6t0Q8WW+IE66oqn95WGGwU6eC9gBEEQBEEQBEEQJHCabNnMhtIlXLx40SW2Di3+/e9/P3jwgO+oSBUYE1tUaZGFSqWyvr7OlNaXX375hYXDpfFqVZyO0nX26uVsbI9K1xufah1KV5hA8wKDTOFSul6r2+PNT32uSOlOjeU1nbORRiDZ2h5tmPeYjXaFAvnrNKrCkr0oXWmv4Qin6ZazRq1kH6hL3+Qpteayug1d09B7NziJPXpkW4MrXepz//Y3h8n1hrpdUiwpq6ur9uR7qt8Q4kBETmk9QHHdQAaB0o2RlD/LSKT9koh0Txg3Gmd6VLqdzsXdRG17POrAXW7bvXQDzF+MIAiCIAiCIAiCREiTLZsZULo//PDDd999VywWNU07c+bMhQsXVldX9/b2nj9/fnh42Gg06Ai09+/fp1brGseNGzcqlcrm5ubGxsaVK1cKhcJXX331j3/8Y2Zm5ty5c6TOS5cuuXXa9NYnH/kYUm6MZa+HTVXpfvSRRzELGwAyD1O6f/zxR71e39/fv3nzJrldyaZebv5vvvnmyy+/JJu2t7fJjh8+fOB+I7RHJM7Rzqr51sSvim1aXX1aRWrVVqKkhnxrxtg87ala8pa0e792SlJtWotxLl16CFXcvzb4aTIB3dpE58Z1+GgfcezdMS85BJCT2KNHtjWg0iXfR9o/19/n8laX9tX1nVfXyHWm74soZPkqwtWht54dSs5eGCYfrFqiNhdgQmsoXZBZoHRjJOXPMhJpvyQivqnq7VGdfWbR7Vd6VrrB3GvIIZpbgz9j1GUEQRAEQRAEQZD+psmWzQwoXUaxWPz222/PnDlz/fp1Jrbq9ToTW7SvYrlcpkqLLAh97r/+9a9z5875OzVrjOXfHJqV/PnJofp35yDG04bD/6aqdMnK6b8fftQxvId/R//cwYQpXcb+/n6pVCJfgfX19Wg3P/W5CwsL29vbot8I2SSzDb3ELOeUopV0t4UUq1WjVlJtcWnp2lYf1eAlG/EpXasq4Wy54U6TVtbQtTwrRltr1+zXF7jV9TjH79hyu5JDAAmJPXpkWwMq3fn5eTreclefy6wuHYGZ7Civtc9K19BzOVWR1KySJ4hi0vtcV4fKbELpgiEASjdGUv4sI5H2SyIiChtYuD3XbfI+txmL0rUMrN8pdKbQ7d7f1u6tbEtitZDGNUEQBEEQBEEQBBmNNNmymSWlS7h48WKxWJydnT1//vz09PT333+/vr6+v7/faDTq9frz588fPXp0y+K2xfLy8qVLl77++uvPP//8a4u5ubkLFy4kL+kACI5X6RLevXtHbu9KpXLjxo2ZmRnyXQhy8589e/bUqVMLCwvlcvng4ODNmzeS3wiZ60wFqa4NX5PmO5VtuqcJQpDYo0e2NYjSnZ+fP3HiBJ0/N4jPpaHz6pId5RXHoHRlAy/rql/NRs4pPQ1TGTPH1IgtGFygdEFmgdKNkZQ/y0ik/ZKIiNJRusrEpF5NyV3GonSbrXGV1Qn52MuFSSWIz222le7EhHqyYGAKXQRBEARBEARBkH6myZbNjCldxuzs7JkzZ6anp69evcqLrYODA2a16MyhmqZ9/vnnX3zxxddff52YkgOgF4RKl1GpVC5fvjwzM0PucP+bn3Dq1CnyFSiXy91+I0zVddIer3Ec3T2vrhso3YEhsUePbGsQpUt/wP3ss9ZwysGVLilMdvGdUTcWpSvGX+mqHoFLO+oG6dk6TEDpgswCpRsjKX+WkUj7JRHJbuJSugiCIAiCIAiCIMigpcmWzawqXcL3338/Nzf39ddfa5p2+vTpS5cu0c6Ja2tri4uL33333czMzNmzZ+kwy+fPn09GxgHQO/5Kl3B0dLS3t3f9+vWVlRXZzU9WXr58eWtrq16vB/iNME3XaU+wKxvEODj+gyG3gNIdGBJ79Mi2Ble6QWbR9c6oS5FUnI7SpV10PWtbHXWVQKNQDw9QuiCzQOnGSMqfZSTSfklEshsoXQRBEARBEARBkFFNky2bGVa6jK+//vpf//rX6dOnaY/dxcXFixcvzszM/Mui67S5AGSNrkqXcf369UKhQG5+ctvTm/+HH34gN//8/Dz1uYF/I0zGddZynillDWuoZN+utXE2AEp3UEjs0SPbGlzphvK5zOpGUbpuHWvkVFZOUXO648b2uFtuhZP2EWQek59dNzFo72CxStatKeNdvYlzpqJ05qBXVFP3tFgdE52gYeZUx44GlC7IMFC6MZLyZxmJtF8SkewGShdBEARBEARBEGRU02TL5iAoXUKxWDx79uy0xT//+U86zPL8/Hz/pBsA/SO40iU8fvx4c3PzOwtN08h3YX19/cGDByF/I0xI6Vpz5pID5VVNU7W8Qv+cyqs999AN0QAo3UEgsUePbGvmla7I0PI9bMMrXe+oy+2aYvSbjZImnevaAZ3GV6SSaXs650pLWlHVVjp/OhstULpsX8Xe116G0gVZBUo3RlL+LCOR9ksikt1A6SIIgiAIgiAIgoxqmmzZHBClq1tWlyrdLyzgc8HgEkrpmpbVpUq3aBHe55qJuU6jVlLzzOS2ZK7i6bfbT6B0B4bEHj2yrVkceFkqZRlKZ9LbsEpXPsCyeEDmiDRK+ampfCCrS7vKuqfx9aheVWRvDd22uvxqr9IV7ptTBPsCkBGgdGMk5c8yEmm/JCLZDZQugiAIgiAIgiDIqKbJls3BUboADA1hlS4Aw0dijx7Z1uBK97PPWoo2uNIlhckuhE8//VRScRClq9gDLRs6V5grLZk0VzqXri73tj6bomBZ3QBzZ1OV7Oo4TFcy9SwsIyxpepSudN92110oXZBBoHRjJOXPMhJpvyQi2Q2ULoIgCIIgCIIgyKimyZbNVJUuAKMJlC4AiT16ZFuDPIbm5+dPnDjx6actRRtc6ZLCZBeyo7zi7kpX4TuvCteHVLp+XXF1+bS2PDVtKgz5AFbX26/WNcstHYTZ3ZPXPiVxf94g+2IuXZBZoHRjJOXPMhJpvyQi2Q2ULoIgCIIgCIIgyKimyZZNKF0AEgdKF4DEHj2yrQEfQ/Pz8x9/3FK0AcdeJsVIYbIL2VFea5C5dMXF+6J05WMyOwirdAOMvuyeNld396v1d6+qr9L12RdKF2QWKN0YSfmzjETaL4nDmWpBnZjUpVtPKhMnjdQb2TVQugiCIAiCIAiCIKOaJls2oXQBSBwoXQASe/TItgZ8DO1Z0+J+/HGgGXXpLLqk8FhrBt49ea0ZU7oBe+kGJejAy1azrJ62bYfr7VcLpQtGDSjdGEn5s4xEwm+F1ao+OaFMjPGohfTfVfkYJ632RbeuBfpcVCYLoq3VHD397FtdKF0EQRAEQRAEQZBRTZMtm4OgdB8+fFipVK5cuVIsFmcsyAL5k6wkm/r0iwoA/SO40sXND4aVxB49sq3BH0Offvrp2NjY3/7WxepSn0uKjfnNoktJQekmNZeu7XO7d9BtQ+0qPS2XonVtdePUwaZE6Qr39Q74DEBGgNKNkZQ/y0gk+UpYPcnN1D6sSrdtbMU+l14H2/n6lclCoHQRBEEQBEEQBEFGNU22bGZe6TKl5bVaEFtgQAmodHHzgyEmsUePbGuo/7KIWl06AvNnnzncLjW5dP5c2j+3m881k1K6ZD2nM+WjK/t14A1No6QFGHDZc3TSMGEz6Ere23p3ZAjn0hWcMh3eGUoXZBIo3RhJ+bOMBH1BK0x6TasyMaEWqvH1JG27zrGJXKGa+supT3pRujq9kF33bdvtrOlsR6B0EQRBEARBEARBRjVNtmxmW+m+f/++VCrNzs4ahqCbDVlJNpECb9++jfXXFAD6SxCli5sfDDeJPXpkW8OO/y+0upF8rtlXpctX7dqsStyod7jjhKGdc1XJYMhU1LrMrCHSsu6+t7Qbr+vUDLsYlC7IJlC6MZLyZxkJ+oImUro2PnPChspASEwr0ZWufRknctXARxmL6fL2I1C6CIIgCIIgCIIgo5omWzazqnR///339+/fb29vz87OFgoFWTGyiRSoVqtv37798OFDrL+pANAv/JUubn4wCiT26JFtjTCl+97e3vz8/IkTJ7y/sZOVZJPv/Lk8fVS6Aqfb3iybQLa13jncccJQpyydz7dtZlsFVFNVO3+6NLR3OGW7ky9VxqptjclRMJcuyCxQujGS8mcZCfqCZrtIXi+2Jr21/1GPZXxgwSEymqhK1+6GrJwM2Ac5wBDN6QZKF0EQBEEQBEEQZFTTZMtmlpQuHWb26tWrmqZ99dVXMzMzZ86cKRaLFy5c+Omnn+r1+p8W/2NxeHi4s7NDNpECpBgpTHYhO5LdMSAtyDhepYubH4waiT16ZFsjKF0G7bHLCNYzl6efStcqr/Jat71ZPMCyfEDm5NDFiraD0dK+zOS2/GxO4KCFM+Qaum1y7R2tzVC6ILNA6cZIyp9lJOgLmsS32sMIx+Jhh17pRjjBML16UwiULoIgCIIgCIIgyKimyZbNzChdprSo1aJKa25u7oJFuVyu1Wr1ep0prd3d3VKpRLeSYlRsUasFsQUyjkvp4uYHI0hijx7Z1l6U7qBCu7s6x15OfdRlAAAPlG6MpPxZRoK+oEl0ZHtwYKFzrOonJ5V2R15SRpksGD5qMpDxLKjc4YwCV//EpMR7hmqGpzCp1jOxL690jcJJtdOG1uTCspojdbml59u9Y69Bmu13EfoTKF0EQRAEQRAEQZBRTZMtm5lRuuVyeW5u7v79+671r169+vHHH4vF4tLS0h0O8mehUCCbSAHXLqQSUhWpsF+/tgDQGy6lm7Gbv6ZOTY1Naei/BvpKYo8e2dZRVLpegSuSvACAFIHSjZGUP8tI0Be0LkrX42GrhY7odDDBT5Xb7uTri6MzLFO6bUPqLOoWmsGa0S580jPzu7ha+6wnC+3TdyDWr1FnCrYvkX+PYL7lEWb4jRwoXQRBEARBEARBkFFNky2b2VC6T548mbNw/azx119//fzzz7u7u0ULJrao0iKQTaTAn3/+6dqR1vbgwQPXem3MnBIlr5h51ayhmxJIBF7pJnbzByYZpVtT8+Qo+VwjhrqMUn5sakqtxVAVSIzEHj2yraOpdE06OnHb4VLDi/9+A4DsAKUbIyl/lpGgL2hipdv2qm6N2FmvMxnasaudSqIq3c4mu/5qe72jD2zQZkgLN6tWJ1x311eHyZ2YZG3IiWv2uYABEmRHKF0EQRAEQRAEQRAk2TTZspkBpVuxKBQK58+f39vbY9OGUnZ3dzc2Nr63+JqDriGbSAE6IO0fFs+ePbtz5w6pilS4aMH/TiJTup0oZgliF/QZpnSTvPkDM3BKt5HLo1vx4JHYo0e2dWSVLp24tjWlrC6aWhcAkCpQujGS8mcZCfqC5hWLHYPp7nkqn2rW1qbifqwhBl4WVOLtLxyyGXbNQXrRdpSuq3JbrQqGoY44/a5vnc76J4MUizlQugiCIAiCIAiCIKOaJls2s6F0r127dv78+dXV1Z8smNg6PDzc2NhYWlq6bFEsFqnSIgt0DdlECjx79owprZ2dnc3NzfMWpEBopWsFVhf0FV7pJnbzB2bQBl6uaWNTU0opju6+IEESe/TIto6u0gUAZBgo3RhJ+bOMBH1Bs32roA+tZ/ZYW5gK3ajdLVc4n2wYpSuQwu7dwzZD2EtXHLmflXphvxPvkhCuOelA6SIIgiAIgiAIgoxqmmzZzIDSpaPIlsvl/f39O3fu3L59u2qxtbVF/rxy5UqxWDw4OPD+6EFWkk2kAB2Qluxy69atGzdurK6uLi8v67r+3xb8LhrXG7djgAyzprqtLsZwBf2DKd0kb/7ADJjS1bXYBnAGSZLYo0e2FUoXAJBBoHRjJOXPMhL0BU2odNmYw444x0YWe2BRZ9UwSjeA3wzfDP4cJyZzJwuyHrVQunagdBEEQRAEQRAEQUY1TbZsZkPpapq2b7Gzs3PbglmthYWFYrH44sUL748eZCXZRAp4ldaSxRdffBFI6VIMM8/Prosf+0Hf4JVuYjd/YAZL6Vqt1fCfYAweiT16ZFvpY2gKAAAyRnb+hUxbyfZKqk+5iNAXNJdv7cxI6x3pd2CVruO8OLfr7oYMpdsOlC6CIAiCIAiCIMiopsmWzQwoXc3i6dOnL1++rNfrv/zyywOLhw8f3r17t1QqLSwsHBwcNBoNfppR8idZWa1Wy+Xy3t4eKUkWrrW5YTFtwf9O4qd0W1NyOibVtQvonZUty2WYmuIsYJilnJlXOB2smCXOh/FdgHnz1GmMKirMrQRDBlO6Cd78lvrMt8YUN2olax5bK/m8WnN9FTxKt1FSxNpUIn8btZyWt+ufyitazRBMd+vdt7PG2UIt525hB6PUOpBac1YS8jQDHS7QSYEQJPbokW2lj6H79xEEQTIUKN0YSfUpFxH6giaYS5fO8eo1m1EVZH+UbiQTWjUKJ9WJjtwVz9sbRun2ey7ddAKliyAIgiAIgiAIMqppsmUzM0r3N4ujoyOX2FpbWyuVSjs7O7zYokprd3e3bHH79u3NzU2mtBYXF7e2tqrValil6+qoa2siXunmuAK0BucufDr9fF1S2LOSV70lxVMSDB0upZvIzW+7Tt1yoGN5TdU0NW87SudEtL0pXVqYWlRyCK19uMBKN2e1ULFbaJtWVdwNV2KKw5xmoMMFPSkQgsQePbKtULoIgmQwULoxkupTLiL0BU3kW21N6TaY9qS0gulu/ROz0o3aDFEl4hMPo3SDnV3ky5JSoHQRBEEQBEEQBEFGNU22bGZM6b5+/frVq1cvX748PDx8/Pjxo0ePNjY2Njc3K5VKtVq9w0EHm7169aqu60xmrbShE5KGVrp8AZHSdaSb0iVp9RV0lmGe19EjWFQSI8kOMUKl2+ebnxpMS0Hyt74tK/m5aHtRuvZRnF1iqXgNqHRb2pSfGNew5az9FXEeX5OI2uCnGeRwwU8KhCCxR49sK5QugiAZDJRujKT6lIsIfUETi8X24MZOuWkPMhzWQsasdKM2I0CroijddqfmsL2GA3bvbev1iUTHZ4bSRRAEQRAEQRAEGdU02bKZMaVLCr9+/fro6Ojly5dPnz59/Pjx3t6eV2xRpVUuly9cuECtFq+0CLcsIijdkuLRrE6lm891xlum/1ezhlnu1CYSuJ1qVcGBOn1y9S7NA8OBUOn2+eZnXtLdGFtidoxtdKXrqcpZQzCl62khXe8QrxRd864Pe5rdDxfmpEAIEnv0yLZC6SIIksFA6cZIqk+5iNAXNIlvFXfUZWMytwxjteMiq3RAY4ljjVvphmtGtbUmVygY3PjGBpta12lUoyhd1uE33HS6Afsa8xMHJ9ifF0oXQRAEQRAEQRBkVNNky2YGlG7RglktwosXL46Ojn799dfDw8MnT548evTo4ODg3r17+xY3b95cW1tbXl6+du3a9evXl5aWVlZWSharq6vUalUs/mnB/07Say9d2fy2hlnTTU1t6V1+Ul1WvtMn19m3V3POnMuKdQZtBsMIU7oJ3vySeW/Ntprs9EuNrnRFjtWuItRcui4k1Vrl3a3q4TQlhwtzUiAEiT16ZFuhdBEEyWCgdGMk1adcROgLmtS3tmWiy1QW/n/23u9HcuOw9+37DwTw233Im/wknKd5GAN8ug8JsA8+jwssIOBmgAAErgALkF/PGj2ABIyA+BhtnF2M5JNNvCeKIc0P6zqKqOjH7EizWsnS2mPZnqzWS/2wojjr9UgOI0sJfHwjXjarm10kq8giu5o/hp8PvpB6yGLxZy+7+emq2nBGOppSupU2Y+F/82THsa2ldBcNaSuMimva63LSQXSVg7N8ULqEEEIIIYQQMtQEyeuwM0r3s88+E33PRnz88cenp6eJ1frwww/vxNy+ffudd94RA4zmlZYYWvTw8DCa8lZMZaXr54bKDVNKV2Fa41a6uo6XFwpYqmSqlLzF621pdbdcqQycXTJKt5GLfzbIrOrKysyqrXQLFKd9pSsaz6rb2NbbTfXqKu0UVKCxW49uLkqXENLBoHQt0updribiC5reLWpN5fGxt7XhSKpxtL7ubm15OqG5CqVbZTP8493Jxrpc0pmW3M33eFxP6Wr1tzaVGvYuGuqidAkhhBBCCCGErDpB8jrsgNL93ve+9/TTT3/++eefffbZpzH37t27e/fur371K6G0RENF3/ffeeedW7duHR0dvfLKK6+++upRmsPDw4ODg2vXrkUv3ox5/PHHL1++LD8nKVa6iVHV2di8vFn0nyy6X/anyXezLK86qmS2ongbksJH0oIMpHu2SZRugxf/GVO6unWhdHtDY7ce3VyULiGkg0HpWqTVu1xN2v6SeKYy09ZGDXXnrtywI+WkoW6VVsBLBqVLCCGEEEIIIUNNkLwOu6F0I37xi198/vnnv/vd7z799NOPP/44sVrvv//+Bx984Pv+nTt3bsWI3mUzVksoLdlqPf/885dj5OckBUr3ND1m7sIJFShdqVWv7JD2815Y8sXbk5m6FW1+k+n7k3ltuu6d4awgK92mLn6968wa2yWVrrKPYhOBW0Xp3tofbW46R6rfZdTeTfXqKu0UVKCxW49uLkqXENLBoHQt0updriZtf0k8Y/E2VN0+5zPvCNq4ye28la6i7fDKgtIlhBBCCCGEkKEmSF6HHVC6L8dcu3bt7bff/uijj37zm9+I7meF2HovRvQ9K6zWYcyrEtGyL7300muvvXbz5k3R9+yzzz77ve9976mnntrb25Ofk6iVrh8euSmfm5KqBUpX1Sezuqlvejjdbbm2eSXJILwoojNPonQbvPiFf1SoydhgynpUo3Tz7jL2qrmxdFWmNVdySaWrH992id3UVF5lp6ACjd16dHNRumS1uZJ0yzm6cKXtjRnYDh5cTIbpdC4e9OwIoHQt0updriZtf0k8czFxrxW7aD7edef9RTfX63KA0iWEEEIIIYSQ4SZIXoedUbp5sXU35p/+6Z/ee+89uaGiKJmILaG0ohc3b968ceNGRmlplW5B3HQDXrNWuiVj6aoK3yqeDmeXjNJt5OIXBnNztL3vSde3byRbRUvVtNY8nVeokL9po6osuYzS1bYaXnI3C1dntFNQgcZuPbq5RUpXMjVrF/1qc1vMwWRtpMRZW3OvHHRpU1vPgX/loru2lj1KF6/YO0rtGs+u76B3Qdoy5eKSlnWvVNw2lK6tfyHbVrLL0updriZtf0k8gzmeGVtn61hVYDGEbnl721lPzjNJ7O4qK1xZULqEEEIIIYQQMtQEyeuwA0r3D3/4w717927fvv3WW2/t7e15nvfqq6+enJz8+te/vnv37unpqeiB9t133xVW6yWJ119//ebNm2+++eYbb7zxwgsv7O7uPvnkk3/9138dzXr77bejBX//+9/Lz0lKle7+JMxSOJbuLTdbQ9Kvcr4L5cX0dDNh3XQ4qyRKt8GLf9Yj8US0Od3ed/f3nZmUzLRpVbnOmRKNatiOFnS3t2PDe5Qv6R9tp0sKF3zL4li6YhWu+qcPy+2manVVdgoq0NitRzd3SEp3vrUXvOXq9y5edNeUfq1gVvci+b4cmUO0zH61p3T7sIMppauUtijdLvwL2baSXZZW73I1aftL4tnM8Za7ru97eXfDMfG5wVzprq+7W7t+Y0PoJkHpEkIIIYQQQshQEySvww4o3YTbt28fHR3t7e3duHEjEVv37t1LxJZoq3j9+nWhtKIXSqX1/PPPv/3228rnJDqlu+1MZa7apRYq3TC2utvpAjqlK/vf7Un5dDirJEo3YfUXfzLI7Kl3lFjOTWf/yMte92rX6d86EipzZjZvnVYpeWpP6cZVKUfLtbGbudVV2imoQGO3Ht3cASrdZcTTlYWBy/q1glldjHT6io3nsvvVltLtxw5mlG7ONaN0u/EvZNtKdllavcvVpO0viaS7QekSQgghhBBCyFATJK/DLindiM8///yDDz64efPm66+/fvXq1b/7u7+7cePG7du3T09P79279+tf/zqa+6OYH8ccHh4+++yzf/u3f/v4448///zz169fv3PnzqefftrksxeAquSVbrjyiz9xna2g9afVa9pXj2wrr6ih3bS3U4OksVuPbu4ZV7qJIDtIubPaG3xWlK5/UdLeaxe8g8XRi3sq7orxPPM7mFO6uUpQul34F7JtJbssrd7latL2l0TS3aB0CSGEEEIIIWSoCZLXYceUbsLNmzefe+65q1evvvLKK7LYunPnTmK1xMihEY8//vj+/v7169cbeNICsDxKpZuwmou/VaUrhqO1sXZlE1qJBnfT3k4Nk8ZuPbq5Q1G6mW546/a9fFaUrmwSS7a2n0q3LzuoULqZzUDpduFfyLaV7LK0eperSdtfEkl3g9IlhBBCCCGEkKEmSF6HXVW6EZ988snJycnLL7/8yiuvPPHEE88++6xonPjaa68dHBw888wzV69ejSY+99xzP/nJT+7du7fqZywAtihWuuFKLv42le5sLNp99fC3FRAWtaie5nbT2k4NlcZuPbq5lpVuRu4ceBfXFlLpwkWpsWTVwgeTC8LUrrkLOaWZWKp0E/Gkc175wldU7k2somCWdMTixqFrklZey+2jwo75Fy/oj0n9pEzihStqI6/fr4nUBjbrChdLrU0OSnyff+WCs6hJeUDO+A4utnPtgpuUlN9uWqUrxv+Vrqi16F2Q3lPV5Z1uv5x6X5udjgPvQup96qN0u0+rd7matP0lkXQ3KF1CCCGEEEIIGWqC5HXYYaWb8PLLL+/u7j7xxBMHBwc3btyI/vv3f//3V69e3dnZEUprRQ9VAFZEqdJNsHfxN+M6b01yo9b6cVfJhU1rbW7ACnaz9Z06mzR269HNXaHSvaga01a2nBUKpzzUTKWpJ+o6XpYmJiUbU7pFw/umjWHKjqmacNZtX1xsM9cuTK7kWnEW7Jd8fNLXhuQoxXSd79MdkzU7bZx7soOp2pRXo1rp6q8ojQ6eVygPMSy9EUxPh2qEYlkro3S7Sat3uZq0/SWRdDcoXUIIIYQQQggZaoLkddgHpRvx4Ycfvvnmm8/E7O/v7+3t3bhx47333lvFsxSAVWOudENrF39DSjceXjZa0ba7v+/ubzviz81tt6HGrCtRum3v1NmksVuPbu7qlK6OhfSpULiu0s3rpwuphoeNKF1l57oykjUrPyaWetBVHqU1V/aehfsl7ZRsBhfbr3CIi1NfeI7saOt+7GBGECtWWlXpanSwmChfio66YXvB1hYXE2VRup2k1btcTdr+kki6G5QuIYQQQgghhAw1QfI67InSDWOxJazWXgw+F/pLJaUb2rn4G+qR2L915G4n0nPqPZ1cE9dVspLdbHunziaN3Xp0c1epdJ15N7D+FXkc20SQVSos9bF8RVJRyolFSjct9cyVbk4Cmo6lm/KGC6Hsy9NLDuC0S2qpDlvWTHOgMtbbYL8Why7bKbHGeMr7fkFx3leprbu1g0VtfsUUndK9EHezrGxmm1xOmcs7vVXqS7Rga9VXcvogo3S7Sat3uZq0/SWRdDcoXUIIIYQQQggZaoLkddgfpQtwZqiqdAHOHo3denRzV6d0M8N0SlJybqYqFV5a5MnUGEu3WP/pZ0n7Ijf2TOs8pR9MHZPic1E/8Qi/igO0aCer3WWFQ1zskbIt9nyitONyg1ypQntmsOM7mFO6OZWsHUt3WqF35crkwgX3wpqzlhKrnuLyvqIeY9p4azXNltVHwEJQuhZp9S5Xk7a/JJLuBqVLCCGEEEIIIUNNkLwOUboAjYPSBWjs1qOba0XpqvRWtqGlQpxVKmwe5Vi6mca/82pXr3Q1vqz8mGgHZrWqdOf7eyXjPVXtUrO7LNlqsWuLjVd3JT3bo2b77+32DiqUbkaeXlG30vUuFKxDoXRltOa6cGv1V/JKXDxK1yat3uVq0vaXxLOV3XA0Cjd2W96MrY3pZozWw63jpepB6RJCCCGEEELIUBMkr0OULkDjoHQBGrv16OYWKV21G507MqX07K7STRu6+RpRulJSY/6q+hDO7nKmAemipLyn3VC6Xd1BpdJN/5piLa905abf7sUr3sGBHyUroNOX94ULi0s6tS7DrS341wCl23lavcvVpO0viWcrsdJdUqTOchyuj2IzW7HC463ZUsLqHi+xDShdQgghhBBCCBlqguR1iNIFaByULkBjtx7d3CKlm1Jg+gaMxS0W81UVDkKqLWweI6U7W6NO3a5E6VbseHmVSte/eNHLH1jlWKuFel3uiFjVKbF6j4o0t6X0ZQc1SjczcG1m8xYXg/w7BMVK079YkN/OJQsWb2rmSta9WZYMStcird7latLQl8HjcHcr3FgPRxutfy21v2sbG+GusK6y0j2e7u9u7aOB0iWEEEIIIYQQ0lqC5HXYB6X7/vvv37x584UXXtjb27saE72I/owmRrNW9EQFYHWYK10ufjirNHbr0c0tVLppr7Q2uTLTQP4VqcWfrsXi1EAtykvVqAbeLS98MJn1NLvmLmyUZqJBx8tzpSVvw1xUHVxJtVvUKN1outbBybNSu3Mh8Yzlx2S1Sjeqbs2JtjNxc+muiZX9Emd3WZ67dmG+ePlAqym3via714PppXXRghbsyw5qlW6mTXFMwSDUqctJo3TVV7vx1qqLFbxZlgxK1yKt3uVq0syXwd2NuWQ8c0o3UajT/pZjD7sbTI3tYmK9o1FX6QZ0vEwIIYQQQgghZNkEyeuw80o3UVp5q4XYgp5iqHS5+OEM09itRze3WOkadMqa7jM5ZWnLylconNJJcxulnGjUkexC9VbsBFgxOGnBuKViVvkqDJo5r0LpFiBZy4JdVu5ddvNKxlxWYEML9mUHC5RuvpJ8K13dCjRKN/MDA/WPK/RbW/6GRel2lFbvcjVp5svgGVa60xwvLGr033Xx36Tpbr2jsYTStRWULiGEEEIIIYQMNUHyOuy20v33f//3o6Ojp556yvf9/NxoYjQrKvDZZ59ZfZoCsFpMlC4XP5xtGrv16OaWKN3Y4+j9kZM1OOoxQDXlKxS2qnTTrSwVPdyuuRd1fcnmKy+wwybieC1pnqz3g+82q3TX0v0PF+yXoqrssMi6PVKIVOWOn/EdLFS62Ytzsdn5i3btolc8lu5ss1M7u9gXw9Oh6g7auXhR14P6UkHpWqTVu1xNmvkyeMaVrshxuDHv7lgncyscDZQuIYQQQgghhJDWEiSvw64q3f/9v//3v//7v7/99ttPPfXU7u6urlg0KypwfHz82Wef/f73v7f6TAVgVRQrXS5+GAKN3Xp0c8uV7rtx/6sX3bWUP3UuqMYqzegtuavbtYy7rFpY6mN5MUszUWfzomov5nrWjftkllZ9YSp8i4YHTVY6m+0ZzXo3ewzX0t0CF/tB20o3Oaepzqg1x6d4v3Td+Zbt0bRa7+IFZ81kA87sDpYoXf141tMukZMRdeP+on0jpZuxt/LumJ2O6ft0cS3G77uCI7BEULoWafUuVxPxBe043VHw8e7CJ2pbm8ZNU5Nio/VwYys9cqskJbWRB3uVymeGoN1Qyc0K25zUHCvU3a1ZQ9pZ78SqvpGr5XhuaaVWunaPxnTvCrd5oYmlrG8VbXZU58Z6aqsyxy2ndP2tjek/a+sbk2WG6CWEEEIIIYQQ0vkEyeuwS0pXdDP74osv7u/vf/e737169er/+l//a29v7wc/+ME//uM/3rt37z9j/r+Yu3fv/uxnP4tmRQWiYlHhaJFowWhxOqSFjpNXulz8MDQau/Xo5hopXfNUkjurMUGk6Zz583jmd7CTQelapNW7XE3EFzRZjyav5WQcq7JM1ro2qHRLtllSulvripLKEW8Ns9iMLWks3Y1czUscjQ2Vrs1sc1WlqzwOmYOcUbrHW4ufqaxv+W0/XiCEEEIIIYQQsroEyeuwM0o3UVrCagml9fTTT/8g5vr167du3bp3716itH7+858fHR2JuVExIbaE1UJsQcfJKF0ufhggjd16dHNRumTJSJ3xpjs0Pis58zvYzaB0LdLqXa4m4gta4iXXNaYvJQd3zbxkU0q3fJtLt2Q9rN/s9Fhq3LorbeTxtA2sQitXPxom21xJ6SoLo3QJIYQQQgghhMwTJK/Dzijd69evP/300++++25m+r/+67/+8Ic/3Nvbu3bt2k8loj93d3ejWVGBzCJRJVFVUYWretoCsBwZpduxi/+Wu7k52tz3lqgCoJTGbj26uSjdfsZTDGpqik0veSB3Spzpr5gdJEsEpWuRVu9yNRFf0DKtXNc3Zrpw0ZZTGvV1I1csiHvx1TUgDaqPHltJ6ZZvc0aPzse6lWvY1W1VpexmN1KZqkej6jYnR0CndJWnNVqj6IpZp3STjpdH63S8TAghhBBCCCFnO0HyOuyG0v3nf/7np2MyjzW++OKLX/7ylz//+c/3YhKxJZRWRDQrKvCf//mfmQVFbe+99156sj9xdM9B8VfQHLLSberiN6cZpXvL3Y7Wsj05tVCXf7Q92tx0b1moChqjsVuPbi5Kl9RIajzWFYjU1nPmd7D7QelapNW7XE3EF7SUHpU032J60iZ0NzdlnsRU5k3iypVu8TbLenRD3RK21MMaZVdttJc8GlW3uYLSzY/5KyWndAkhhBBCCCGEDCRB8jrsgNK9GbO7u/v973//5OQkGTZU8POf//yNN974f2P+RkJMiWZFBUSHtH+I+Zd/+Zef/vSnUVVRhQcx0mOSudJ1cqB0oUESpdvgxW9O75Tu6WSbZsX9o7Fbj24uSpfUSM54OhcP2t8qdvAsBaVrkVbvcjURX9DM26sWjKKrFKwiq1a6JW1s9RpUWfOqU/VoVN3mUqWr6Dp7PXa76QpRuoQQQgghhBAy1ATJ67AbSvell176/ve//+qrr/5jTCK27t69+8Ybb1y7du25mL29PaG0ohdiSjQrKvAv//IvidL62c9+9uabb34/JiqgUrroW2gZWek2dfGb07eOl2/tjzY3nSMbzX2hQRq79ejmonRJjcjGc23NvXLmdOeZ38HuB6VrkVbvcjURX9AWerRAMsYpHoa1nVa6ZduM0s3neFc9Vq/cmTZKlxBCCCGEEEKGmiB5HXZA6YpeZK9fv3779u2f/vSnP/7xj49jfvKTn0R/vvDCC3t7e3fu3Mk/9IgmRrOiAqJD2miRH/3oR6+//vqrr756eHjoed53YqQlULrQCRKl2+DFb07PlK63b60DZ2iSxm49urniNrQJANAxuvMvZNtKdllavcvVRHxBM9ejFUSqFJTuMkdjFUp3dgyPw62tnNudd1iN0iWEEEIIIYSQoSZIXofdULr7+/u3Y372s5/9OCaxWs8///ze3t7HH3+cf+gRTYxmRQXySutazP/8n/8TpQsdRFa6TV385vRL6cZbu88wuv2jsVuPbm5mSHcAgC6A0rVIy+eyFuILWh2lW9rdsZRllK7cLhila7LN5kpXXt3GevY4o3QJIYQQQgghZKgJktdhB5TufsyvfvWr3/72t/fu3fvoo4/ei3n//fffeeedo6Oj559//s6dO6enp/Iwo9Gf0cTj4+Pr16+fnJxEJaMXL815PeZKjPSYxFDp+p7rLHoedJxJdgE/W8Kd+Fae48AwSJRugxd/rD63j6IL1b91FI9jG2d7272VaeCaU7qnR45am2rk7+mtyf72rP7NbWf/lq8Y7ja/7GJKegv3J9ktXOAfTVfk3pJrUIeembtGY7ce3VyULgB0EJSuRVo+l7UQX9Dq6dHReri1u5h1fBzuboXr6wrVK4tgeRFdzTMXebywk2dJ6VY9GtaV7tbGdOTc3eNFH8uBSp3nlK6/tR5/E113zW0+IYQQQgghhJAeJkheh51Rur+L+eSTTzJi67XXXjs6OvrZz34miy2htH7+859fj/nxj3/85ptvJkrr4ODgJz/5yfHxcS2l683GOHTcKbG4dVLC1nPnMndWZJQrAlBIRuk2cvHPlK4XO9DR9r67v+9ub6t053JKVxQWsjhaxf58dcZKdxJvoTPbwpmQddXNcDOm+HSyHy8lR9RAM97u0ditRzcXpQsAHQSla5GWz2UtxBe0St0plw6nq/B9u5rC6ymrmBG4+ZwNpWt0NCpu80bhccvo3ZLjrOt4eddNfl482vCaO1yEEEIIIYQQQppOkLwOO6Z0/+3f/u1f//Vff/vb3969e/fDDz/84IMP3njjjTfffPPmzZvHx8c/lRCdzb744oue5yUy65U5YkBSjdLNsxCyokRa0Pqe72dqcFwvXWLioXTBGKXSXfHFn7Rg3fdkfzszsPJYtMso3dla0i1/hXg1VLpTFywPjOvPHPSR4h12a7+s+W2/OpEeFo3denRzUboA0EFQuhZp+VzWQnxBqzpCbrHVVTbhVGvEtNJVu871aavSM6V0TY5GW0p3fdp6VxTLKt3jyfriyywNdQkhhBBCCCHkDCdIXocdU7pR4X/7t3/75JNPfvvb3/7qV7/68MMPT05O8mJLKK3r16//4Ac/EFZLVloRP4rRKl0nw6LfZNFGV9uOt2Q2gBFKpbviiz+RrdmNmTnThbGtr3RzVaVrMFO6uS0U01OeV+Dtq6cnaxUqWdPCF1qmsVuPbu4ySvf8+fPyr4KiP+0dGAAYNChdi7R8LmshvqBVVbpB3M3y1obUCfNo2uXyxtZ0um4R0S1zkdKNqt2VBnWNKtydFkgM8plRuuVHY5VKNzhWrH097kZbPh2KsXQXDXVRuoQQQgghhBByhhMkr8MOKN29mMRqRXz88ceffPLJb37zm7t37/7zP//zBx98cOfOnV/84he3Y956663XXnvt8PDwpZdeevnll69du/bKK68cxbz66qvCat2M+csY6TFJecfL6la4czC6YIVE6TZ48evbqwrfumgGW1/p6h1rtbF0M2iqjcvre1QWfpkhdDtLY7ee5M/NzU15bg2le3JysrOzMx6P8309RBOjWVGBFRwqABgQKF2LtHwua9H2l0TS3SiUbtJQd31yvII1EkIIIYQQQgjpRoLkddgZpfvZZ5+JvmcjPv7449PT08Rqffjhh3dibt++/c4774gBRvNKSwwtenh4GE15K6aG0p12orwYKzfbv7LB4gDlZJRuIxf/bCxd1U8VMrNqK928t11UYV3pCmOrbYEb98ms2V/oBI3deuQpstWtqnRFy9z77x9F/790aXRyMrp3b5roRfRnNDGaRYtdAFgSlK5FWj6XtWj7SyLpbgpa6a5v+a1vHiGEEEIIIYSQlSVIXocdULrf+973nn766c8///yzzz77NObevXt379791a9+JZSWaKjo+/4777xz69ato6OjV1555dVXXz1Kc3h4eHBwcO3atejFmzGPP/745cuXpcckxk526nUTsZt4XZQu2CFRug1e/GdM6Rasq6gq6A6N3Xp0cyspXaXPDcNpsLoAYBGUrkVaPpe1aPtLIuluMkr3eNedj6VLr8uEEEIIIYQQcrYTJK/DbijdiF/84heff/757373u08//fTjjz9OrNb777//wQcf+L5/586dWzGid9mM1RJKS7Zazz///OUY6TFJVSc7b7HriLF2xeLOhIZ/sByy0m3q4tcr3ayxXVLpKjteNhG4VZRu3AhX06kyQ+j2g8ZuPbq55kpX+NwHH0yZ3HyE242KNWV1511KOPzQqAkmznRwQw41rBqUrkVaPpe1aPtLIuluEqW7uyEN/LDu7jY+7jAhhBBCCCGEkGYTJK/DDijdl2OuXbv29ttvf/TRR7/5zW9E97NCbL0XI/qeFVbrMOZViWjZl1566bXXXrt586boe/bZZ5/93ve+99RTT+3t7UmPSWo0s00tMhtpl8fnsByJ0m3w4hfCVOFbY2Eq61GN0s3LVtG5cXYsXZVpzZVcUunqB+2ddchcMMYudITGbj3Jn/XG0j05ORHtc4t9rmx1RVvdwnF1ZzeT0RJ3FLkKszqWWKk3tZnOZPbiLN0D3VjUmvxSC6ULzYDStUjL57IWbX9JJN1NRumur7tbuz5D6BJCCCGEEELIABIkr8POKN282Lob80//9E/vvfee3FBRlEzEllBa0YubN2/euHEjo7QqKl3f87z0k13PTT39Fn9mW+r63oSmu2BORuk2cvELYbo52t73JBPqG8nWWbvXlKs9nVeokL9p2aosuYzS1bYans9iCN0+0NitR55SYyzdnZ0d0d9yqc9NrK7ogTlaUF/ripXu9J7kOrmpRStVLzLDHYUjJxRvK889U2YTpQtdA6VrkZbPZS3a/pJIuhvFWLqEEEIIIYQQQgaRIHkddkDp/uEPf7h3797t27ffeuutvb09z/NeffXVk5OTX//613fv3j09PRU90L777rvCar0k8frrr9+8efPNN9984403Xnjhhd3d3SeffPKv//qvo1lvv/12tODvf/976THJ/IG2k0c8x54ViP6McRTPvhcPxWel5K6ZAUxIlG6DF/+s4+WJaEi7ve/u7zsz05pp7qpSqzPzG9WwHS3obm/HhvcoX3LWSHZRUrjgWxbH0hWrUPWrPHPHYu8yUTbphRYpvXFsbGzUnivfenRzTZTuzs7OeDwW4+ea+FwRMa5utKC+YgtKV9fx8uyHRyrRq1upfhGxWFp6+qEzCkduzY3uLyhdaAaUrkVaPpe1aPtLIuluULqEEEIIIYQQMtQEyeuwA0o34fbt20dHR3t7ezdu3EjE1r179xKxJdoqXr9+XSit6IVSaT3//PNvv/226jFJqlVTmnnXyp7rSGWmqtfPyVo/XUpdCEBLonQTVn/xJ2PpnnpHiczddPaPvKzrVKtV/9aR8LMzXXvrtErJU3tKN65K1Q5XdPusC0Prdo3SG8dGTNVZ+VuPbq6J0hX/xl+6NO1O2VzpRoWjRUZFI+paUbpqrCtdNydwRUPdof2QCaULzYDStUjL5xLAKv/xy3fb3gQAAAAAAABoAfEYR/6zmadGpUo34vPPP//ggw9u3rz5+uuvX7169e/+7u9u3Lhx+/bt09PTe/fu/frXv47m/ijmxzGHh4fPPvvs3/7t3z7++OPPP//89evX79y58+mnnzZxHAHqkle64cov/kTptoJW11avaV89XC/0jdIbx8Ycw+m6W0/yZ42xdIXmNBlFNz+irkBTcW+Urmiim5s6bajrGHVcfXZA6UIzoHQt0vK5BLAKShcAAAAAAGCYBB1Wugk3b9587rnnrl69+sorr8hi686dO4nVEiOHRjz++OP7+/vXr19f4VEDsIdS6Sas5uJvVenaG+I2O64u9JbSG8eGRPHE4luPPKXqWLpCc1byuYnVraN0s27Vn7hJOcedpId6z4lYaUKaeS8U+ZWWLaL1mPLouo0hWgerVbI3nZVtTTwJnXj7RRw39HJb7I5UO+iHEze1oI/ShaZA6Vqk5XMJYBWULgAAAAAAwDAJ+qB0Iz755JOTk5OXX375lVdeeeKJJ5599lnROPG11147ODh45plnrl69Gk187rnnfvKTn9y7d29VxwvANsVKN1zJxd+m0p0NsLu/dN/HQg0vXw90AJN7R0bgVvK5gb2Ol1tSuirdKjeXbUTp5ntdnq/cot88Pdo3a3gvhvFVqWSxPYvDI0rGcd1pFn+mN1qhdJNlndmys9coXWgElK5FWj6XAFZB6QIAAAAAAAyToCdKN+Hll1/e3d194oknDg4Obty4Ef337//+769evbqzsyOUluUDBLBiSpVugr2Lvxmle2uSG5zXj7tKpmktZDC8fWyoqHTr0c3tYsfLWsOa4CxGsG1A6eo7WFZ3yFyT06Ptzc1tI6srmspmh/HNqV5XZW99b2Z15cl5patcduIolgVYBShdi7R8LgGsgtIFAAAAAAAYJkHflG7Ehx9++Oabbz4Ts7+/v7e3d+PGjffee8/mcQFoCnOlG1q7+BtSuvGYudGKtt39fXd/2xF/bm67tKyFNOZ3kHo+N7A3lu6lS1NFa650o8LRIhHnz5/XVGyidJ1ZR8u+JxWWSmtGwLU5lq6n97YFs+oQW12DBvhCJWcaDouJiXpWllGWDHNKV7vsvOkuShdWDUrXIi2fSwCroHQBAAAAAACGSdBDpRvGYktYrb0YfC70l0pKN7Rz8TfU8bJ/68jdTkzuVOY6uXa7AGHFW08NnxvYGEt3Z2dnPB6fPz9VtOZKNyocLRItqK+4XOk6cktU5fTVK92iprieflhbmVv7m1XYNrC6+Xa1mVFuRSfM2Za8s11St+c1WZaxdKEZULoWmR/U5B85JzcqOUBvQOkCAAAAAAAMk6CfShfgzFBV6QKcPareR6r63MBGx8thbHXvv3+qaA37Xo6KRYWjRaIF9bWajKWrLt4VpavvkzlFVaVr0PtydthcL9uutti9uoVKt2BZlC40A0rXIvODmulj3lH/5AOg26B0AQAAAAAAhkmA0gUAgFZp7Najm2t4GzqJh8W9/36jEXXFKLpR4dF0BN4Tfa39V7qGrXRNMe14Od6suKXt3OHm29WidKHXoHQtkjm2i27skbrQQ1C6AAAAAAAAwyRA6QIAQKs0dutJ/qwxlq7g/Pnzo9HowQdLrK7wuVGxUdEouoJ+KN2mxtKd+VzzDtqFXRVHIqNoM3OzpHVwqFG6ymXzHT4DrAKUrkUUx3f27529kcABmgKlCwAAAAAAMEwClC4AALRKY7ceeUrVsXQThNUVPTBfupRyu8LkivFzRfvcMp8bNqV0o+m+uhat0k0vou9duagBb2VOj/YNOlzOrT3aMOVmiImyt80vmKAcS1exy6J7Z5QurB6UrkUUx3f2DyFKF/oHShcAAAAAAGCYBChdAABolcZuPbq5VW9DSqtby+eGK1W6ctXp2Vqlq18kNp4qN5rv7rhhRONcV9MZshC1GTPrq7Rstu2taMab2TV/VgylCw2A0rWI4viidKG3oHQBAAAAAACGSYDSBQCAVmns1qObW+M2dHJysrOzMx6PswJ0NIomRrMKx8+VWaHSVQjaMqWrX0Q7gOx0erq744YRTlk7nu/czE4LuKHrLv7MaOh8d8qzRr5CGbszaxythbF0oRlQuhZRHF+ULvQWlC4AAAAAAMAwCVC6AADQKo3depI/a4+lm0e02E0wa5krs0qlG5d3ZUdbqnS1i2g6WNZ3yNwcnlrRLvCn2jcxuVM/O1E4aOUIub43M7mzBePZKF1oBpSuRRTHF6ULvQWlCwAAAAAAMEwClC4AALRKY7ceeUrtsXSHi2jumu57ufVelwHOMChdi6gOsPg1jMO/YNA7ULoAAAAAAADDJEDpAgBAqzR269HN5TZkSFbgqiQvANgCpWsR5RGe9XDguB5WF3oFShcAAAAAAGCYBChdAABolcZuPbq53IbMcSWHKwwvfZYCrAiUrkU0xzjd0TwNdqEnoHQBAAAAAACGSYDSBQCAVmns1pP8aXEs3cHhzUfU9VRD6wKAPVC6FtEcY99D6UIPQekCAAAAAAAMkwClCwAArdLYrUeewli6ANBxULoWUR7hecfLEzpehn6B0gUAAAAAABgmAUoXAABapbFbj24utyEA6CAoXYuoDrAwujTNhf6B0gUAAAAAABgmAUoXAAAGQKmw2AQA6BghStcSqtuCULr0Hw/9A6ULAAAAAAAwTIJuKF1CCCFk1UnuRJuMpQsAnQelaxHVAUbpQl9B6QIAAAAAAAyToANKt4GVAgAAyGwyli4AdBuUrkVUBxilC30FpQsAAAAAADBMApQuAAAMG5QuAHQQlK5FVAcYpQt9BaULAAAAAAAwTAKULgAADBuULgB0EJSuRVQHGKULfQWlCwAAAAAAMEwClC6AbeQOXfv4GuDMY3Es3fPnz48koj+XvTEDAMSgdC2iOsAoXegrKF0AAAAAAIBhEqB0AVZAF8wsVheggCXH0j05OdnZ2RmPx6Mc0cRoVlTA2q0aAAYJStciiuMrjC5KF3oIShcAAAAAAGCYBChdAAAYNlWVrmiZe//9o+j/ly6NTk5G9+5NE72I/owmRrNosQsAS4LStUjm2PrexBlhdKGvoHQBAAAAAACGSYDSBQCAYVNJ6Sp9bhhOg9UFAIugdC0yP6izprlznInf2vkFqA1KFwAAAAAAYJgEKF0AABgYtcfSFT73wQdTJjcf4XajYk1ZXc8V7c0c2ptVZuKEo1HIcYMOgtK1yPygJkrXcdyJh8+FfoLSBQAAAAAAGCZBB5Ru9CchhBCy6sg3oxpj6Z6cnIj2ucU+V7a6oq1u4bi6/rz3z/odgMpVVKvDm9pMZzJ7cZZ8sBuLWpP2dyhd6CwoXYu0fC4BrILSBQAAAAAAGCZBN5RuS3sPAABDoVRYlLKzsyP6Wy71uYnVFT0wRwvqa12x0vW9ycR1NDW7o3DkhEJ7eu6ZMpsoXTgDoHQt0vK5BLAKShcAAAAAAGCYBChdgFb52te+1vYmALRMY7ce3VyT29DOzs54PBbj55r4XBExrm60oL5iC0pX1/GyNGakomZ/kpaefuiMwpFbcwv6C0oXOgtK1yItn0sAq6B0AQAAAAAAhklw5pTuKMcfx+zEWFwRgBVQugCN3XqSP2uMpStuKJcuTbtTNle6UeFokcIRda0oXTXFStfNCVzRUNekZetZAqULnQWla5GWzyWAVVC6AAAAAAAAwyQYgNL9oz/6oz/+4z/+8z//c5QudBCULkBjtx55StWxdMUNxWQU3fyIugJNxe0oXdFENzd12lDXGVjPGShd6CwoXYu0fC4BrILSBQAAAAAAGCbBWVW64/Hsefo//MPo4Yf/6E//VLTVtbgiACugdAEau/Xo5por3Uo+N7G6dZRuVsf6Ezcp57gTL9WUNudupQlp5mvQeUx5dN3GEK2D1SrZm87KtiaehE68/SKOG3q5LXZHqh30w4mbWtBH6UKHQelapOVzCWAVlC4AAAAAAMAwCc6q0pWfpwurG7fVtbgiACugdAEau/Xo5nZe6aoMrdzCtrrSzfe6PK/Jot88Pdo/OjUpKIbxValksT2LfRUl47juNIs/0xutULrJss5s2dlrlC50FZSuRVo+lwBWQekCAAAAAAAMk6AnSnc8/mI0OhyNNsfja8XTU0p3PJ411/2Hfyh8og7QGpWU7rXxeDO63NO5/NWvirnfefjhp7e2VrOZACuksVtP8mftsXSb63hZK2UTnMWgt1WVrr6DZXWHzDU5Pdre3Nw2srqiqWx2GN+c6nVV9tb3ZlZXnpxXusplJ45iWYCOgNK1SMvnEsAqKF0AAAAAAIBhEvRE6c67SZwqrOLpKF3oF+ZKV+lzo4zX17+ztfWdhx9+7Ny5R//kT9764Q9XusEA1mns1iNPqTeW7qVLU0VrrnSjwtEiEefPn9dUbKJ0nVlHy74nFZZKawbN1Y6l6+m9bcGsOsRWd/9WaTmhkjMNh8XERD0ryyhLhjmlq1123nQXpQsdBKVrkZbPJYBVULoAAAAAAADDJDjbSpeOl6HzmCjdzfvuG3/pS1N7G/33vvsOv/3tTIHH/uzPpj53fX1zbW01mwmwQhq79ejmmtyGdnZ2xuPx+fNTRWuudKPC0SLRgvqKy5WuIzdeVU6vqHSLmuJ6+mFtZW7tb1Zh28Dq5tvVZka5FZ0wZ1vyznZJ3Z7XZFnG0oXOgtK1SMvnEsAqKF0AAAAAAIBhEpx5pSt87p/+6R/H2DtyAHYoVrqH3/52xucqiz29tSWUbpTVbCbACmns1qObazik+87Ozv33TxWtYd/LUbGocLRItKC+VpOxdNXFV6J09X0yp6iqdA16X84Om+tl29UWu1e3UOkWLIvShc6C0rVIy+cSwCooXQAAAAAAgGESnG2lOx5HL0X73D//8z8vfKhuF/EcfcmuK+NKHHWDpGLybZ2gsxQoXbmn5Ue+/OXHzp0rqEdY3eIy3UaYKnsdvq4WK+9xmNHYrSf5s8ZYuhEn8bC4999vNKKuGEU3KjyajsB7oq+1Y0rXsJWuKaYdL8ebFbe0nTvcfLtalC4MDZSuRVo+lwBWQekCAAAAAAAMk6APSnc8/kJWt+PxtYLpKaUbI3xu4Rp835u4jjRC4chx3NnQhbXI655SXeW5TsbgonQHgU7pTtvnSgPmmrjap7e2zNYprkb9tVU2fzWsVOk28B6H+jR265GnVB1LV3D+/PnoxD/4YInVFT43KjYqGkVX0ILSbWos3ZnPLW+gO0fYVbFbGUWbmZslrYNDjdJVLssdEzoLStciLZ9LAKugdAEAAAAAAIZJ0GGlKxnbVGvc3MTM9KzS/e///b8XHAFfqNTE8kzJPy6flpsKIVPHhdIFU3RKd/O++2Sle/3JJ+2tc1hKt6n3ONSnsVuPbq650g3nVlf0wHzpUsrtCpMrxs8V7XPLfG7YlNKNpkvXtr535aIGvJU5Pdo36HA5t/Zow5SbISbK3ja/YIJyLF3FLnuzDxK8l6GDoHQt0vK5BLAKShcAAAAAAGCYBB1WuqPRYdrbHs7tVvH0mPFY9Loc210t80fjiuZ6vu+57sLuVHRcNZSuphKU7llHqXST8XNF/uIrX7G6zgEp3Qbf41Cfxm49urmVlG6osbq1fG64UqUrV52Z7WrcaL6744YRjXNdTWfI4u6WMbO+Sstm74OiGW9m1/xZMe6Y0E1QuhZp+VwCWAWlCwAAAAAAMEyCTivdzVrJot352TNw16TzVZQurIi80t174omMz7380EPFlYzHX0Qxnj4Ypdvoexzq09itJ/mz3li6MicnJzs7O+P5b4dkoonRrMLxc2VWqHQVTnc+WzeA7HR6urvjhhFOWTue79zMTgu4oesu/sy8d/P3wVkjX6GM3Zk1jtbCWLrQWVC6Fmn5XAJYBaULAAAAAAAwTIIOK93x+FoNpft//B//V+bRumbXxRNwU4GD0oUVkVe6333kEfmaNvG5wlNk7K1u+mCUbsPvcahP1fvIxsZGvVuPPKXeWLp5RIvdBLOWuTKrVLpxebnn8WS2uoNlfYfMzeGpFe0Cf6p9E5M79bMThYNW3gd9b2ZyZwvGs1G60FlQuhZp+VwCWAWlCwAAAAAAMEyCDivdhNjtLjpYjv4snm6EsZBRdFyZPEhfOKhkuE5RY62xdLOLLJRuPMhnsm6ntM1h8ihb+fgaOkVG6X73kUcuP/SQrHSfeeKJgsUzQ04n9jY/FLVEbaWbuhI1l6IYknZRKN/jsaKmaUW690jZSnVvw6bf45rKvdBxFmfBcRfuSXQw6xu8T81L9pRKN5GNOTVuPbq5yyjdviKau6b7Xm6912UAkEHpWqTlcwlgFZQuAAAAAADAMAn6oHTDMBEiU8dlMr0U8yZ2U58UMR+QUzCTVHPdk2sgZVPpesI3iVXPVVlxW0KhdCeTbA+T2q4soT0ySvfyQw9964EHEp87/tKX3rpxo2DxBpXuXGnOr0XVpZgMXZu+XjMXfuJQHakqR/w/U9RgpZq3YePvcQWL953UQ2yy7ULUegbvU/OSPcX8DrKRpuqtRzd3iEo3L3BVkhcAWgSla5GWzyWAVVC6AAAAAAAAwyQYqNKt3LGseoHZVMfJzrGndMVEhTQr2nhXNbZgMozgWWnYd0bIKN1vPfDAY+fOJT538777Smuo2/FyGQpvqhS48jR/4mYa0ebLKAe4TTYp/64pW6n6bdj8ezyL6M1VbpYbxs1sPVnpirdkqkTW/FYq2VMMbx8bKirdepI/lx9L92zgSg5XGF5uEADdAaVrkZbPJYBVULoAAAAAAADDJOiD0pXaG26mO15WTzeg8qidRbpHUZFNpavoiFasVl+ZEED5+cIxnQEBdJbIKN3Hzp1LlO7mffeZKN0wfi/kvG3B9EVbWg05pasTmAZtVTOXvvbqzc8wXKn6bdj8ezwzP/6nqbDBo+59Ovv1hVunZE8xuXdkNG5VqxuubCzdfuPNLy1PfY0BQIugdC3S8rkEsApKFwAAAAAAYJgEHVa6+Z5j553RhsXTlW4rjd0WfPlqLCpd1SJlm5+MpZtbB0q3c1hRuhWp3PHyYlznLMo5vudNJnG/y8mgusl1rK8q+x4xXWnFN6eOpd/jmdnlgkz3Pp01v3XSo+6alewppTcOpcCtZHVDOl4GgL6B0rVIy+cSwCooXQAAAAAAgGESdFjpjkaHaW97OFe3pdMPS3dcb4vUtKZ01dtYsvko3R6xfMfL1amqdMs6apZKJmPfzhoBz8eonV/ZBW8EdXPe8pVq9qbx93gK0SK+ZKRdvY1180rXrGRPKb1x6NQtShcAzjAoXYu0fC4BrILSBQAAAAAAGCZBp5XuZu2U7njVJnxFukdhdVC6YEpG6V5+6KFvPfBAcimPv/Sl0hq++8gjFddZU+lO/aySyWyI12TsW3nI1/SlX1nplq5UV2Xj7/EUKN1KlN44CrxtPaWrHEt3EwCgY5j8C7k8IUoXoFegdAEAAAAAAIZJ0GGlOx5fq+dzjQbVLR2PVlW8K0q3rDKUbo/IKN0wtrrT9rnzC/r6k08WLB4VjrL3xBNV1mmx4+X8YtnrMn1lF6w6+xYwbWarezs0/R5PYTJutdbGiu6U3Tole0rpjaNY2tZrpbvJWLoA0G1QuhZp+VwCWAWlCwAAAAAAMEyCDivdhNjtLjpYToytbrohQskYtuJrTenqu3wt2HCUbo/IK92IzfvuS6zuY+fO6ZaNZgmlW3GdlZWuWYtXpeXMitWSy1pa3LSZrf691ex7PLNc3Al8oWwV71PVkZhOdyZ1SvaUxm49urkoXQDoIChdi7R8LgGsgtIFAAAAAAAYJkEflG4YJsPmZjtV1k03Yz5Yp+OmOooV87yJ62aVltpWrVbpTjcv1Y2tgflC6fYIpdINJav7yJe//Ni5c5m2utGf0cRvPfBAdZ8b1lC6knDNLBNdj8n7JP8uWQytm71eM2ufX9bKt0DhSovfW829x3Vvw4xv9b3FG1AUGDlh+g0++2dNXqV5yZ7S2K1HNxelCwAdBKVrkZbPJYBVULoAAAAAAADDJBi00g2nHmaunKY6Zkbyt6RnEjU0HdrTmYmgykp3sY4Fs1K6jpddsYHxepNtVW7ZYhpKt0folG4Yd6r8F1/5yqamh/HvPPxwxf6WE2oo3cWFNr8Y3fk7JTfmbupydSe5d0m2pvkAvIq3k8FKy34u0cx7XPE2nPWKLMSuG7ru7M+U0nXCiWhp6ywK5N+k5iV7SmO3Ht1clC4AdBCUrkVaPpcAVkHpAgAAAAAADJNg6Ep3ij9trbeQPML7KBr1eQszNGs2WEPp5ilRuhN/2ppQclC5LaOVbq8pULqh3upe/upXl1hnLaUbinat8jtF8T7xpbeJ0KLKd0lck1SNpytosNLSFvCNvMc1/TZP33SJfh05YbRA6qcX8Qi53iQlf3ObVaFkT2ns1qObu4zSPX/+vPwvevSnvQMDAIMGpWuRls8lgFVQugAAAAAAAMMkQOkCtEqx0oUzTCJqLZbsKY3denRzayjdk5OTnZ2d8Xic/51ONDGaFRVYwaECgAGB0rVIy+cSwCooXQAAAAAAgGES9ETpjsdfjEaHo9HmeHzNZDpAX0DpDhaUbkJjtx7d3KpKV7TMvf/+UfT/S5dGJyeje/emiV5Ef0YTo1m02AWAJUHpWqTlcwlgFZQuAAAAAADAMAl6onQBzioo3cGC0k1o7Najm1vpNqT0uWE4DVYXACyC0rVIy+cSwCooXQAAAAAAgGESoHQBWgWlO1hQugmN3Xp0c81vQ8LnPvhgyuTmI9xuVKwpqzsfB9opHFUaBs/EmQ5XwUXSF1C6Fmn5XAJYBaULAAAAAAAwTAKULkCroHQHC0o3obFbj26u4W3o5OREtM8t9rmy1RVtdQvH1fUnTjIMb00hK1dhVscSK/WmTtCZzF4MTSG7sRKddOzdaL5VKN1+gdK1SMvnEsAqKF0AAAAAAIBhEqB0AVoFpTtYULoJjd16dHMNb0M7Ozuiv+VSn5tYXdEDc7SgvtYVK13fm0xcJze1aKXqRWbIV6PndtsP+uHEje2zvWVRutAkKF2LtHwuAayC0gUAAAAAABgmAUoXoFVQugCN3Xp0c01uQzs7O+PxWIyfa+JzRcS4utGC+ootKF1dx8ueqxW9upXqFxGLpdWhHzqjcOTW3OhVI7a2ntJdZtkug9LtFyhdi7R8LgGsgtIFAAAAAAAYJgFKF6BVULoAP14xhsKiGKE5L12adqdsrnSjwtEihSPqWlG6aqwrXTcncEVD3a61WhWgdPOgdPsFStciLZ9LAKugdAEAAAAAAIZJgNIFaBWULkCPlK7JKLr5EXUFmop7o3SF5cxNnTbU7ab6ROnmQen2C5SuRVo+lwBWQekCAAAAAAAMkwClC9AqKF2AHindSj43sbp1lG7WrfoTNynnuBMv1S42J2KlCWlma1CstGwRrQ1sd6xnz407fxZxwkm8fULIZiL7WW8SOs5iljtZbH/xsu5IfRB8L1Wh42oPiGjXrJbFXrx4ph30JFuzl6tavVXxcMCZTULp9guUrkVaPpcAVkHpAgAAAAAADJMApQvQKihdAJRumdJV6Va5uWwjSjff6/J85RYt4enR/tGpcWl3bnJdN3SdhSr1vcWU2Vx3ZnvDudZMps+M8HzXipdVylPXWWjTpEJtZ9RiAGKVBBdHcnFi/YWtTm1qrq20YquSZee7MHuN0u0VKF2LtHwuAazSfaXre66j73ok+hTidHPMBgAAAAAAgG4ToHQBWgWlC9Ajpdtcx8taw5ogPQ1tQOnqO1hWd8hck9Oj7c3NbSOrq+wbWW7Bqus8eZJr6Cok78Rg2bw8FctmmuX6nqItbcHq4mWyqtdV2Vvfm1ldeXJ+q5TLThzFstBlULoWafLETeY/osBZwYroutKdfaTQSN35ZxCsLgAAAAAAQFWCrirdb33rW//tv/23/2dpokqiqho6mgDVKVW64/EXo9HhaLQ5Hl8zmQ7QO3qkdC9dmipac6UbFY4WiTh//rymYhOl68w6WvY9qbBUWjMCrs2xdD29ty2YVYfY6u7fKi2XbdOaw3w83LyVNlW6qq6SDVeXWSqzRmUZ3bZltkq77LzpLkq3L6B0LdLYWUt13l6xU3p3viCmC4rptNKdf8QoukHPP23Y+/AAAAAAAAAwCIIOK92vfe1ryyvdqBKULnSZUqU7fzC4GcVkOkDv6IXS3dnZGY/H589PFa250o0KR4tEC+orLle6qWYsyumrV7pFTXE9M3N6a3+zCttlVnfmTRxte9hipet505Z0rrMYqbaG0i3Vyjp0rX0zNau1jqY9r8myjKXbL1C6FmnsrLWqdOV/26VfBTm5Edhr409c1zFtXVmpcM+YHeq2dq4hpVvnDM4b6JYtZCB+AQAAAAAAIEvQVaUb8fWYra2tv6pFtKCooYnjCFAXlC5AL5RuGFvd+++fKlrDvpejYlHhaJFoQX2tJmPpqot3Renq+2ROUVXpGvS+LNzlbJTY3LbptOxiqdHU5zrzkXNrKN3ahjTrgnOtfYtrdguVbsGyKN1+gdIVfN+A0kqaPHG1O15ekdKd3zMsuLNKIrNl67laBqF0a+ykqdCVqkfqAgAAAAAAmBN0WOlub29//etfv3z5cj2lGy0YLR5V0sRxBKgLShegL0r3JB4W9/77jUbUFaPoRoVH0xF4T/S19l/pGrbSNcW04+X5ls2EbL7FrlLLKtv21u54ub4hFS1t5w43364WpQshSnfOVNm+8cb3P/xwkV/+cpHXX++a0q2NLaWb9mm+5zrqW4GlFVgp3DdQujYWQOoCAAAAAABUJOiw0o34m7/5m29+85s1rG60SLRgtPjKj2Ax3qIpUNXvqrNn1E5uzL5atUFnQem2gdBWRW+jfLeosDr6onQjzp8/H106Dz5YYnWFz42KjYpG0RX0Q+k2NZbuzOeWN9DNb8W8WVzyIFmpZZVOM99/ciWlW++JvrxsRtGW1JzWwZW2in/Z+gVKVzBVurLPzSjdKCjdGVqjVqXtZK0VLF24b6B0FcwusyofCGxdmQAAAAAAAAMh6LbSffHFFx999NFvfvObVZVutEi0YLS44XHwJovR9JLOGF232gBYqnpVElY8jB1le1mUSY3D5RbWBj2nWOmOx1/I6nY8vlY8vQY1Hr80ju97E9eROxNcclg4lG636JHSDedWV/TAfOlSyu0KkyvGzxXtc8t8btiU0o2m++patEo3vYi+d+WiBryVOT3aN+hwWUNG1yq1rPKtPanb8fLsZq25lReTrEJ5AAtqzm+bcixdxcmaf4rgX7a+gNIVTJVuxuHWULrSp+iCHzwomvZ7UlcAopv3ieILgtyj+0hTVQY/7mTAyS21CqWrmqH3dZmPhoXdOWdvSJUKp46Gl/qkp/6gJ2oXy6cWiIoXfywUvWE7Zl/uDApXtJ3RB9npJ9niHZwfO02lsv2UlW6VQ2f7dKs2v9rnAZwuAAAAAABAFYJuK92Ib3zjG48++qisa4+PnwnDVzKJJsplokWiBU2OgD9RP0tRPPb0w0lcuMovj1G6UIJS6UrGNtUaV3WVpqZHC1ZcfyJwOnpNSd0Fxk+pHOl5mPz4R0jfas0IULpdoV9KN9RY3Vo+N1yp0lU8l53N1ipd/SLxm0J1z8p3GtwMnpd92G7iW/P2NhExeaWb39/8vwyuxgGZHBDRONfVdIasqzn/+SS7VfOPGem+VxfGin/Z+gJKV2BH6eql7RTpM3bqzeXkP3eprWtVpTvR17wCpauUbd1RuunPeqmS6i4m3In8+yNtvdJipp7duHAVpVtwTDLLF/nN1FmZK93Kh251SrduJ8o4XQAAAAAAgAoEnVe6V69e/cY3viH3vVyqdKPC0SLRgqW7r3z8olS6cskGlG5Ix8uDQal0R6PD9KV4OFe3pdMPK6191tohtqQdvKiS5gr55gbTJgnu4umP3GzDAJRut+id0g3jcXV3dnbG43H+SWc0MZpVOH6uzAqVruLBbJnS1S+iHYZ1Ot1ZulOL6ojtEV1quCotm9xtZ2Xik5w8qxcTZ+oz305WtWyo/JdBuqc7rlSnwRFJPlqorYGm5nzl+a1aKAmx/c5sLYyl2y9QugJbSld+X2TeoIvP+dIn82LrmnkrVVK6pTXbVLq+N/9nva7jM1rGcGv0xaYFkw97vj9xk6n5lsWzOfOGudpdXCzWttKNPslGe5c6La6qSa7Wb2aEqVC6NQ7d6k537W5/+tBfEAAAAAAAQFcIOq90I5566inzEXXFKLrRIqX7nmoJKzrXSn3Rnj4CbVHpmtYGPUejdDdrp8rKxaMa16soRBsiecRj3AACpdtT+qh0E0SL3QSzlrkyq1S6cflUC55SpatdRNPBsr5D5lUT3ablEROi14p/K7zFDTfZct9LqVJft2uqZdX/MvjTDwmLO7szLW/0j9H8tq79pytfs6rHV+VWpXqLdWa7gNLtFyhdgS2lK38CV/4uIvUPhez1pA54PWVHOmkSY6v+t1H6PD+S/+HyrY2lm0fVLXE3lG5BZ8PzW5u0HYsdzJQvXdckN956AQaFLYylq6xC43SzZadKt9ahW9nprn9AzvSYywAAAAAAAJYJ+qB033jjjclkYjiiblQsKhwtUrLnfqq/5VJDitKFFaHpePlaPZ9bbVDdudGtbESbQDxgMh6jDKXbZ3qtdAeEuHmlb1tt9boMMARQugJrSlfTGnfxAVtSeBNHMTFbiUb5FSvdgu8Uq1O6sdUtsYTyJjamdAt7683PrLPNq2FVSlc9dd7hdLJ3//HLdxs4dFV2cokTQDNdAAAAAAAAY4I+KN2I//E//sdkMjFRulGxqHBpherBalVoO2cWS2U0q7/oMNnPz52t20DpKhfMrWsibZuy5Q50H6XSTYjdbph0sJwYW930SiyMboESlbTvvIu4eAnd9HiZeFxb+SHiom1IkamVRWu5dE1tYPa5pahfu5EVlK6ypRvYBaXbF7ICVyV5AcAWKF2BRaWrHDNX2QV6jYF3E4qVbsFcW0o33eHuolvihnviNSlcbPNyc/urdMVnY5Vx1zTIVbSwlab8xy/fbeDQoXQBAAAAAAC6RtATpRvGVvfxxx8v9rlRAROfG6YHsSr+mlpB6U5SvSOuVulOUq2M67T5hW5QrHTDMDm/m5lOlXXTjZGNbjh7nqIbu8v1sh276qYvuoFz3Cnzp1dSV4a69rS1jG78jGy6HrFSVzBzyNqNNFW6YoRNeTBKbT+KsAQo3R7hSvcacX/kGSzAikDpCmwqXVUfy8kU+V+zfLEFyyndgppXonRn29x8T7wWlG6uhn4q3aLG06oqsvui+OhcqnStHDqULgAAAAAAQNcI+qN0X3zxxUcffbSgrW40KyoQFTOpzR2VPI1JMFe6qaxY6erCl+He0ZrSzVlNteacPUZyHGUXcPnp02E4MwO2ZZ5E6Zyu7JQrdwStXkC7kaZKN/NYNWndz/vMLijdPuHN7zUeNx2A1YLSFdhVuouOejKf5NOfyVfXSreg5hUqXcUYrT1QumeilW4idLMDGpvujOozbvda6TKWLgAAAAAAQBME/VG6H3300be//e1HH31Up3SjWVGBqFh5XX6uOW0Z2nGv0prVSXo/9rNzrSvdSdK6Uu5E2mx3oDuUdbz8haxupY6X1dPNUUhNpefUjdRVOIJXqCorXcmKFaWfV2WXMFyFQd91+i1I42p+IyGe0/LUyS4oXQCAPChdgV2lK38O96RP+Jk7++rG0l3UnP4WIA8K067SLfiIt6qxdNVl8jN7qHST3mt0x1lVhdzTsvIz62Is3aUPna3TXfsM0EgXAAAAAADAnKA/Sjfir/7qr65cuaJTumKWUUV+qtdiky+QRko372dXpnQzz4jkfqT5PtwvlEpXMrap1riqptmp6dGCZqtVPh8qV63l0+ezPW8yiftdTsYNK2wQnHG4dlvp6h78GY2lm1sSpWsflC4AQB6UrmCqdF9/Xetzo1mVlK70qT76HOBq5KwsWB13MVf+RqAbiKFY6co1S6NfpH+3uaqOl+U5apXnLwar0Ds+M/1mVLigkH6bayjdiZs9lQUYFK6sdHO/jfRcnetNVa/+yPofv3y33qFr+XTrl6ORLgAAAAAAgAlBr5RuGFvdAszrcSs+NjFRusU9s9lVuplt1m4edB6l0h2NDtPe9nCubkunHxqtVRpcNk/qWUxlpZs8ooqfzzjxkLpOttrs86lcq1zNyL5aULq9piNKdxMAoGOEKF2hdMsorSR118kNZVLcQ7I6aQtcUlheRfqXpcpYVbq+N5l/MlP9ak/qEDgqKQ/6qvqYtOhFeOKVbqRZ4flnUsddlNJtc02lmxL0Zd87zQqbi8hk/5Ldk/ZOW8W8fkf9SXaqdKsduuZOdzWni9EFAAAAAACoQtA3pRvx9a9/fWtrSza50Z/RxEqVyM1aS7/ah2ZKV/UbaZQulKBRupu1Y7LS+Y/38+Sexei6QNZMTx7MyE9+FGXTk/ICt2oz3SKlq229gNLtCh1Ruu++SwghHQpKV2BibEvJ3HfkLwLaD88F7tXJLlJB6aaloVznRNMLtDF+ytGlcVytB80UnHiT3G/xSpbRfWIzKyz/GDCzzZ7qg12HlK4GlYfO75xbKDMXx05RQijdKocuXP3p1vcxrYdelwEAAAAAACoR9FDp/uVf/uXXv/71y5cvC58bvYj+jCZWqiTzLKX0m2fXlG5mXa70OAjX1C80HS9fq+dzjQbVLdKl4slKbugtU6Wrnqrv0FlMUzXJ9YueL5nuE0q3J6B0CSEkH5SuRTL3ndQXAd2n8RhvEjryD0GdcKL69FBJ6U43wAtdabje6BOJrx/Y1xiVPJz2lzLxfO1AGW4yQkZUVHjAss9gqYWKHJ95YT9TzJEbnuZ2sHbHy4ZflAwKV1C6YfYgxMfZV3zoVu6SssBc6YbGhy6/HSs43fNNrvbxHaMLAAAAAABgTNBDpRvx9NNPf1Mi+rPGvmeevbiTUH7aIZ60LGyqpHRT3zpbUrry0x6TUb2gsyiVbkLsdsOkg+XE2Oqmm1DcADb7eKma0lWqUs2jokTkxi/ya1CMA1Z1p1C6PQGlSwgh+aB0LdLqXQ6gBkWWWlK63aLKp3eELgAAAAAAQGWCfirdN95449FHHxU+N3oR/Vln5w2GspKG+szNFTZ2SaWbT0G1uZG/8sE09Y5ipRuGycndzHSqrJteRlmXxpn5dVrpypMXQ+vm6pg5XZ12lUf9yjc3mA4V5mYbE6tlsoHSzR8UlG6ToHQJISQflK5FWr3LAVSm2I12Vumat9RF6AIAAAAAANQg6KfSjfiGRP3996VOzwqVrsLDtqp0HdVm85W4jzStdMsHqU2XqDeWbtybmzsbJMzVWdvF+Fz6zt4mrtxRnTTgb2YvEv07Xe98vDhTpasY/Aul2yQoXUIIyQela5FW73IAVfC95NO07gNnh5VucY/R2TJ8ewUAAAAAAKhE0Ful+8wzzwifG71Y8iCIPpZTmjX6080NlZXxv60q3emQW96iHscJdYMmQcdpWOmWG91MmYpKN5Tb5cbta/2Csvoh0VKlpi1yU6N4OcpxwqT1isHBaKXbF1C6hBCSD0rXIq3e5QAMyA7PW/TxuNNKN/4uULQLiwa6fJ4GAAAAAACoRtBbpRvxUYyFowDQHo13vNwlTAQzDACULiGE5IPStUirdzkAAxZK13Fczy/8cNxxpRuKfnb0TXC96Uw+/gMAAAAAAFQm6LPSBTgDlCrd8fiL0ehwNNocj6+ZTO8R2bayMFRQuoQQkg9K1yKt3uUALNN9pQsAAAAAAACrIEDpArRKqdI9u2B0YQZKlxBC8kHpWqTVuxyAZVC6AAAAAAAAwyRA6QK0ymCVLp0uQ0Knle4VNxnWbu2iX21uizmYrI2UOGtr7pWDLm0qIUQTlK5FWr3LAVgGpQsAAAAAADBMApQuQKsMTul6ruNEEXIJoQtTULr2o1W686294C1Xv3fxors2cq9UmkUIqRKUrkVavcsBWAalCwAAAAAAMEwClC5AqwxQ6c7aCroePhcEKF37KVO6EReu1Kz8yoWkjqy3LZhFCKkalK5FWr3LAVgGpQsAAAAAADBMApQuQKsMTukC5EDp2o+sdJMGuQfewrguscEoXUKaCUrXIq3e5QAsg9IFAAAAAAAYJgFKF6BVULoAKF37USrdd8ODi85INb1SULqENBOUrkVavcsBWAalCwAAAAAAMEwClC5Aq6B0Ac6a0pUmTjs3PvAuriUi1blw0TvQ1FBe+GByQZjaNffiQcnEUqWbdLwsTXQWNagKX5Fb+cpc8ApmSUfMv3LRXVuTtPJabh/zx+Rd/+IF/TEh5OwGpWuRVu9yAJZB6QIAAAAAAAyTAKUL0CooXYCzrHQvqsa0lS1nhcL+RXn22uRAO1HX8bI0MSnZmNItGt43td600vUUFddtX0xIv4LStYj69uN7E9eZ/UvnTPzGbnsAy4HSBQAAAAAAGCYBShegVVC6AGdY6epIWshWKVxX6eZYu5Bq6NqI0lWZ2RRSR83lxyStgAk5o0HpWkRx7/EnTurfFZQu9AaULgAAAAAAwDAJULoArYLSBTjTSte5eEVM96/I49gm7rVSYamP5SuqjpevKDtezrEml6yidEVqjKWbEr4LoezL00sO4LRLaqmOK+kTQchZDErXIrk7TyJ03YmPy4WegdIFAAAAAAAYJkFPlO54/MVodDgabY7H10ymA/SFSkr32ni8GV3u6Vz+6lfF3O88/PDTW1ur2UyAFXKGlW56EblF7dx4VipsnkKlm7Giq1e60r5IHT7HkVrvqjR36pgUnwtCzlxQuhbJ3Xk88Q+K6zV7wwOwAUoXAAAAAABgmAQ9UbqjkchmFJPpAH3BXOkqfW6U8fr6d7a2vvPww4+dO/fon/zJWz/84Uo3GMA6Z0PpqvpSzvYPrDCelQqbRzmWbqbx77za1StdydvmhsEtPCbp1rjSTqF0yRCC0rVI9sYza6SL0YVegtIFAAAAAAAYJgFKF6BVTJTu5n33jb/0pam9jf57332H3/52psBjf/ZnU5+7vr65traazQRYIZ1Wumo3OotaenZX6Ybpxr+zNaJ0CelmULoWyd54ULrQZ1C6AAAAAAAAwyRA6QK0SrHSPfz2tzM+V1ns6a0toXSjrGYzAVZIp5WurCOzBlPTN7LOSJZ1Mlxe2DxGSne2Rp26XYnSrdjxMkqXDDkoXYtkbzwoXegzKF0AAAAAAIBhEqB0lyIeh8uZ+HYr7NvzJTc+C/3a5u5QoHTlnpYf+fKXHzt3rqAeYXWLy8CcXr7RzjDdVrqyppxqxyuzdqz+lQtSJ8ayNpWM5NRsLspL1agG3i0vfDC5IKTmmrtoTquZaNDx8rxNrrwNc696cCU1Gq9G6UbTfd2xkmeldueCd/Cu6TFB6ZIhB6VrkeyNB6ULfQalCwAAAAAAMEyCPijd8fgLWd2Ox9eKp5shHuUs+SSnAaU7e+SUwnHciWdvpcuC0l0GndKdts+VBsw1cbVPb23V2ABxzXX7oabvexPXcey9B1C63aLjSjelR9Wk+0xOWdqy8hUKpxrYzt2rcqLJNkuq16CwrvVupirtrPJVGDRzRumSgQWla5HsjQelC30GpQsAAAAAADBMgg4rXcnYplrj5iZmp0cLGux635SukzB/om1zvUuB0l0GndLdvO++TUnpXn/yydWs35u7k44+1fQ9V1JE+reAkL6m7wmUbrfoutJ9dyoZ9UbSSXeYnDKSa2uKH+WkylcobFXppjtATrVEnhVwL2o6XlZUXmCHTcTxWtI8OXtMULpkyEHpWiR114k+M4h/3vggAP0EpQsAAAAAADBMgg4r3dHoMO1tD+d2q3T6ocGu90vpptcxfxLVEamL0l0GpdJNxs8V+YuvfGVFa59dXo6FN8MqSH7QkG+S6/ue6y7eAKr3SQEo3W7RA6Ub5cC/ctFdS/lT58JFTzHKbdpIHkg6eC3jLqsWlvpYvqLqePmKsuPljD5dcy9eyfvQeO+SMhemwlc3lm5qpbPZntGsd7PHcC06hlf87DFE6RISB6Vrkfhuk+r6xnE71OMNQCVQugAAAAAAAMMk6LTS3awdg13vs9JVFmwPlO4y5JXu3hNPZHzu5YceKq5kPP5C2ThdN33O/F1QUYg2RNIltMFmoXR7TT+Urnl0RnL5woSQIQWla5H4bpNRuh372ANgDEoXAAAAAABgmAQdVrrj8bV6PtdsUN2eK10rm28JlO4y5JXudx95RL6gTXyusstx3fQFi6uog05XvBdMNwml22tQuihdQkg+KF2LpO46/nzUCT4IQD9B6QIAAAAAAAyToMNKNyF2u4sOlhNjq5tuhokTFcNzyj/nz7QXXCjduGhSUNeXW6qUqpip0tVsfekGh2JsUnkbJspKijYyS6J0fS90nXmH2E7IczITMkr3u488cvmhh2Sl+8wTTxQsnhlyOrG3+aGo88hXkVaJStp3PqptvIRuerxMwXVYZGrly99Yuqaa3CSrFPVrN9K09uiSdpzFMXTcMNluN77IfYPL3rzkYEHponQJIfmgdC2SvfEkPYE0fMMDsAFKFwAAAAAAYJgEfVC6YZgolc1Mp8q66QaUKt1kGE/HnTI3VKklZkp3PrRtqqCir+T5HFFOVcxE6c5G0nWy2268welNzW5A+UZmEUp3MpmLKnfhrZzyczt0Mkr38kMPfeuBBxKfO/7Sl966caNg8SWUbuYtoGlyPi/lLbxTSulmp5deh/r2tLWMbuyPk0tVrNOdO2TtRhpVv7iM3elV7YjrfL7dQtR6Bpe9ecnBgtJF6RJC8kHpWiR745l9WulU/yQApqB0AQAAAAAAhkmA0i0o4Gbap+ZdVGKK0iUVj4mUT450FeaVbgZly9nyDVbJNN/z/XT50o3M4s6loVzGn8wm0vyhmIzS/dYDDzx27lziczfvu6+0hpodL+euNbXmnJ1/x1FfF7np5deh7oqSnXLljqCLWrMrNrJc6U6cbLPcMG5m68lKV1zhqRJZ81up5GBB6aJ0CSH5oHQtkr3xoHShz6B0AQAAAAAAhknQB6UrtTfcTHe8rJ5uRp3BaHPLaHttmz0oSreAVJTLTtcrXSdB8roVN7jEY5luZBZhrPLzhRTjWVkxGaX72LlzidLdvO8+E6Ubxu8FpbfVTQ+VZ1V5oucXoK5RuFFD2swbR7WitJOt/PYsUrqKisquaS/+h8UtWqPusp/9mMGtU3KwoHRRuoSQfFC6FsneeFC60GdQugAAAAAAAMMk6LDSzfccO++MNiyernNYaQydke95k0ncfWziUkvbNS6qnz8o0vRpm59jOJau72kfRBVt8PzxlXp0XOONzOJqWuN6Lkq3HCtKtzrKS7dctZZPn8+u+MbJvB/tttLNV1P66wa1hJXRXfaz5rdOetRds5KDpSNKdxMAoGOEKF1LZG88KF3oMyhdAAAAAACAYRJ0WOmORodpb3s4V7el0w8Ndr284+VkWNlZG9n5eJ1ZM6V+GpTvRVZPZaWrLGqywVIZx1H2Fm2wkVlQusuwfMfLdZAGl82TeldUVrom12Hu6lU3gG9N6YoG5iUj7eptrJtXumYlB0tHlC4AQKdA6Voke3BRutBnULoAAAAAAADDJOi00t2sHYNdL1G6yZMeWXtW8U4KpTt1W0oWK6mgdJUDlJZtsJjquUnLyYXXNd/ILCjdZcgo3csPPfStBx5ILuXxl75UWsN3H3mk6kpnRtfJk3O6ujeKZrrpdZielH8jVW2mW6R0Fe9ylG63QOkCAORB6Voke3BRutBnULoAAAAAAADDJOiw0h2Pr9XzuWaD6hYrXfXcnAfSK90yY6WhttI13OBUBbPWlOW9Q5eA0l2GjNINY6s7bZ87v6CvP/lkweJR4Sh7TzxRYZVFulRcMtK8akrX/DqUS6ouvexw1LX2aTmlW3zpam2s6E7ZrVNysKB0AQDyoHQtkju6s1+3mX7OAOgSKF0AAAAAAIBhEnRY6SbEbnfRwXJibHXTzShWukrjk5dMOf+lmWHc5LB2x8uGG5whdRAqD186B6W7DHmlG7F5332J1X3s3DndstEsoXQrrbH4RGev6WpKt8p1mIjc+EV+DfOmxEZXkF2l60/iLtwLZau47FVvzOl0Z1Kn5GBB6QIA5EHpWiR/eOdjUDj6fmgAOgpKFwAAAAAAYJgEfVC6YZgMm7uZ6VRZN90Ak1a66lFoc0pX7r54VjT3w/9kUuapUVTWlVyPodL1vWx3cSYb7HteZvWZ1RltZH6DULrLoFS6oWR1H/nylx87dy7TVjf6M5r4rQceqOpzy9W9skfvaq10S984gpnT1b8T5+M7O4puv6P3gPzWUWtjY6Wru6ozvtX3FtezKDBywvR7f/aPkrxK85KDpddK9/z58yOJ6E97BwYABg1K1yKK4zv/lDGaq10+sUJfQOkCAAAAAAAMk2DoSlc1nGjseZLHPE48uKzQRTn5JJzUbLZUUvVgaPHgSBRMxrN1DJSuvJ3Jsyc3P1xp4QbPhw2bDZerEm3lG5lsz2KrUbrLoFO6Ydyp8l985Submh7Gv/Pww9X6WxaUN8Y26dK7bCzdkjfOjPlPIgrby7qLKz77FpD3YvFGma7WlUexLle6iqt61iuyELtu6LqzP1NK1wknoqWtsyiQv+bNSw6WPirdk5OTnZ2d8Xg8yhFNjGZFBVZwqABgQKB0LaI+xNPfh6k+jwN0G5QuAAAAAADAMAlQunkWjVoXMkkoopwgSrqOnTablQuru3CTHxzN7FOmpF7ppnCcXEtakw2eFnAyteTH6C3ZSFrp2qVA6YZ6q3v5q1+ttzqT7rVTZSoq3dDojZOupOwpqp+9JqduV/Emk9Y7e38s0Uo3njq9hhP9OnLCaIHULxniEXK9SUr+5t+Z5iUHS++UrmiZe//9o+j/ly6NTk5G9+5NE72I/owmRrNGtNgFgOVA6Vqk5XMJYBWULgAAAAAAwDAJhqt0ATpBsdI949Qev7kDJKLWYsnB0i+lq/S50e0oClYXACyC0rVIy+cSwCooXQAAAAAAgGES9ETpjsdfjEaHo9HmeHzNZDpAX2hY6X6tS/zX/zJ1Xv/lv7a9HXX47n8ZhaP/84X/21LJJq+BDtIjpSt87oMPpkxuPsLtRsU6ZHUXHZ3rezpvCak3ilX+wqPDRwBACUrXIi2fy1pEZ4YQZf7jl++2vg2EEEIIIYQQQtpIkLwOO6x0Ac4qA9Z5+W7G+wStdC3SF6V7cnIi2ucW+1zZ6oq2uuXj6ua7F9f0L16fpYSmtLBmcUnLVq6+E0rXi3tEn8xe9PUfpk6gGjDC8tXcWRTjBLhLXNMoXYvYOsdN0vaXRNLdoHQJIYQQQgghZKgJktchShegcQardPvc6fIUlK5F+qJ0d3Z2RH/LpT43sbqiB+ZowYJq9SO759Sj700mrlPvhxD2lG7RyNi9Vbry+1QMBI/UTeGHEzdW3gZFZ+fTSbBxeoUszVegm9488nWc2u/05VZlg1G6FlnBKV85bX9JJN0NSpcQQgghhBBChpogeR2idAEaZ3BK13MdZ96IqRNP4WuC0rVIL5Tuzs7OeDwW4+ea+FwRMa5utKC23ows1SvdZbsNtql0FVX0Wun6k6nDXazaD53obeuubEt6iDhEVZRu+lT6njjJtU+w7ldAnfl1kLi8HDfTFnkqcCfy5VZpg1G6FrF2qhuk7S+JpLtB6RJCCCGEEELIUBMkr0OULkDjDFDpzsxN9sF3z0DpWqQXSldct5cuTbtTNle6UeFokZF2RN1UC93Um0J0xdxZpauwoj1Wum5O4IqGuu17ws6wrNINl+1rv+tKN947k81A6bbFcie4Hdr+kki6G5QuIYQQQgghhAw1QfI6ROkCNM7glC5Ajh4pXZNRdPMj6gpUtcqqtMR1dU3pZqrpr9IVsjK70XFDXTODOQgsKF0x+YwqXfPNQOm2xXJnuB3a/pJIupLjXXd9w5OntKJ0j3/krj/laee+6Ky/6Ld+rMigcrzlrG9x1RFCCCGEkKElSF6HKF2AxkHpAvRI6VbyuYnVNVO6I13LdW3fzO5EauSbdUSLpcScIqXre64j1eS4E09bmesq/atW6YrxfwurVynddPvlTB++JVubLxWV8XVHYOKoR85tvX2974VOvG0ijpvdGG+SLZA/EO5otndRbW5S2AknKrPquXGP0+kyQuZmUuh21dJSYXS1kjfVoFc52HRUu2566hBOSq+Vxbri0tIlk71KUzueddyzfpeLTK1ugwsWRelaRH9mukvbXxJJN7Irbl7Oxu5iYgtK90fuaHM02nQ2fqSa+/5kfTp3hNUlzeV4sh6/N7C6hBBCCCFkYAmS1yFKF6BxULoAA1a6WV2r1JN6pev5WqebNbpapav0TPGmeJralI1q1UpXV7lWB88ny/usKarfWvUhk7WyXDrf6/K8DrXqrcXp0f7RaZUFEv3quKE7N63Z0X7juFKBfHNjoXQnwj86cWGnqORIKiN85dQFJ0s5s9UpjXCycTmlOxtJ11H21l2qdL2J685/SeC4guh9opueqlyat/hTca3Mfh7hOKmiefWfWP7Mn4v1OcpfGBTtSEHDXZSuRbQXbIdp+0si6UDm0kr2uUHzSndubNU+N87xzPkWlSHEbo5nP3jIvkEIIYQQQgg50wmS1yFKF6BxULoAPVK6tjte1rXcSzXYLVC6qZmyEsoZXbXS1SvXdLlMdYqVVlW6Gh2ca1Es75Xh1hYXy2yivoNldYfMNTk92t7c3Da1ukIXZprl+t6iEa6rcrJRgdEoq6ETUSv7wlnDW6kNsrJfZS+3SJWOl7OnW9EI3UzpymWNO16eXUKZlfrJ5FzJkeOkD5GTu/oKW+mKqhbaWC92FRusdbooXYuoz0e3CQJ/a73sn7OI9clx+98oSVmOJxsbTsWT5W2IM5xrhCgr3eNjb2vDka4UZ31jsnusabdYbzM2jVrgHr/oxFbX3e3ZcSZdSsUzeLwlbr2tXnWEEEIIIYQ0miB5HaJ0ARoHpQvQI6V76dJU0Zor3ahwtEjE+fPntVVrFGTGgela2Sqdbt7oKpdPD+U7c7OeohFuUZtfMUWndN1YbhW2yM1O0w0wbLi16s6s0wdZktV6b1swqw6x1d2/VV5QmFlVw2HBTMiqCuQ9o1L+JtOlC6ZkZ+soXSdBuqbzBVegdGdboNqfXHmF5ZWmVx6k1/fkzpsVXle9I4o9noLStUi1E9kNULpnKTPxVOVk7W5oz+9c6RZcIc7WsaXNeGrqc0eXTBbxty7FhfVD7nbwOJNOpfoZnL8LNlq76gghhBBCCGk2QfI6ROkCNA5KF6AXSndnZ2c8Hp8/P1W05ko3KhwtEi1YVn1qGE+VetSPhVvYbbGqoW0yUVOlws4WK+LpNO1YuvHOebMuZ+XOjxcFU3sgOVqtuy7aWk2zZU0FRU1xPTOJeWt/swrbZVa31K6KAmrVKDpklprfurl2u8pKkna7+ralVZVu1rJ6uXavq1O68fIaG5tdQCNTiyspwZfErnpMYU2z4qynR+lapMaJbJ38F7eZ48Nc9DCVRdWsy2W1mRVKd3Y9jJyNLe94Ucw/3p1srLt2lO6sy2Vn6/1K5e11v7wbrm+E5n4Wpdv31DmDmv7JCSGEEEIIOaMJktdhT5TutfE4/qaYyuWvflXM/c7DDz+9tWX7mQrAqihVuuPxF6PRYXSZj8fXTKYD9I5eKN0wtrr33z9VtIZ9L0fFosLRItGChodCbuKX8UFapZu3qSqjq1i+QgfFCqWbkaeeupVudn+UtWs2RGuuC+urcJzCYqWr75M5RVWlW9b7suh1uaBxcHEBt5bSTabMBszNLbC00hWrSJ+WVSldbb2LylerdGebMb/6jXZEbEdmIkrXIrVPZIvkv7ihdPubqqKq+FxPle5cY+W7Zba5GU9VbnVbpVVveTbEjWk93FUZ6uV3kHQt9c5gQZN2QgghhBBCzlyC5HXYB6Wr9LlRxuvr39na+s7DDz927tyjf/Inb/3whyt6ugJgl1KlO3vGHl/pJtMBekdflO5JPCzu/fcbjagrRtGNCo+mI/CeVDkemZ6D81Oz+injKpVGdwVKNy11HZUvlbqgnXieH5MXq6lykgNWDW5atrW+rpFvdaVr2ErXFNOOl9tSulP80HUWYne5sXQVMjQ744wr3UXt+abJuqOTmYbStchSJ7Il8l/cypXubnzNzbyGvysNsbq+oZIdx97Wlru+Lv37uh43+cyWFF2bihaj6WrXXa1ry4zxui7GeC2seboxZTWbbvP/z97bvEqO3Qna8Qf0Jnfj3t6CTurtzWRBFAhmYfDiJtRgepFQkPT4rtRgcPLm627DeIqJyMmGm2CmJmrIpMmChFrUwpXXnt4JXkNVQhn3GNPc3iS9eMOYnpVpvAnwonelV986Ol86Uhx9RTwPP6puSkdHR9JR6F49cX6n+9nQtfnqZt//bJTW1YZWQrWNOkyV7k3xCG4fmdi7Gf2G3P5jmP114jywt6Xx8dW6eDBpxx33PEDulNO4U6RDMIxqbzTpKrAdF0EQBEEQBEEsIA7Vz/G8le724mJz5852tUr/e3Hx5pNPpALPvve91Oeu19t793y/UwEYCpQuwFKUbsKDBw9Wq9X3v99idXOfmxRb2WfRjfe7nSbTrXYyWYvSbVpcvdHtkHhZg0HpSvpZqqtWqOJGmp02U0eLVbZsaG+q1vPJFYw0l27hc1sG6GbkxtZiEm0F8sTLQvrebkq3uVZUwwtUutbEy3JG8qGUrlq9uXHpGmkRStcjx13IaVD/cOugdLWKRHIiFo0i25Nitsqr6+hKU1qjUYqhdp1q1rRGqblDmzuejaTNN6G+8nV40+9s9BVV5dmT9luHOEq3fdR272b8Isj+zjA2wxDRVbrVav2LDsOH7XFdWl29vz5G6XKnLPlOafS6vJR10Lp4tjsNbycIgiAIgiCIOcWh+jmeq9J988knks/VFvvi+jpXukn4fqcCMBQoXYAFKd24tLp5BubnzxtuNze5+fy5+fhcq8+NC70TBGG0r91ZI1exNvHyKlQ8cLW2HubaPpNsY+BrIMrlbC7QnS5rs2EOUBGNMS63avhag9JtVin7v9bW6ovto8YgXyH3rzG7sm0Ab2f+8PXP2xIuN/erzKrqVEAVr/2UbqyMBR4w8bKqU4sO0H8uXVPFuvJjKF2nUbpZYWkBStcjx13IaVD/cHNVuiXrckTerXZE5+1uvQ6vG9Ow1rKm6TsKNVNUe1VVa7CKdU5gYUjgbTa0UB4cp9ScN+a2dECqXHNtc/ezobS5VleNA+x4NvK1XdLJtl7o5ly6mUobIC9xj6zLR25oPSfF3z7rKx8HyJ1yzNmYzZ3S7CEtd80BpUsQBEEQBEGcSByqn+NZKl0x0/LTd955dnlpKZxbXXsZr/h54SdX2DZcCk6JU1e6dOl2TM7lfFiW0o0NVre7z43bswkLzxdNUfHGUlbLjybtIFfdIFtd9Ralq1bSMkWutWBRvV7qOrbWWkw5tOwG1OnRVuk5HPlnguRP91HdGFOBlfJh4qh0oyiWDlTasFU0iw3RWtZCquuyaTeXVddPo3TVh4lheVGJ0ghVFrsqXUlqK/8MxS9mNPenO2bTyPAmKF2P6E743FH/cOuidKVRe6VbcZiHV6dUajUjeRC9fyma4TK601izcybV1ma4nI1iicbyFAJLrKHj2WhbZTonFuWUK11JmRmS3x7RjOc9B9sWw3s9TacrNL7882cdm2rurnS5U5Z7p/TYsEi8zKy7BEEQBEEQxJLjUP0cz0/ppuNzhQlzXVztF9fXbq9J7FOtOTKC0tW9Ew/SWQmneM0M/rEr3c3mG1HdbjZf2Ze7UXUql75bvl3vea+4K918aKI6mOn0Oz9Kd3FKN87m1X39+vVms1H66CpZmKxymz/Xaj2D5o2jltUpr2pjy2jatmeMWsyqdGWJapOrwU4YLmtWuvJYW+1IXfPJ0EndYLfTnwHT1LTp8kAWnSOR50/OvW0Yh2HxT0Hw6wuoDtpR6eYnIQjSqsKwqKrZv4pdFGVsd0x5lYIK4cSbumXy2Z4QBMKl0vf/rGDyIJD7hGl5WXU1+F07fL1d6eanqOoS0j/FPiwdtHzLmBqsA6XrEct5ni3qH27OSlcjd1yGsOVhEVUaj6N1Utqxh/qw6Mti+GH7XLEtosrhbBQN1po1tRkdz4alhfpoP/BS6WY13+ykTLzVcEjXE2Vqxrb7RLp5FNPpds3Y7BC38bq0utqByR2VLndKx7MxrzvFtU6CIAiCIAiCOK04VD/H81O624uLraB0f/n55/5ekyxN6aqvRn3uFyZDq3QFY9sYjasslJcnGzrsUz/DZUtRj0p3H+3CQCOcTErXb+fX7928fHhQuktUuhX5iN0Kh5G5TfZ5zxNNZWD85sJ+JyZllu9K0yS0ylr5bs6bYGtAi9I1TP8b52mkq8+bzOftnZSuUeq6tFbecbFno9TWJVg2J2QeiX1qXStRuwrSFu7tBXYaAe2odPdR6mqrR0nys26O53p31geCVrwHgZouvNi10KsD8VJpEjILfWffvnzf6AWGbwT5GaVbdMv2jmltsAJK1yOW8zxb1D/cnJWuu9TIUryudd+WOUZUiTmBU8O4u74xjfS0iCrTKsc2dzkbN5pvAsl1182Yl9It4nZ/cxUIalc/ZnMOSrcebNsMFyOZHWlpdVdx//PMndLvbMzrTjnymhIEQRAEQRDEQuNQ/RzPTOlW8+fm8ZP33/f6mmRZSre5D23+QlgmWqW7Wr1pvuV4U94HrcvfOOxTfN9uvwU08qUjmrfltpkENXv33Pk7Tcg4DijdRSvdGWGRtmAhH3/aTCk8YdZlgAqUrkcmvpa9UP9w86x0yxGCBjFzlKg6iNNrVlVe7ZSRlR1FVYc2L1dU9VK6Zdtu6tlCj27Gdn5K1/MoXe6UjmdjXnfKEdeUIAiCIAiCIBYch+rneE5K92cvX0o+98WjR/b3HpvNN9ohioblS1a62oKwTAxKd9s7HPZZdKpQGRYrk3fwvNxMlK6+yg6gdGcIStcLGN3eyAJXJ3kBxgel65GJr2Uv1D/cvCrdaprLdAJWcZWHdLJi3OZDBasnlH6yTjdR1anNPUSVowwaWlS5z6Wrj9vS6qqSdNlz6d7UPtfTXLrcKR3PxrzuFD8bEgRBEARBEMTS4lD9HM9J6X729KmoqVx8rjbxrGn54pWul+bDDDAkXv6qn891m1S37FSR3WKWnSw6prMNoHSP6/wo3RmC0j2evSnzMbgRCg43N7ycRBgdudOhdD0y/uU8HvUPN59Kt57EU7YtnkWVssdm+801l+VrL9mtzT3apk9WrMTgoqr1QtuVrubU9WvGT7M/L37aPqusrw0tUY3tXV/Zi/lWutwpmn3N5U4Rw30SZIIgCIIgCIJYeByqn+PZKN3Pnj598eiRaKr+/uVLyxsPaeLRyt6qE5IKuGghacY+dVa0WunqJoMzVLiyFHNVuobWtzY4liYYTNqw01Zia6QeeSa+sJ7UL8ym+cvOUhxWZQLNZHzuJU8GrdKtyNxunWC5Mram5W7Unco24LVaZ+qVprkHGysaS/QzLBad+4jO79Ye096trSp2IN1Zulur3lfz08A0mWJNpXTPp9tLoHR7o+u959NxvBKVU8RWPwCMS3I7S0tQuh4Z/4Iej/qH2xBKV7Z+t9FVYYN8iyp9+401l3OMCjV3a3OnthW5jt180BGiyu1EtRZuUbpFMzTerVsz8sG2hvzJtvPTd3ivKa7XrsmZXQ+QO6Vn2+Z1pzjtS1dstSY/M0EQBEEQBLHcOFQ/x7NRui8ePfr44cNt6XM3d+785le/srzxGEbplm/KgyBMKX1OY4tC6ZazezYKatLFlmvycrpiLlarmEw0kNvu3OBmU+UGtDdSQ+WhgjAOwyxlpZDEMhe10a4UVaFQvnnx3UueDHalG8dV791KSZVNyx0QOpV5bGr9fQWPSjfa1d0q72JhZTyP6PyOStewd2urRGdWrKv/GWn2tctb2LiBWhxbrnR359TtJVC6vVGULlOsAyyN9Jt2xS9t0hqUrkfGv7DHo/7h5jXxcqlm1tWsnVne1+p5coSouk3qudrd3OzFGqoJQ5uVlDVf7W4r/3i7v7nSpg7u1OZuEq1KVpy6ntu6hbd5OlzH8ZKWPVZDL9fqNKnGwiaD+W//8tukwcVJFmu7FU6Idpxjp2b8brfedp9Ot9gquP5dl62MpyK+Kn2u08hQxwPkTul5NmZ2p8hbtQ0fFucCZjwvQRAEQRAEsdQ4VD/Hs1G6Hz98+Ozyclv63O3FRetLjwESL+93oTQ+VRVMVabLZsniJXtDRamLzBWqVktCO3K2vcE6fbeP9vtm+dZGyuwCeVhuVm8ciUo3H4fYKCGb304lT4aJla5LcmN/SlfdvXVb587foT1dEy8X97h8a1WLlZLpyHehrPamkqi6fXPD8l4wb3gyoHR7I94kzjkVAGBO1N+2I/HygIx/YY9H/cPNq9IV1EzzF62rq2PTyRpqXinVxsKkn7qyprSxTm3uOu9nXNkxDceLqno0pf2ENE+LIf1srnSNrTVv2LkZ2XjbTrPi+sy6fBtflZPnuts9pwPkTul7Ng7zulOam7Ra2soXdzlegiAIgiAIgphZHKqf49ko3WeXl5XS3V5cuCjdOLO3ire1LO8zH6eyjcbriCXrFab8tvJys9UKKqq/ydobLzXYlmW3QyOltdkf2qF+ZU5urHRnSd7WveTJ0JZ4+RtR3QqJl/XL3WjaS931bSybXOm2dv7BlK58I9vKmz4N8uU2p2vq9vmXJU7ymwwSM1G6WwCAmRGjdD0x6VOuJ+ofbn6VbhLpeMDacATrqygdAJhXclQ62f3tze5qHQj2JFivw+sbNSeqVlRl408NCs+5zZ3PRlr5bXR9JTZ7lTb7OtLKtR7JdZuNX2naLFelH6ibJ15OTnLa2kZz81PXkvG4QzP+MczTZrkO1O03sNcSN+nkuV2nVW0/QO6UI87GYVZ3yqF9VLtu192OlyAIgiAIgiDmFIfq53jhSrcjjkp3H0W7XZajuNJJitJt9z11DlsZaY3jdKL7yDj0z9bgcsCgfiSXcyOlde3TDoamwYb58NugOeuuW8mTQat01ZzhZRry2L5c+60GBalTKX1MWjCx0nXo/IMpXVvXlzcwfhrYKskwdfv85kLpjqZ0f/tbgiCIGQVK1yOTPuV6MvUfieOE4wyY5xiFwdeZrJa5dP0246fuA3XLUb1ehugS0rnlTrGeGddEykJi565fFSAIgiAIgiCIecSh+jmejdLtkXi5O+2Jl6tpZVf5MMFyZkxZ6epdjbhKmz9WoLPS1RZ1abBQRs7R6d7IBvlAQrsZD802NlSVrlvJk0GrdFerN01v+6ZUt63L3zjssyUjt3xvzEvp6ooOpXTtnxKt38fQl1NB6aJ0CYIg1EDpemTSp1xPpv4jcZxAVFminBFVcVVjKt20GVsnUXv7iyD7u4TBj0MEd4o+yhTTzr2uHKXLmSQIgiAIgiAWG4fq53g2SvfFo0cfP3y4LWXV5s6d1pcenz192vE1SYvSrWbAFLWnPvGys9JNHauWeicdrJZWw7U1OF8ahdUI3trrujeyAUr3SAxKd9s7HPZpn8RZ6YTzU7p6J43SXSwoXYIgCDVQuh6Z9CnXk6n/SBwnEFXWMOincZVunX55/QvzZeqaopnoFtwpurDmJ1cjzedcvAThiwcEQRAEQRDEcuNQ/RzPRunGmdVNx+eWmuqXn39ueeORFE7iZy9fdnlNYpc1+rV616V1Nc0KWp2OcQ+uVsuxwY0KihG77dmhbbhM92m0sXk65bBPyZPBkHj5q34+121SXU2nqhZp1p270rUmXrYNZhZXoHRtoHQJgiDUQOl6ZNKnXE+m/iNxnEBUtcRtIa2Ca2HK1LGVbtKMwtgG17/TFain0OU6DhTcKUrUU+i2n5MijXnxDYnQNAExQRAEQRAEQSwhDtXP8ZyUbsL24qKyus8uL02vO5JVudLt+JrEYfydvLYYx6oMXzQmhjVPVmqid+5ZxwZLNE6CcyOlKrJ8v1bZmhsr3SGky4Ndn5Ing1bpVmRut06wXBlb03I3LPYyT9bd7DKmXqn2rLzkVImXndrTbS5dyy2klEfp9gelSxAEoQZK1yOTPuV6MvUfieMEoqo9bq/DdTP38vhKN23GL8K1OffyzU8DfO6QwZ2iiZurwMXnHkqlu16H1zd7ptAlCIIgCIIgFh6H6ud4Zko3Fqzu03feeXZ5KY3VTf6ZLPz44cPuPjd2G6Wrn4VWUbpi+uKiqEFsrUI5e3FSNjTkvxVbIoumqEyz3BymaG/wPoqk3Uu7c2qk2qBcSEm+dR/VKiovsAri5lkqJoQVL4F7yZPBrnTjuJo2dyslVTYtd0BvNcverNwWRisrDfStKnBSug5jyh07f6f2GC2ttVVqI5zktbDCOHNxjNJF6RIEQegCpeuRSZ9yPZn6j0RivjGJ0iUIgiAIgiAIgiBmEIfq53h+SjfOkir/5P33t4Y8s58+ftwx33JFIXBWgULmZMrVyfp0Itlc9uz0c+kWq4WSukF5VY1FwWo+W9OUpqZ2lt6tqV4dGlxqr2K6XNVQuzSyao/Q6jwrci52wzgMi382lG4Q7/KRtkFdQNVV7iVPhvkoXa0XTdG6ysqXFh0ur3HnknhZ6NTpluXXBfp3/i7tMe29fXl9U+jvcUelq7mDULooXYIgCDVQuh6Z9CnXk6n/SCTmGyhdgiAIgiAIgiCIc41D9XM8S6Ubm63uiw8+OOI1Se1pZOpBrZW7WeWCRxnZW7madOSgWFj2TWWNu1CwUqkhkkqarVaDIFCMlkuD0wKBVIs6TWlLI/U6cJ/qp0q/roI42WnDWGUz5Ea7hvxVj8G95MkwI6Wb9z/VSRpcZdZTpC7pNJduvrjatOzLR3V+5/aY9m5dvm/eOuqNazlSRuk6gNIlCIJQA6XrkUmfcgCe+bd/+e3UTQAAAAAAAIAJyF/jiP8c561RJ6ULS6cStR5LngxTKF2AeYHSJU48XlV57Vcfvpq6MWd2gF9+VH/X56MvF3YGULoemfQpB+AZlC4AAAAAAMB5ckDpwvCgdC20Kt3N5pvV6s1qtd1svnJZDrA4Zq10BVNz76N9t7UTxpe7e+oY98xq3bsXvvpyTk2dPL7cv/oovHdPPksfvfJ3lqY1nnM/wOhDoWXazQUtG77q2DaUrvsv5/ZPyKmV7LFM+pQD8AxKFwAAAAAA4Dw5oHRheFC6FlqVLsDJg9L1H0alW7b2w+i4+qOPPgrvaf2aZdX8QvB9CtIpOua4plO6SzjAhtLVSluU7ji/nNs/IadWsscy6VMOwDMoXQAAAAAAgPPkgNKF4UHpWkDpAqB0/Ueb0j1GPL2qDZzs1yyr5hjC5bMbz2OPayqlu4wDlJSu4ppRumP9cm7/hJxayR7LpE85AM+gdAEAAAAAAM6TA0oXhgelawGlC4DS9R+i0q0E2ZcNd9a7waeidPcfCdr73ofRl/XZyzIVz8V4nvwBKkpXqQSlO84v5/ZPyKmV7LFM+pQD8AxKFwAAAAAA4Dw5oHRheFC6FlC6AChd/6FVulIa3r65l09F6YomsaW1y1S6SzlAjdKVmoHSHeeXc/sn5NRK9ljKB05UXqogCHfRWf3GCScEShcAAAAAAOA8OaB0ASYFpQtwakpXkjtfRh/dq6XShx8JgyW7Fv5y92Fuau+FtZwyLGxVupV4MjkvtfArnXvLd2FZJZyxbHDoPUEr31OOUWPH9h99aD4n/aNhEj98pTfy5uPaCWNgZVdYb3Vv92WL79u/+jCoa9KekBM/wLqd9z4Mq5Li7WZUuvn8v0KPupfcBc0j1XXv5vjlxn3tdjm+jD5s3Kd7lO78KR84UTMdebDD6sICQekCAAAAAACcJweULsCkoHQBTlnpfqSb01a0nB0KNzxUodL0C02Jl4WFVcnRlK5tet+mMWzYMd0Qzr7ji+02896Hu1fKKE7LcYnnp9k3BEeZLzf5PtM5uednjPNCDrBRm7Y36pWuuUcZdHBZoTjFsHAjuF4O3QzFolZG6c4T6bmzj3bFNUPqwgJB6QIAAAAAAJwnB5QuwKSgdAFOWOmaqKVPh8J9la5CY1rVkZSuNrmuiGDN2s+Jpwy62rN0LxS9p/W4hIMSzWDdfo1DrC+99Rr50dbLOEBJEGt22lXpGnRwvlDsioF+YLultfZieVmU7izRPHuKAbthNOYDD8AHKF0AAAAAAIDz5IDSBZgUlC7ASSvdoEwDu38lzmNbCbJOhYUcy68EFaVdaFO6TannrnQVCeg6l27DG9ZCeS8ubzmBaUpqoQ5f1sxwoiTr7XBc9amTkxIbjKd47B9qrvuQ2npeB2gb85svMSndD7M0y9phtlV3krp3s1X6Lmpprb4nN08ySneeaJ49+3ygLkoXlgdKFwAAAAAA4Dw5oHQBJgWlC3DCSleaplOQkqWZ6lT4aJEn0mMuXbv+M68SjkUc7NnUeVo/2Dgn9mvRP7IZfjUnqB4nazxkjUOsj0g7FrtcKBy4OCBXqNCfGZz5ASpKV1HJxrl00wqjV692H34YfngvuNcQq5Gme7/SzzHt3FrDsGX9GfAQKF2PaJ49KF1YLChdAAAAAACA8+SA0gWYFJQuwGkoXZ3ekgdaasRZp8LuoZ1LVxr8W1Y7vNI1+LL2c2KcmNWr0i2P95XkPXXjUuVDFmx1fmh14/WppIsjGjd/77wPUKN0JXn6Sj9KN/rQsg+N0hUxmmtra809eRAXj9L1iebZg9KFxYLSBQAAAAAAOE8OC1G6m803q9Wb1Wq72XzlshxgKXRSul9tNtukuzfjxQcf5Gs/ffz4i+vrYZoJMCCzVrp6N1o6Mq30nK/SbRq6co8oXSEac/7qcgjLhywNIK1Likc6D6U71wPUKt3mtynuqUpXHPodfvQq+vLLfRKygG527w8/rLt0Y1+OrbV8GqB0Z4/m2YPShcWC0gUAAAAAADhPDgtRuqtVHtskXJYDLAV3pav1uUls1utPr68/ffz42eXl337nO7/59a8HbTCAd2atdBsKzDyA0T5iUa3KOgmpsbB7OCndYo8mdTuI0u2YeHlIpbv/6KNIPbHauVatel1MRKxLSqw/Ipvm9hRLOUCD0pUmrpWaV3cG8XsImp02v7Eg3s4tG9qbKvVk081yZKB0PaJ7+ERZxw12+xEfeAA+QOkCAAAAAACcJweULsCkuCjd7cXF5s6dpJen/724ePPJJ1KBZ9/7Xupz1+vtvXvDNBNgQOatdJte6d7uVaGB9q+EEX+mEYupgarLC9XoJt5tL/zlrsg0ey+sbZRhoUPi5VJpiW0oRdWXrxrjFg1KN1ludHDiqsbhfFh5xvZzMqzSTaq7FyTtrNxcMzWxNi+xfMji2nsflpu3T7TacOv3RPf6Zdq1PvKgBZdygEalK40pzrBMQt3oTgalq+/tzq3VF7PcLEcGStcj2qdP7nRXQRhhdWFRoHQBAAAAAADOkwNKF2BS7Er3zSefSD5XW+yL6+tc6SYxTDMBBmTmStchKWszZ3LD0raV71C4oZNKG6Vd6JRItla9HZMAayYntcxbmq9q34XDMOchlK4FwVpaDll7dHLzWuZc1uBDCy7lAC1KV61EHaVr2oFB6UpfMNB/ucLc2vYbFqU7UwzPn/0uFDo/A3ZhIaB0AQAAAAAAzpMDSncW5KMEmMyrM2HWARZ93ixKV8y0/PSdd55dXlrqya2uvcwU0Lehnbkr3czjmP1RIBsc/RyghvIdCntVus1RlpoMt/fCj0y5ZNXKLXbYRRzfq4Ynm/3gb8dVuvea+Yctx6WpSp4W2XREGpGqPfATP0Cr0pU7Z91stdPe+yiyz6VbNLtxsPWxOF4OXTro4KOPTBnUjwqUrkcMz599hNKFBYLSBQAAAAAAOE8OS1C6m803orrdbL6yL3djv9O9uguCINztDOnX8rc+Q7zuGU57Rep4kvQQTyXB3Akr3XR8rjBhrour/eL62m2fVed36cxlF+rZPd37tnp/6W7SU+q+ULIApfvbLP/qR+G9hj8NPtTNVSrpLTHV7T3JXXYtLORYrlcZFppsXlLtR0pm3Swns7DrD1Pha5setNppsTpyWvVb+Rzea6YFtvtB30q3uqaNZNSG82M/LlM637YjSquNPvowuOfSgJM9wBala57POk2JXM2om+WL3jspXcneiofjdjnS+7Tui9l9ZzkDRwRK1yPap0+ZeJlfLGBhoHQBAAAAAADOk8OMla5gbBujcZWF8vJkQ4dDL21RICC+9AxV2bVkpase40mMmzxhpbu9uNgKSveXn3/ub5+1Km3tzXVRj0p3H+3CQNm1Wemqt+gxd6F+7+blMDzLULru0UnuDGOCiLHj5K/jyR/gLAOl6xHdwyf/FYUnPywPlC4AAAAAAMB5cpix0l2t3jS97ZvSbrUuf+Nw6LktUl/j7NMUbIVIGs16Dq10ZaFWDkpY/DusU1W61fy5efzk/fe97lMc/WrvdUJJf0rXdO8Z9t4suI/yJvXuvcY737VV4B+ULqZs6SEk420mND6VOPkDnGegdD2ie/gwNwQsFZQuAAAAAADAeXKYtdLd9g6HQ7cLnNJkjfSaZ1ylG5+OvjpJpfuzly8ln/vi0SN7JZvNN9rB6YblxeUPW4edZ92nKDcTpauvsgMo3RmC0kXp9opIM6mpKz695JdiUmIpXzEHSBwRKF2P6B4+KF1YKihdAAAAAACA8+QwY6W72XzVz+e6TarbKnDGzMY2utI9lbdYJ6l0P3v6VOzQLj5Xm3LctLzu/JH9JsiLhVG0m5fS3R/THpTuHEHpuhYm5hSN+VgHEKmTx8kf4PwDpesR3cPnRH4ZhjMEpQsAAAAAAHCeHGasdCsyt1snWK6MrWm5G+0CR3G62jc/dZ7mrHSwi5oVZNtns3TWZcLIZdhhPrVnXXW4i6Sm6FvfqMz0tkprxeQ9NnbZ9aCM3k1tkvuJkqmU7j6Kw6DMxR3EC3o9Jyndz54+ffHokah0//7lS8vm0pTTlb1Vp6IWqDu/7W1mtU4t1PXilkvEjM91Pyu6sWk3cjfX7NytPaa9W1tV7MD11sj21ezGmqJakj4cBPX1CsK42izMevXeoZ+7l5wVKF3XwsScQjGewUdfTt8qDvCUAqXrEd3DB6ULSwWlCwAAAAAAcJ4clqB047jSHFspqbJpuQMOY/LkNz0mXZWlpk0IpBoLU1nO/VmXUXZsklmZOxI3q4qYm9+syzpKV9y81lr5HsP6n5Fmw/aD6q50HU6UTK50d7vSW4W1xgrau9UskJTui0ePPn74cFv63M2dO7/51a8smx+pdNs6UrbCo9KNdnXfKjpaZTxdlG4xk648zbWj0jXs3dqqjrfGKtzlLQwaRVvfF9f9Nky7cZB37LIJuaiNHPq5e8lZgdJ1LUzMKUTjee9e+OrkdOfJH+D8A6XrEd3DB6ULSwWlCwAAAAAAcJ4cULoWYSh7IvnNj66KfbSXhtJmmzSKFOZS2E4ns0JpiKq0N1P7JVerf1ulbFw0Vd5ltViq3+WgOls/lxMlE5a+simTi4WLeEcnKd2PHz58dnlZ+dztxUVrDf0TL+9jY0cSL58/pavu3rqtfvisZux2h/Z0Tbzc/dYINF9tsH/S7AJ5WG62izgSlW7epRslZPPbqeSsmInS3QIAzIwYpesJ3cMHpQtLBaULAAAAAABwnhyWoHSF8YbbZuJl/XI3PCjdtjdBGusjVtyhJqfmaI9KKbRPM0VL7VLa01qhw0F1V7oOJ0omF1jq+tyRzVZgiUhK99nlZaV0txcXLko3zu4Fxdtaljevqq4jtWTvHlnpBhWC11UPaACl6+PWaJuVO8o+xELD2gxTPy++vRD2KTkrZqJ0AQBmBUrXI5rza/z1E2DuoHQBAAAAAADOk8OMla6aObZMRhvbl2vdloK3UbraUYPa8uadG2e8jaLdLstCXMksoZCLaasGwDYJQvHAlSzMPZpqGEbc1/oZ9i4TGkbjRuF5Kd2OtI34lhZMrHRly1om6FbShg+gdL3cGrZKyr5qf6Fs6ufF8NugOeuuW8lZgdIFAFBB6XpEOrflLxMYXVgkKF0AAAAAAIDz5DBjpbtavWl62zelum1d/sbh0F3n0rWNeI2rEa/Z3Jmy2bWYnNb0yELN+SDFcl5Omy3TiK06GWxBPnmo5lSYXmnpmupyUN3n0nU4UTKnp3R7JF7ujtz5W2z8vJSuruhQSrf7rdFd6eYjyu0vlEOzjQ1VpetWclagdAEAVFC6HilPqvRdR+sfAgBzBaULAAAAAABwnhxmrXS3vcPh0NuVrmJoDMomta+V2BW9bn+lW82/KVpijV5qLtLtzyWlM0p3SiSl++LRo48fPqy68ubOndYaPnv6tOM+1c4vXhSHjj+10tU7aZQuShelCwAnBErXI+VJrZRuEIQ7Q5odgLmD0gUAAAAAADhPDjNWupvNV/18rtukum1KVzMBpl2PluNqXexnyzBIvUgyz50rmDh5d+5K15pdVmqqy0F5Ubp2pXaKSjfOrG46Prfs0L/8/HPL5knhJH728mWXfWqueLVIs+7clW6XW6Ov0rX3VaONzdMph31KzooTULoPMnycDACAApSuRya+lgBeQekCAAAAAACcJ4cZK92KzO3WCZYrY2ta7oaDrOk84lVyPBorbFgh1azdUdEmrehNq8p+UBrnonRNVderlKY6HJSp0mJ4hGr9XE6UzEkq3YTtxUVldZ9dXpq2TVblSrfjPi32Ms/v3bxqJtfa4eKOknjZqT3d5tLtfmt0Vrr7XZYu3ipb836uOw/p8mDXp+SsWLrSffDgQdbTVlhdAPAIStcjE19LAK+gdAEAAAAAAM6TwxKUbhxX0+ZupaTKpuUOGMTOvk6jrJ8bVxiGGkVSCa2ZlbIxp6N527SX6pHqqXX11irYGYYpOindqqmyzzI21eWgdF68LNevTvWanarSjQWr+/Sdd55dXkpjdZN/Jgs/fviwu8+NTZ2/nl5O6i9GK+t+cXUbtw9D11vWSLdv5/YYLa21Ve63RrvSNXVjybfuo7oD5wVWQdy8QYoPQHGP7iVnxaKVbu5zk//kXherCwC+QOl6ZOJrCeAVlC4AAAAAAMB5cjh3pZtOpVWxqghCnQ3Ui9cgCDNU5VrK1rAuVs25ax//WzZO3Cq0W1ubTWpXusIuywOyNdXpoJrzlaXlAmFTTeLltjqrS1YvO2GlG2dJlX/y/vtbQ4bxTx8/7phvucL0fQbt4HRDJ+p0cbX5wotNq5vNOBh4pblHDV+4aG+Pae/ty51ujXalq+nGRVbkXOyGcRgW/2wo3SDe5SNtg7qA2sndS86K5Srdt2/fJhfz3XdXr1+nkfyQkCz0enoA4ExB6Xpk4msJ4BWULgAAAAAAwHlyQOk2SJXNTnZFFYp4rQb0lhtH+71cPhU3+2hXaaBUFyt70I1kjBqb7C3zhZpMnKFm8ylpHlCga2mHg8qPQiyUj8K1zKXbUudZjdLNMVndFx98cMQ+rQmNnYd6d7i4usHl1aalnTUrXfkm1d+ibu0x7d263P3W6DVKN1uadtpKv66COKmo8dWFbIbcaNeQv2oj3EvOiuUq3devX7/7bjo+9+3bNJIfMr372uvpgRGpvyPl+OBcGjM+QOET3zLfwtHM+AyooHQ9MvG1BPAKShcAAAAAAOA8OZyv0h0B+xSa/rBOC+ybIQ5qrBM1S+xKFyAWRK3HkrNiuUp3s9k8eLB6/nyVPI6SSH5I/pks7FCF9psL+VcH5K8JnT377IsbgXyWzF/E6s60vm/uByhsbNhc6M6dq1+m0tXdwP6uGUrXIz4uCMBcQOkCAAAAAACcJ4eFKN3N5pvV6s1qtd1svnJZPg9GMpVdBuJ62htK1x8oXWgFpTtPpZvPovv8eTo+N1e6yQ/JP1edZtQ1Kt3SDh354b6Pdun4dV0tllXzw3aepCM45rimU7pLOMCG0rVlDelV/bKVrjpBgI+DQOl65OirATAjULoAAAAAAADnyWEhSneZjGMqxzW6KF3foHShFZTuDJVuNYtu8v9//ddC6SY/JP/sNqNum9I95vPdIq8WlX1WcYnmE3TscU11XpZxgEor1YT8Z6p0mw3eR5b5MDqB0vXIkdcCYFagdAEAAAAAAM6TA0p3QMYwlaMmXU5B6XoGpQutoHRnqHSrWXQrn1tZ3W4z6opKtzJM+4Y76/3peCpKt6G9G7Np55mK52I8e7OUA9SIZ3kAMUpX3MvRO0DpeuTIawEwK1C6AAAAAAAA58kBpTsgQ5rKKAyCcsa9UWUoStczKF1oBaU7Q6UrzaIrRrcZdbVKV5J8fcXQqShd0SS2tHaZSncpB6gdS9yoBqXbWIzSnRNHXguAWYHSBQAAAAAAOE8OKN0BGVbpFu89xeE8Y4DS9QxKF1pB6c5N6aqz6IrRbUZdB6VbD941OC+1sDGPbxhZVonNSgeHBuLY0SDcKY8b2Y7t0yleyw005XvSaLLpoWc+rp1weuQnTb1Vvsbm+/ZRKJwR7Qk58QMUKgtDbV80Kt18/l9r9bru3Ry/LGU3drkcjVJJmb270t3v4tUqDlo+G/RKV2N0jZLXNqAXpesR+4UEWBYoXQAAAAAAgPPkgNIFmBSULsCylK52Fl0p93KHGXXb3K0oi0ZSurbpfZvqqmHHdBV7GukqVa21d5bjMpzOWBWeRt9nOieBnyNcyAE2atP2Rr3SNfcogw4uF4vHbChqbq3+lIla2X7xdkGqdNu+JKMq3WImXblroHSnxnYZAZYGShcAAAAAAOA8OaB0ASYFpQuwLKVrmkW354y6Nn8q52EYReka12s8WGtZX/kXtGepeXasxyWsFFukCE+98bReIz/aehkHKFWn2WlXpWvQwcqIYsM3G2yttReTm6i9Ju6jdOWD0gy1RulOjf1CAiwLlC4AAAAAAMB5ckDpAkwKShdgWUrXMotunxl17Uq3qYbclW5Oj7l0DSmA93q71igdFCNLi0GKTtasA4YTJckzh+PSNb9aptu+OdNtoS4jw7U46QO0jfnNl5iUbpgNPLaOyJWXmSYYdmytvic3T7K/uXSz0b8FwpVTC6J0p+P4iw0wH1C6AAAAAAAA58kBpQswKShdgAUpXfssun1m1O0ylnB4pWvaQ6x3hoaxocblx5LN8Gs5QZZDtmb11Y1DrRa2nypv2nruB2hXxOky21nZR1FyeAlBY5bmqmDjCCJDn3ZtrbkLOs+l64Z2Lt1SMavJolG603H8xQaYDyhdAAAAAACA8+SA0gWYFJQuwFKUbussun1m1NXr2OZI13LF8ErXprvcZaDNDPtgH0neUztuWDuVqbBGJzw12x+dv/eEDlCjdCV5GulH6crHo63d0BCjubbW1+E8HYdW6dbnRc5ujdKdjuMvNsB8QOkCAAAAAACcJweULsCkoHQBlqJ0XWbR7TyjrknHNlYUwgilq2+OPoewfACSytMKz5ko3bkeoFbpNqVuoPpSsTeEuyjaZ6hitVEuVHq/UsjWWuNtNZ7SlVegdKfm+IsNMB9QugAAAAAAAOfJYYFK96vNZrtaSfHigw/ytZ8+fvzF9bWv8wMwNK1Kd7P5ZrV6k3TzzeYrl+UAi2MRSvd1xn/9r+9uNk4+N4+kcLLJ0Uq3WGMqO4jS7Zh4eUilu9/tIrUW7Vyr1qy6ouTUC88u3tojSzlAg9KV9LNUV90ZxI00O232Gv3szc6tNfZki+ztBUp3MRx/sQHmA0oXAAAAAADgPDksTelqfW4Sm/X60+vrTx8/fnZ5+bff+c5vfv1rz2cKYBhale5qlUfa012WAyyORSjdVTYr7hdf/F+vX3dQuknhZJMHGfp6nRIvq5Oj1sv0OZqV4mFkdHDiqsYe6hUGwTaa0g3S8Z9Jc6q6mql8tS2SD1lcW48CbZ9oteHWA9G97tNW7HxpwQUcoFHp6qSuxhjXfVY3AlnuNfo+59hafTHLzdKXjomXjaPfUbqDc/zFBpgPKF0AAAAAAIDz5LAcpbu9uNjcubNdrdL/Xly8+eQTqcCz730v9bnr9fbePV/nB2BoULoAS1G6q9Tqppb27Vsnn5sUSwonm+To63VIJKtNYdtaVl/cMm+pOhK4dQ9jKl0Lwj4sh6xdbRmLXG+nG4OqP/ATP0CL0lUraZki11qwqL71iwS21lqLKYemvSrpQzZo+WzQKt1SHetyRjeXVa1E6Q6O/UICLAuULgAAAAAAwHlyWILSffPJJ5LP1Rb74vo6V7pJ+Do/AEOD0gVYkNI9Bn29rcKrKYs0nioId07Jm5urO60S9hUZWjOZ0g2aLsxyXJrVtsGmLXJcW/2JH6BV6cqd0yZXg50wXNasdOWxttqRuuaToZO6wW7nmmd6F2QP2SC29uCyLUGFUL3p5AdBmBAEQoNQuoNju4wASwOlCwAAAAAAcJ4cZq90xUzLT99559nlpaVwbnXtZWaJbSY1OG1Qusex7HsnzC7iQhvvkXNQupvNRl+v2U4FQaibYXUf7eqUvEmRvX160P1OTOAraTzjqnwvok5rpgUuGEnpZjl10/Y0klEbzo/9uEwjP9uOKNafEn0DTvYAW5SuYfrfOE8jXc2om5nOvZPSNUpd18sh7rjYs/PUwV1G6UoEgZoUu261VIq5dEfCfiEBlgVKFwAAAAAA4Dw5zFvppuNzhQlzXVztF9fXboeuf42evRM0vaPNZ7bz835arrn95eIxNcuvGr29hYajsSvdzeYbUd1uNl/Zl7vRo/NPxV5+bS/33yHuneHudBmUbs4ilC6cCM5Gb6mc/AGeEyhdj0x8LQG8gtIFAAAAAAA4Tw7zVrrbiwtR6f7y88/9HbqaK6/pjULdRHHLVbq6jID+9wbd0Spdwdg2RuMqC+XlyYYO++zR+SdgH4XNEVhCK+VZFVG6ywalC6Nx8sLz5A/wrEDpemTiawngFZQuAAAAAADAeXKYsdKt5s/N4yfvv+/10HOrpVqbfZ2mLxjtdejQSleaia944zuGsoI2tEp3tXrT9LZvyvugdfkbh33OqvPrqayzOqQ8bWU4qNIdD5RuDkr31NFNauqKz7t7b0oMfCwnf4AwDShdj0x8LQG8gtIFAAAAAAA4Tw5zVbo/e/lS8rkvHj2yH8tm8412iKJhuclqiWtHeyM6rtKN244eRsSgdLe9w2Gfs+r8OgorYZiMUFN0qeoCpZuD0oVB0eWaX+qHhpaTP8CzBaXrkYmvJYBXULoAAAAAAADnyWGuSvezp09FTeXic7WJZ03LHaRmrorGsZ6jK92Fi7BTwpB4+at+PtdtUt1Zdf4j977snozSzUHpwqAoxvPUvs908gd4tqB0PTLxtQTwCkoXAAAAAADgPDnMUul+9vTpi0ePRFP19y9fWo5Cmni0srfqhKQC7eNUFbGklUd1qtqsdLCLmhVk2++jXT0taBAogw8NNe8aVYsZaG3Sq1GZSXjlh9+yR03SW/eD0u5B3yT3E6VnH8VBUF/lIIyrzVJlFsRZzXFYlQlitV3uJf2iVboVmdutEyxXxta03I3unb++mtUMt+KJ8dpzuknaurRb53Fuqu6uke92edLhRhNcOnCldEfudXMDpQuDIhpP5wfLkjj5AzxbULoemfhaAngFpQsAAAAAAHCeHGapdF88evTxw4fb0udu7tz5za9+ZTmKgZSuInYMLjLTrSmBVGPhsKL8XatQRtmxWnM1lWhzs6qIufnNuqyjdMXN6zfC+R7D+p+RZsP2g+qudB1OlIZKhAVhHIZxkP1cbZSL2mhXmrJQKN/sd+4l/WJXunFc9d6tlFTZtNyB7p2/vJrCPI3lOt89p+Ow26L4rlHtSq22c1PlJkRhc+NAbXigrG/rwLnS3Y3e6+bGTJTuFgBgZsQoXU9M+pQD8AxKFwAAAAAA4Dw5zFLpfvzw4bPLy23pc7cXF60HMkDiZVVKyqJHV8U+2ktDaVfylKCFV7JbrP0ulAbaSHsztV9ytXo/pmysn7t0Xy2W6nc5qK5K1+lEyewCeVhu1uw4EpVuPhCyUUI2v51K+mWmSle6fMUWQSBv5b3ndJ3muapW84UCbQOcm6r5ioU0+m0fVSN8tZ21/ViqXtdsfNkVHY7/NJiJ0gUAmBUoXY9MfC0BvILSBQAAAAAAOE8Os1S6zy4vK6W7vbhwUbpxZm8Vb2tZ7kHptg0n1LgiseIONTk1R3tUSqG9JnGu0p7WCh0OqrvSdThRUk2Z+Qr1K3NyZaarWd7WvaRf2hIvfyOqWyHxsn65G32Vrpqq23/PMfYbA6Zq5f13b6pQtPUG7TtntanX5d9VOJ/ZMFG6AAAqKF2PTHwtAbyC0gUAAAAAADhPDiekdDvibZSuPHKvxqxz5J0b5+6Mot0uy09bzeBp9UyqDhMS5Yo0JwFVsjD3aKphGHEHpesk25oV6XWYSGga7ZgPvw2as+66lfSLVumqOcPLNOSxfbn2Ww0KvUfpylsM0HP6jdI19TNp9z2b6mZ0tZXbdhube13et1G6KF0AOGdQuh6Z+FoCeAWlCwAAAAAAcJ4cZql0eyRe7o7rdKK2sXvxXphfUzW7FpvTmh5ZqDnLdxuUk3PaVKjGolaz/ZaE4U7IDW3arKWpLgfVfS5dhxPVIB/JaB/OGZptbKgqXbeSftEq3dXqTdPbvinVbevyNw777N759VsM0nNaJKh223al272pDgPO40YBMyjdNlC6AAAqKF2PTHwtAbyC0gUAAAAAADhPDrNUui8ePfr44cNtKas2d+60HshnT592PPR2q+WafTW1r5XYFb1uf6VbTcwpWmKNWGou0u3PJaUzSrdbSb8YlO62dzjss3vn11/NQXpOx2G6M1K66fcutOwM4/hRuiWLVroPHjwQBX7yT38nBgDOGpSuRya+lgBeQekCAAAAAACcJ4dZKt04s7rp+NxSU/3y888tR5EUTuJnL192OfQ2cZRbncZ6ux4tx9W6OKyWlM56hWSeOzdfpt2du9K15qSVmupyUF6UrlWmucw3arSxeTrlsE9JvxgSL3/Vz+e6TarbvfPblO4wPcd1Ot1OSrdLU1uzThv31QGUbs4Sle7bt29fv3692WxWCsnCZFVSYIBTBQBnBErXIxNfSwCvoHQBAAAAAADOk8NclW7C9uKisrrPLi9Nh5CsypVux0N3UDydR7xKZkhjhQ0rpJq1OzKIrkomZT8ojXNRujaHppwm54MyVVqkglYTSLucKKltWaphq2zNlZmu5nR5sOtT0i9apVuRud06wXJlbE3L3eje+Q1ufZCeU/URJ0fqOpdu96Yqo+bNt1HXCYArULo5i1O6+cjcd99dJf9//nz19u3qX/81jeSH5J/JwmTVihG7AHAcKF2PTHwtAbyC0gUAAAAAADhPDjNWurFgdZ++886zy0tprG7yz2Thxw8fdve5sVHC7Os0yvq5cYWxe1EkldCaWSkbczqa1+A0LcMU66l19Yo02BmGszopXZNDMzfV5aB0arAs169O9ZrlRkzyrfuodmF5gVUQN2su5qIVT4t7Sb/YlW4cV9PmbqWkyqblDnTv/C1jrv32nGp/aWE1afE+2oWhZR5qcUW7KHa4Hy3b7soFVS3yOY2Etpo6MEp3WUpX63OTOzIJrC4AeASl65GJryWAV1C6AAAAAAAA58lh3ko3zpIq/+T997eGPLOfPn7cMd9yReWMalYVQaiTKXrxGhQzaKrKtZStYV2smnPXPv63bJy4VWi3tjav5ZLDttpleUC2pjodlNCyolwgbKpJvNxWZ3XJxGVZVuRc7IZxGBb/bCjdIN7lI22DuoDqy9xL+mU6pdul81syYA/Rc/J6w7pVcjPN81DL+1PHGjs2VZvjXN5W2FAtEEiVazowSjdnQUo397nf/37D5KqRu92k2Gokq1t+6ydwzFgONS7TsgNMAkrXIxNfSwCvoHQBAAAAAADOk8PslW5strovPvjgiEOvBYxA6mLUUYElinitxjSWG0f7vVw+1TfpsMJaRmn2oFFI9bjcUrIZrZo+TbSxZvMpaR5QoGtph4PKj0IslI/PtMyl21KnfnBpmnO61q+rIE6qbiizbIbcaNeQv2pr3Uv6ZUql6975rZMaD9Fzqop3jZssdbvNLboo3U5N1aSZVrZt3vCx3Fq5dkbpmliK0n379u0qG59r97mi1c3H6lrn1RXvx55CtnFLd6ojKhMdZD+ckg8OHSZbz0HpwmxB6Xpk4msJ4BWULgAAAAAAwHlyWILSXSx6p+Sf3hN59mGIgxrwRFWi1mNJv0yhdCdhrNsBFshSlO7r16/zfMutPreyunkG5mRDc60DK900P3gYGGoWP/fyLxKcjNlE6cIJgNL1yMTXEsArKF1H0q9jntL31WZD8psnf9UBAAAAAEzCAaU7ICM5rC4DcT3tDaXrj1alu9l8s1q9Wa22m81XLstbdzcR//HPk6v87/7Df5quBQulT69aGotQuq9fv95sNvn8uS4+N498Xt1kQ3PFHpSuKfFynZZfn+ChKT3zPPZhzxYsF5QuzBaUrkfGvHD5LB7pdB4YDziOPENMM7lO+kCfk9K1pYuamOLXoBlLXeEXtaN/FbTsxXcmFt1sSAAAAAAAMA4HlO6AjKN0xzW6KF3fnImzY5QuWFiE0s1ftD1/nqZTdle6SeFkk5VtRl0vSlePXemGisA9t4zfOShdmC0oXY+MdtXyb8tUs4F0+kANyw3P7XMYtGgnSkHpulKevvn63HhUpev3+uzLls/69AIAAAAAnCIHlO6AjOGwRk26nILS9QxKF2BBStdlFl11Rt0cQ8XTKN1cOihL04G6wak+kw2gdGG2oHQ9MtpVm1Tp6h1gEAThLvLzC9h+F4aB669znQovCo2Iy05ztPd3rNXFDDQXb+lKd7+PdqEw+lh/7ow1l+ffss9ygG5rq6SWWG6Xoftz0WRPvwru4zCMi+MQle4+nZnCyy4W4cwBAAAAAE6PA0p3QIZ0WGkWrvLvz1FflaB0PYPSBViQ0u3kcyur20fpyjp2vwurcsrbRsXd6t42N/Zg8piTfBLmo4P1Kjl7DymPJt7FQVBLk6B6aSmQmxH5APdlQtRywz1KF2YMSjfnfznQWsmYF6534uWBlG716Dj+g66TvZvr6E0PGB+y/pL82n3ZopVuFBq6qXzuDDU7jA91E7p7Y0t0lQ/en70q3eq7JWl12Rf2ouzXp3qhl50gdQEAAAAARueA0h2QYZVu9bfvuO9JULqeQekCoHQ1bxAbllb38lh8gdZd6apZl8uaPPrNP3z986//4FIwn8ZX9wmct6c+1rxk/kIyTKP+Z7PRGqVbbRsU2xY/o3RhrqB0c1Jl+7//9//6P/+njn/5lzr+4R/mpnR740vpNn/bErzV0eYFpZujkW8+T7NhFwLLVbr14OP6b9h9VP0m1KhFV7PLLK5OLaoyB0vfk9vnI4iXrnRT9vXXS9KvsQXGb8EdsQukLgAAAADA2BxQugCTcjZKF8DIgpTueImXLUOA1PeeXZWuOcGyPiFzT/7w9d9tt3/nZHXzobLye1JF9YY6e7uPCgkiLlaVrnbbXaDZFmAmoHRzUqUr+lxJ6SaB0i1oS1R7tI1C6eYY5JvP6UVPU+lahKzm5Kk1OxlEFzUqpLV27Z7LU7o5+/KDJfAqc0t8fbYAAAAAAIAjB5QuwKSgdAEWpHSfP08VrbvSTQonmyQ8ePDAULGL0i0n0hMGsjRKGybNNc6lG5m9rWVVHzKr+/N/bi1XZAgMNQsr9awtoy0ZK0rXuG05dBelCzMEpZuTKl3J4fZQuuV3P0zCtNKp0tdd9lExlr+aHjfcGVMKSGGfmnyfTWoZKFsNoXQtwx3Ncq18FFjTOVePqX2Pwo2zEUkzmuomNM1rz7dvbBC05S3Khyvm+fZbaS1skG/WEaROs8e27qKgULp5oWJ3zRMSGjpRp2YohXVXRexI2Qbmi2J13urZk7uokz3sYn3b9WmP/tzjojQa5XOUbqSM0tV9fDVvK+GSt95WQrNxugAAAAAAI3FA6QJMCkoXYBFK9/Xr15vN5sGDVNG6K92kcLJJsqG54nal23hNpl3eUenahuJG7Roi5Z9/vu3C3zlYXXVcrTTLbf5mUv/O0DCe12Vb5tKF2YLSzfGjdM3SNkUQvo3R/YHGt2qta1eluzPXPIDS1Vqu+Shd85SmhslVw502F4VRKlXziro84FwKtyhd5flqPMLA8NBuO3my0tWedrUfODVDOpjWasuLErU2omWcq3L6muXdjKdfo3uU0nW7KEqrfM+luxPm0i0/ppr7EG6rbi1utBunCwAAAAAwDgeULsCkoHQBFqF048zqvvtuqmgdcy8nxZLCySbJhuZaXebS1RcfROmaczI36Kp0HbIvy9PmRvK4Wrt7leZDl5SuZVuULswWlG6OL6Vbqzpl5u5ayCqfOZaItDU4KN3Wmn0q3Tq9g16Ptitdp20cW2MuViekSJftq8Ge2olU8zXlCELjIdabjaJ0TYN06+X1kMfarmozbpjRKN16VXVCdMrStRnGwnExy6zh8FovSqttld2g0IOce16XrMvd5KlrEzpdlK5N79BcYdrcSPhUyZID6C92dQWlFrcd8kAZowEAAAAAQMsBpQswKShdgKUo3bfZtLjvvus0o24+i25SeJXOwPvWXOvMlK7jKF1XXBMvZ83KRtqWPkUdV4vShXMDpZvjS+lWidZVZ1oN4BXsk+D1hAS8kbBcmwc+Foyt/rNUGBHcmN1y720uXRVd/tR5KN1ek6uq5Vv3tSsz0LonXrYUVs+QMDGCszq3NrpD4mXz+RA279iMDpbO+aK0XiTjBlE5ENi1MfZO129YaXel23pRtBsOYEYj+6eK8Qo6nqkTnjUbAAAAAGCGHFC6AJOC0gVYitJNePDgwWq1+v73W6xu7nOTYivbLLo5EyjdsebSLXxu+wDdktyD5IcVKq/TxbUyTR0cG5SuZQJNlC7MEJRujjelaxiNWztW4TOnHkhrGdJrUH52pSuO55U+eYZTuivNPJ6zULpWy9XFS447UNA4nlZ153uLjbQ1uovSdTgfXZuhHaWrp2sG71ala0j5rcsO7XQspkLDKt3unXRgpWuu13Jkbm1imC4AAAAAwIgcFqJ0N5tvVqs3q9V2s/nKZTnAUuikdL/abLZJd2/Giw8+yNd++vjxF9fXwzQTYEAWpHTj0urmGZifP2+43dzk5vPn5uNz23xuPJbSXTXeMpuzK9sG8HbmD1//3CHhsrL3pGHaZhSD5nTD4qoNK7Rz6Vom0OQ9JMwQlG6OR6WrnTO3cqzqZ4j9c8M+9t+kdC1rfSndZq5iYfyoLonxtErX7oKUtbNWurqh0E7ZlLVnqIvSdTjq7s0QtwjCnVntele6xlG6Dgc6H6XbvStOJkYtR+Z20ChdAAAAAIAROSxE6ZZvTrZJuCwHWAruSlfrc5PYrNefXl9/+vjxs8vLv/3Od37z618P2mAA7yxL6cYGq9vL58aDKl3NeK1ydWhwo2q645HJB+eGhmTIoc6D7HVaVh57WyZcbRyakOaU95AwQ1C6OT6Vri7HsvZzQC1Wc5zStdQ8iNIt2mxMYjxnpavUMDOlW7nKSDvzr1jUxjyVbuO4qjKhqna7Kt1j5tL1M61r66y2WlC6RlC6AAAAAAAjckDpAkyKi9LdXlxs7txJenn634uLN598IhV49r3vpT53vd7euzdMMwEGZHFKN87m1X39+vVms1FfiiYLk1XW+XNFBlS6GqdbrjZNIJsud5tqcCC0w+VqhKkwgzAOw5aZMdUZhPNcqcmGuTVO9sJcujBbULo5fpVu/VGQf60lav6zZLhRupaaB1S6moGJC1C6cx+lq5vl1zAbaeeGDaN0e52fdKB3GNS/TzjPYyzvtGV0rKJ8mzU7idhjJ3A+tur4HJUuc+kCAAAAAIzJAaULMCl2pfvmk08kn6st9sX1da50kximmQADskSlW5GP2K1wG5krMqTSzco3xtjUY2V0Y8TMCZnHI2ozGvtU+1YmN/WzO42D1s6Qu48Kk1tsmK1G6cJsQenm+FW64jdDIuFrJNJnznBz6dY1NyVy7ZqnVrqWwZRDzaWrL6OunK/SFR7PzTb01V2ela4X66Y/xA4Xxep026dOLn/ZsR2F0ykxXCs756h0WwdWZzBIFwAAAABgTA4o3ZHI/9aZ/E+d9mZoX4PDcFiUrphp+ek77zy7vLTUk1tdexloI7tBnF53zeSOPhEWrXSXSi41mkJh8qzLACCC0s1Jle4//IPR5yarOildwckmT/HQIGdFwRqE9dra55q/AGNXumLNwvDFeuGQiZfFNXpbs6+/I2RWum6//zgVthQyt7mH0t2F8qW00FpYvze9ceyX5de30u3bDIdWdbko5lboRs4anb7lMBy7aNXN3c+Ha+c/IaXr1mkYpAsAAAAAMCqHJSjdzeYbUd1uNl/Zl7uhmVIo0M0P5Il+AkhOdHV0G1G6s8OkdNPxucKEuS6u9ovra7d9jtz5B0QzVahyZF1eMKB0pwGlOwmywNVJXgCYEJRuzv9yoLWSxpmNGv60NUOyPpoWuKWwuAthmLApvCrd7I8JnZmpJFpY/AaYlNSlddBtk+yj/ddGt8KVCBV+EzW1uafSbQj6tge+S2HD3qyjWIszLQjL/O8816TTDbor3W7NSDN8JNdDLJf+WRrqEhZ3uihCK8TLrZ+LWFtz21BdR/Mq5jxxvCyOnX+5Sjfc1eehvtqOZxKjCwAAAAAwEocZK13B2DZG4+pefTSWJxs6HHr192CJ9QXG0XQWQPXfUXUrq3+J31/OpK/rH1Eo3dlhUrrbi4utoHR/+fnn/vY5cucfkPSNk8hKOrAgVdUo3dmD0p2KUHC4ueGlSwPMB5RujouxbUU6t3X2Y8vvvRb3GsibdFC6TWko1rkzZIF2xvZNN90vRJrv+GW+Kq9G/0uOdhvT705uhRt/8zTbLKmzmStd47BG4xEam+xf6XZqhrUn7Y67KLbL3dzeUHPLCFvnmXKlmSkcLotTf+5wUdq+mjqSJu1ytRXIugwAAAAAMDKHGSvd1epN813Hm9JutS5/43DoOiNT5hob4O+nbgKo/tq88i3g9DuzoZx/CqW7XLRKt5o/N4+fvP++132O3PnHI78djnipgNKdBpTuZERl5s/qBwCYDShdj0jntiFVrdkJol0cCP43+Xmn+6jspHRj3dTee/PEvs7o1EyQJ2Ix1Jh+hbT+zmihUPc2pStv1CZ+3ArvpWKG7DHHJl42TX/ctbB5b0afqE+9ZB7uOYTS7dKMomDzC8a+Lop0uYOgOVC2tWZhvKzu/HVIMt31sjj05xNRum4JnDqlYgcAAAAAAB8cZq10t73D4dANRqajInWmiwCq/hJ0aARKd+moSvdnL19KPvfFo0f2Sjabb7SD0w3LR+7844HSXSgoXQAAFZSuRya+lgBeKZQuGDiFL6qOR+/UyQhdAAAAAIAJOMxY6W42X/XzuW6T6pqMzECmxr3avKTrH1Uo3aWjKt3Pnj4VO7SLz9WmHDctH73zjwdKd6GgdAEAVFC6Hpn4WgJ4BaXbRoeRumdPT6WL0AUAAAAAmITDjJVuReZ26wTLlbE1LXfDZGSaUsioiLSby0mkhMxsdfksv5OQ00gai+tsivQ5kvK/xepmV1Py5jV2ULpqRjgYAknpfvb06YtHj0Sl+/cvX1o2l6acruytOhW1gFvnLxc2E5Jp03DVJrSle3e4oZzrdKnecCzKobjv1HgOxe3srW1u1szrGNa5/sIy9V/rLelecm7MROluAQBmRozS9cSkTzkAz6B02ymlLkN12+ildHHmAAAAAAATcViC0o3jynRspaTKpuUOWAcqVn/SdDVQmSZKCaTBs0X5XfEnU15mpf6l6T72L1VHVSV5hWFpqMpml23qrHR3u1IGhbUbChjHNgCS0n3x6NHHDx9WPndz585vfvUry+Zela4yRrX+3kDRw+p/RpoNo0b31s1y1V3pttcpYFW61exmzboapd13qj2H5Rcomnd46xuS+hYL0zsuaM6jl4vayOGWdC85N2aidEd4AgIAuIPS9cikTzkAz6B0XdiTf9mJ7kq3HqDLmQUAAAAAGJsDSre5VM5j7GygdAmQ99FeUrp6wSXU03k2U/0GxdIgkNe4Kl3RKGX1FQv5Hq53JKX78cOHzy4vK5+7vbhorcFX4mWlL+kndd5Xi+UKlbLqG4Ie35ForVNZaVS6oXwoyt3jvlO1wdqWtd/Ru0Aelhtnw2wjUenmd1+jhGx+O5WcGyhdAAAVlK5HJn3KAXgGpetI8tt/wDjSFvqM0o1C10xEAAAAAADgl8MSlK4w3nDbTLysX+6GYmT2Uo7ifKGrgWpzpRoNJuygfVSwCZvS1VTkqnTVErl4mrMVWiiS0n12eVkp3e3FhYvSjbN7QfG2luVOnb/oRLrOYpa/+pLydxa6KN32OpVV7vePUt59p0qD+01QHGWfYKGtkaZbsviiRdin5NxA6QIAqKB0PTLpUw7AMyhdAAAAAACA8+QwY6WrZo4tk9HG9uVat6Ug5CQWCULNGDvnUbor4/dVjV5Hl+jZ1yhdtZoOc+kqW6J0B8GL0u2IU+dXsjALyB3M3K9cv7NgUrpORllaY1W6+yja7bJ0ytWkug5etv2QzafLdiLz28ruoE23ZDH8NmjOuutWcm6gdAEAVFC6Hpn0KQfgGZQuAAAAAADAeXKYsdJdrd40ve2bUt22Ln/jcOjV1Lcl2US0svLoYKCqcY7ZZJ2y2XVUulb9owOlu3SOT7zcHZfOb7ej7t32uMmpXep0bbRwh+aHXs52Kytdp51KDa5nHdZjuKfzwe/2UcWh2caGqtJ1Kzk3ULoAACooXY9M+pQD8AxKFwAAAAAA4Dw5zFrpbnuHw6G3y82UDgYqLx+F1di/htd1Vbpdh+nalK57swVQuiMjKd0Xjx59/PBh1ZU3d+601vDZ06cd9+nS+U9N6VbTRInfttAnXj5C6aaaWMtOP3wfpZuD0gUAUEHpemTSpxyAZ1C6AAAAAAAA58lhxkp3s/mqn891m1R3GKVbblaMB3TITCs7JMtEoeYGonSXi6R048zqpuNzyw79y88/t2yeFE7iZy9fdtmnu9K1Jl52yToslfSidM3itusa/YS4Tjt1T7xsw2WKaqONzdMph31Kzg2ULgCACkrXI5M+5QA8g9IFAAAAAAA4Tw4zVroVmdutEyxXxta03I0uSlctVmSutWwuGSBnpVvV7WaHULpLR1W6CduLi8rqPru8NG2brMqVbsd9OnV+y5cLlF6XV2jM9C2PQne6oZzrVBqma7L2kNXWuO9UP5t2V6e732W54q2yNb8ldU1Klwe7PiXnBkoXAEAFpeuRSZ9yAJ5B6QIAAAAAAJwnhyUo3Tiups3dSkmVTcsdcFO6dbpWMVtrORWpMPgwiqTEqlL9HZRuPS9noEnXuo92Ydg2qNdZ6aoeCqU7MlqlGwtW9+k77zy7vJTG6ib/TBZ+/PBhd58bO3d+/ZcL9kb9KiUb15Z0vKE61SnXbrbQ4qp6al1F6brs1DCsOF0k3STJ1qHktNU7TvKt+6i+1/ICqyBuNqn49BOP1b3k3EDpLo2bq7SzX90cX8n6+tZTmwBOD5SuRyZ9ygF4BqULAAAAAABwnhxQuo4FUw2TzZMZ5EZmp59Js5hK06SKHJVuVmFZSVZtTvVvoXilf9NdB4U6clW61cZ1hSjdkTEp3ThLqvyT99/fGjKMf/r4ccd8yxXOnb/sIFXXDjRdMK56cX5XFDeKvqTjDdWxzmZ7bXPpNqoKd/q5dIvV1p3qzqF6ugJpW80dV2RFzsVuGIdh8c+G0g3iXT7SNqgLqPeje8m5MWulm9vLDI1+tK8dGaMjvb29ub5ar1c16/XV9U3/9qpK9/Z6vbJK3purtdS6/kq33ln+k4Z1coQ3t1NfkRMmu3pHSn1oBaXrkUmfcgCeQekCAAAAAACcJweUrkPRdGBsrVPz8XvKcNcorJVrUUqUKF2VblZntmOh1tTtagbuRnXrihGCjNJdDhalG5ut7osPPjhinx06f9oLxU6o7YF1L27eK7qisdsN1bXOomaz0o3FcblZPXtNeXGngXWnhnMo37Py+TJkSk/vr0q/roI4qbfxLYtshtxo15C/6nlwLzk3ULo+0BvS21yllm3M0LU4l76uhzCt0hX2ZVS65SEeKR2T05KcF+1xWVadB0jdEUDpekT/+BGf2l3nTgCYDpQuAAAAAADAeXI4X6ULMAvsSnchWL6YMKs6F0klaj2WnBso3ePJ3KbchFJ4aobk3t7eXF3VxfOSQypdQyU9zpq4XZvSPUY6CtdWrsOy6ozocc2hIyhdj2iePXVuDZQuLAyULgAAAAAAwHlyWIjS3Wy+Wa3erFbbzeYrl+UASwGlO2KdiwSli9J1QDdismjblUuC5QUp3cZmotKtdn4rXJUjrgtKtxWmQx4alK5HlCdPJXTD3X6JT044a1C6AAAAAAAA58lhIUoX4FRB6Y5Y5yJB6aJ0W9H51Lxlro1ajtJtymut0pUG7/aVrijddrSDw8EfKF2PKE+efAIFx1koAOYFShcAAAAAAOA8OaB0ASYFpTtinYsEpbs8pSsJv9uba2H+WjkHcqfCesxG18E3alMXN9Ia580qpuTNa+w1l668Sa10s4l8q32vLeOK5d04KF2d/m1cSbVwY5SvyNWNZZXYzGxm4sYkxppLKYvhW/EsuF16y/7KzYftjYzTHRaUrkfkB08xSBejC4sEpQsAAAAAAHCeHFC6AJOC0h2xzkWC0l220r3WGVNFbLoWtjSxp9HNbGBCOeluTuHuSoGqDEr1qXRv8oPOd10KRIMkVPbS5m7FikZSurbpfZuH1TituoqdRgCb9lduPHBv1KX8Bm+gdD0iP3hQurBkULoAAAAAAADnyQGlCzApKN0R61wkKN1FK10TtQPrVFiLJvltxzzKpg2Kpeu1vMaf0s0Xqm3XNl4dEmrzp6u1tmKlcq9Kt/VyCmeg/dK3XkHL8WuUbnubuvfGHhm3wR2UrkfkBw9KF5YMShcAAAAAAOA8OaB0ASblJJQuwFGctNJdl9lqb29E/VaV7lTY3MKmU+vs2WxK1zQ005PSVbcpdqvfq85dG5BSOLsr3Ub7dE0xrWpczHrnt+Lyln7SvPL2S9g4ejEv8m2yx2ud0h2gNzJMd0hQuh6RHzwoXVgyKF0AAAAAAIDz5DAbpRsBnCUoXYATVrpmAakZRNleWIdOpvodpWs6bC9KV7eJfr86d2hVutK5G17pmvZw0F9m06W3d7n2hhvbOkhvZDbdIUHpekR+8KB0YcmgdAEAAAAAAM6TA0oXYFJQugCjPXpMa70oXV32WovYUyWaQ2EdWpna1bNNpnT1bTSOx5V3oDeNzVGl5Yrhla7tilkvfbO4xQy7tMJYapjeqMn7Dd5A6Xqk8dTZR7nQxejCQkHpAgAAAAAAnCcHlC7ApKB0AUZ79JjW2pSudSikfuUMlG7XYbo2pavZ+fhK11C/8eqIK4qKULqD9EZG6Q4JStcj2dOmGJqbE4TREmefB4hRugAAAAAAAOfKAaULMCkoXYDRHj2mtTal25he1JL2V1hlt1+SMetU2NxAw/BV1zlO56V01cpMZZ2UbrHGVHYQpdsx8XIvpds58fIgvZG5dIcEpeuR7GkjKd0dShcWCkoXAAAAAADgPDmgdAEmBaULMNqjx7TWqnQbTne1vr4phNbtzZViDTUbXAnlxWo0E++2F9ZiyHxb1OA2fnIypWtO6yyuMNpfp8TL5Ya6c6rP0awUry6MfVVjD/WK9kvvoHTL7rbWDQcv9lfv8PrqWh0LPERvbL3wcAwoXY80njr7KMw7NImXYZmgdAEAAAAAAM6TwwKV7qcPH25XKyk263W+9sd/8Rf/7epqEPcGMACdlO5Xm43a+V988EG+9tPHj7+4vvb38QAwEqM9ekxr7Uq3OeJTS1NzNbxYW/lOhfWYxkmW7V5fXd/IVaTS76quWD+odwyl23Cfh1ofCiUtdbdfGmFDh8Km0bvSauOq9l04jObWKV3JtWqqMO1o4N5I3uVBQel6RH7wFFIXpwuLBKULAAAAAABwnhyWpnS1PjeJ//vP/uyHV1c//ou/+OF77z3+9//+k//xPwbVcAC+cFe6Wp+7zb7P8On19aePHz+7vPzb73znN7/+tfcPCoBBGe3RY1rbonQP9RBJreSypOVdr9XtmuU7FdZjVZ5Cw9cFOjtX6d/11dXV+kqcfbaD0q33UVOUMiVevsobmO23aqvLNLqN3ZovTptsT47VKXlzc3WnVcK+bgyt6at0LbvTKN0BeqNhiDh4AqXrEfnBU+RgDki+DEsEpQsAAAAAAHCeHJajdH/0rW/9+E/+ZLtaJf9Nfn7xV38lq7HvfOeH7733N3/2Z//PO+8MI98A/OOidLcXF5s7d5LOn/734uLNJ59IBZ5973upz12vt/fu+ft4ABiJ0R49prXtSjfhNh3Y2tBca93w14Os6sQEzWtJ6nUtbGqadYisruG6lgu7LnbcQ+ka1aJlLt00+XF91HLLrNLQvFvDxcnOhbCvW/uUtA0lLh+xcdVBPuOZ2b5VT7hha9fEy6bdNQ5+0N6I0R0YlK5H5AcPSheWDEoXAAAAAADgPDksQem++Ku/knyutth/u7rKlW4Sw8g3AP/Yle6bTz6RfK622BfX17nSTcLfxwPASIz26DGtdVK67phU3fGFTZzwhKYk9j2SIXsjF2doULoekR88KF1YMihdAAAAAACA8+Qwe6UrZlr+z3/6pz987z2LHcutrr0MwKywKF0x0/LTd955dnlpuZdzq2svAzBPRnv0mNYuXumerlw71eMaj+F64wl/kWA2oHQ9Ij94ULqwZFC6AAAAAAAA58lh3kr3xV/91VaYM9TF1f63qys3k/YqvLuSuXv3fvjkVRcfB3AkJqWbjs8VOr+Lq/3i+trtvo9Cpe8HQbiLhn+tmb9BNb5AbVntUHUYGQtEYf/KYVhGe/SY1p6A0i0qOjG/hjQ8nsF64yl2uNmB0vWI/OBB6cKSQekCAAAAAACcJ4d5K90ffetbotV6/jd/48+klUr3bkUldsP+VvfVk/D+XU0FpuVw9piU7vbiQuz8v/z8c3/3fal0g5LqJb7FiHphWUp3H+3CgLe9IzDao8e09iSULo4NdAzUG+lso4DS9Yj84EHpwpJB6QIAAAAAAJwnhxkr3Wr+3Dz+i+cZcnOl27Ssr57knre3e9VValsOoFW61fy5efzk/fe93ve50m3az33heYd9uTml0u1ZI297R2C0R49p7YkoXQAVeuOSQel6RHnyFL/2DP1dNoAhQOkCAAAAAACcJ4e5Kt3tD34g+dwfffe7djX28OH/l4TzcoNlfXI/fb9z/0k3LddSKUoXjKhK92cvX0o+98WjR/YbebP5Jgnn5TqlG4+iMFG6oGO0R49pLUoXThZ645JB6XpEffRUKUvGmHgCwCsoXQAAAAAAgPPkMFel++O//MutkHXWxeeuVnESkr01LTda1nwxShfGQlW6nz19KnZ+F5+bd3LJ3pqWG5Wucbk/ULqgY7RHj2lt/hjaAgDMjPl8Qk6tZI9F8+wpci+X8LyH5YDSBQAAAAAAOE8Os1S6P/7Lv/zRd78rWq2nP/iBRYpV3layt9LyJISN9JZVY3SNkrcxoLecmrdBUrtpubiDbJ7deuXd++ET2f3W+8pKV2U1RXV8/erJ7+/erc7DH+/e35eb/dP9ZMnd9J+vnuzvV2Xu/vH+k6+blbiXhA5ISvezp09fPHokdv6/f/nScgtX3layt9LyJARM6lZrRfMJZes3nkGoDmfJKszehWalhbJS0c5K17lml7l0NUe9j5oHt4vquiTs73r3URwE9dkOwrgqHSZLgjg7hDisygSx2lb3kifGaI8e09r8MQQAMCtQuh7Rn2LxdxyULiwHlC4AAAAAAMB5cpil0v3Rd7/719/+dqW0fvwnf/I///t/t0gxT0q3mEn3rmRvHZXuk/B+wt3CtOaET16ZljcqF9bV/3yi2VeYt/Buo2jbkOJ/qvTr3fu/v3//93czq1seeCFqn4R/zPxsWuD+3T8W5cOvG/W4loQOSEr3xaNHHz98WHX+zZ07v/nVryy3sFelW/vTglptBmFG/c9Is2GUF8/Lal+R9lW67TX3UbpVzsW62rzO9BVvdbTFoWtMdkWlX4MwDsM4yH6uWpeL2mhX+tlQKN8Uie4lT4zRHj2mtShdAJghKF2PTHwtAbyC0gUAAAAAADhPDrNUun/97W//8L33Kp/7o299q9WL9U28LHH3vjro1U3pimWdEy/nNayknb6qFislV3cbdRTHYEvo/HV4N5e5/9QcGLx/IirdNH7faMWrfdP8dioJHZCU7scPHz67vKx87vbiovUu9pV4WfGphfGUxsPuq8VyhUrZwggLVfZTui41d1e6urbso71cY+uonV0gD8vNKoojUenmXylplJDNb6eSJ8Zojx7TWpQuAMwQlK5HJr6WAF5B6QIAAAAAAJwnh1kq3R++916ldH/0rW+5KN0os7eKt7UsL5Xu3QrB66oFB1C6RQt0g2yV8hrLKyw3O90nv08N0f1/MqyOKlGrtuJVPhq33ta9JHRAUrrPLi8rpbu9uHBRunFmbxVva1muKN19mn9YErWFNdU5UrP81ZesV/RVuu01d1e6rTMHOyndKJOwoa1ILmp1hyBv617yxBjt0WNai9IFgBmC0vXIxNeyF8mVIQht/Nu//HbyNhAEQRAEQRAEQRBTxKH6OV640u2I3rI+Uce9DqZ0s+0NNlbeQLOv9krStXoJK5CL2t/rvHI2/PZuc9Zdp5LQAS9KtyPV0NcmQSjaSyULs4AsO812VCrZU+m6eOWeo3RX6qy85tboKtVLWJFc1OoOIRt+GzRn3XUreWKM9ugxrT1G6T548EC8jZJ/+jsxAHDWoHQ9MvG17MXUfyQS8w2ULkEQBEEQBEEQxLnGofo5no3S7ZF4uTsm+6rY06GUrrHeuvJjlW6edVknYWuKGXJ1FUir3EtCB45PvNydag7Zkmyi2KYutBtSyfda9G9zVd+5dNtr7jOXbjU2OT0Vqtl1Ubp51mWr0S1myNXWEqpK163kiTHao8e0tofSffv27evXryWfW1ndZFVSYIBTBQBnBErXIxNfy15M/UciMd9A6RIEQRAEQRAEQZxrHKqf49ko3R9997t//e1vFwMVM6vb6sV+/Jd/2dGkGZWuvAKl27kkdEBSui8ePfr44cOq82/u3Gl94/fZ06cd3xG2phyOh1K61rG/up0OqnTz7aIwqMRuw+uidEdjtEePaW1XpVuY3HffXSU/PH++evt29a//mkbyQ/LPZGGyihG7AHAcKF2PTHwtezH1H4nEfAOlSxAEQRAEQRAEca5xqH6OZ6N0o8zq/vhP/qQSW8//5m8sUiwpnMT2Bz/oYtJmonStiZfruo9Run80zrSbYraxeTplaS5dp5LQAUnpxpnVTcfnlp3/l59/bnndlxRO4mcvX3Z5R+iudK2Jl6VpabVl5ZIO1QZu6Z/1NXdXuuXmxYhdYV/uStc+3a7RxubplMM+JU+M0R49prWdlK7e58ZxGlhdAPAHStcjE1/LXkz9RyIx30DpEgRBEARBEARBnGscqp/jOSndhB9961uV1f3he++ZjFiyKle6HU1ax8TLqk7Nyx0xl66pYl35nnPpvgr/uGqRrfkMuRrtm8/Dezf8untJ6ICqdBO2FxeV1X12eWl615esypVux3eELkq3nGrWZRrbokKN/FRXGIvqFap7zUcqXU0NLkp3v0s7v1225jPk6g4hXR7s+pQ8MUZ79JjWuivdwud+//sNk6tG7naTYlhd6IQw1XnLZ/QiiX4eZN9WCsJ/nropA+P0nG0FpesRD1d1dKb+I7E9bm/C9VU0eTPOMFC6BHFk3P5juP6p8ePr9hfB+hf7yRtJEEQeHm/Y2+tgfc3dTRAEQSw9DtXP8cyUbiRY3f/8p3/6w/fek8bqJv9MFv71t7/d3edGJsv6JNesjcWvdMsKoatVuqp6NSwvKlEaocpiV6WrHFXuYWXf+urJvixSFFjd/f2TxvH9Pl3YSNrsXhI6oFW6sWB1n77zzrPLS2msbvLPZOHHDx9297mx86vmQi1ITnNfLFbSI6+UxMWakpUqTqptTF671+/NveauSnefnPy9rYBeaqueN/ewkm/dR7WZzQusgrh5CNnCZtJm95InxmiPHtNaR6X79u3bYnyu3eeKVjcbq2ubV7e8IxSCbIbnU0q2LdhKq7NUTon9ixWTs492YRA02pxNUa7Mz+3CaEo3anxwhQ4JB47nD7tgWyag2OaHlzVjNvJ6n1/LxpUMd0dcSJTujDjuUkzD1H8ktsVN8Zvb1c3ULWlpYePBc+N/L+nn2MgnAaVLTBT763V6Iw0iRHzcsLfX2UN8vbu1l/zHMP+G2dU/6tb+brfOflnB6hLELMLjDXu7yz7DhvkQq5sUXf80yFu1et72cUQQBEEQfeJQ/RzPT+lGWVLl//Jnf1a/A2zGj//iLzrmW64oLOvqbkX1t8P9J9JA1Mrf3r17P+Furk1DjWata03L3ZdUq3l5WfX96p9NzeuodKvdCFvnWZGzAbZ37//+/v3f320Mti3SKYf5SNu7VQF1QK57SeiASenGWVLln7z/vqnzf/r4ccd8yxXOr5prs5L6iYTqnxrxGux2YV3UULJZayY+BBUSKG1yr7lSxQpFpbLSzcsXB1bW2mhAXWVaIEz3Vwvpeud5VuRc7IZxGBb/bCjdIN7lI22DuoAqUNxLnhijPXpMax2V7uvXr4t8y60+t7K6WQbmZENjpUala7wrurGPkvsn0I+3N68aBEXp6netnpH5Kt39LjRfvl4ndiylK0/kfYzS3aefWi5pBDRKt8xCMLnULZPvax9NPU4MSnd2HHcppkH7t9vtTXy1Ln43qMK/pmyN8qXofH3uYVSle3076qGhdJcQ++urXC8O0OsmPKieStfhbIymdEsBpNdDeT2FQrKVIQhijPB9w96WHzVD/QJTNricRBClSxAEQQwRh+rneJZKNzJb3c16fYRJq2WqwN27is4tSj8JK9taljJo1id1wUZlpuWvXj25L/jkpPJQbUPvUbr50q+f3P/j3erNz90/3n/ydVmimiH36ydhpWjju/f3SiPcS0IHLEo3NlvdFx98cMQ7wi6vmvfpe25RwepGLFUz3mYjnKqylsFN8lAo00go95rNYkyvdOPmga30IyKFl/z5kDt9NuZ9aiUq/boK0kFntSsp1Um0a8hf9XjdS54Yoz16TGtdlO7r16/TrMv5/LkuPjePbF5dW+7lNqXrfK9qsOjBKfL7qkpXt2/NCZmp0tUcz/HXbZQLk2eM93VW89rcMsPrEi/PYK7w6ss66rMlfQaGKF2U7jSof7hdKzJ3IqUbXWX3TLvWuY2ur4K18Hm+XofXN7qtbndXV0H72LreUbzC9STXbuOrq/gm17ii0r1NhfsIl+PclO6t3JFWeUc6trc49jqNahRaYroLhK0mS/LZ9bZqv2H7Kt2uZ6PvDeugdKOrrdOAvttf5L+ynJKRJyaIKT++qvtOU2zIEffHtFmOQW7Y4oNiiG95JSf2efHt1evfMcyfIAiCGC4O1c/xXJUuDEklaj2WhA7Yle5CqMTrgmoeD2k0nJeSJ8Zojx7TWhelW/xF/Px5mk7ZXekmhZNNLDPqigZTyAsuvj3sfQfMVekK4x+VnVfn48hBkkMjmefmV0Ly/L272Srd0KtC7aJ09eQDdSe7ylUmf58NQOnODg9XdXSkv9pur/U+d3yle3NlekUsxv7myviVJXVojGu61N7hVelW1yI9kNt4nV2CG3HhwJfgnJRu4R20HCkjXHtdP6U7g1G6XW4rxxt2yFG6mnPuX+ne/NR93FypZswzeBKENab++BI+u5QH0wRKt8eDfrAbtrw0V97v7sJBM8CfIAiCGDgO1c8xSvccQelOzMhK9weD8B//PPl9+N/9h/+0pJpH47M/T26cf/f/OhyCU8kxe8tojPboMa3toHRdZtFVZ9TN0NerVbqSMezrheaqdFdhGBr2XhvdMJyx0m0KXZ8ucPgLkxtYj5Ufr3TzgbpH1dCf/Ix772Mo3dnh4aqOjvRXWz1Ed12OD50kipTLgTXV8L7QvqvV+montHafj1dautLNzkN8fVVcjuS/6/y/VyNdmmUr3Zv0RLld6KjsR0lHim6Fc1t0pFGVrr3PzzGcbyv3G3YsDTSQ0i0SogbXv3Or0CHjK3FesayPr/w+WmdjhOWSS1C6g96wA80fUbSB0f0EQRDE0HGofo5RuucISndiTkLSMUrXBqN0Wxnt0WNa20HpdvK5ldXN0NfroHTlGaAVA6UWNuYEDiPLKrFZWW70tuTosn/cW/OjC0p3t9OP062NbjGDtnqwgzWvQ829hHu/Nh9dQ3XQ5VncBZq5a8OVvLBaso+KmXbzrPLi2ONc5kphM7NRuC2nD/h5swWTffr1Ua/SzAGWy6DW67JtDUrXI10u8VyQ/mq7Ku+yab1SoX6sA1vKlIYd3hUvT+nmcVtel3E9+6KVrvMZqwa4DeVSUbqNYk437LKVbjHir8uo2y6DBInTj4V9fBVKd3edPbib7nIBSnfoG9Yt5UjHQOkSBEEQI8Wh+jlG6Z4jKN2JQelOVPN4oHRbGe3RY1o7O6UrLhT6/0hK1za9b/NubNhDXcUNoyUo3WivdbqC0RVzTzd3OlTz3Gs2XB4LPdt8dA07TUu1WZdNSneXj8AN4jCsxa6QIFxYnpcJY1u+abPSzXMvexo6/Ievf/71H9yKdja69YUIwoz6n41KdBW7bluD0vWI8zWeEdJfbe5K9/YmndG1/q7FOr661owqum0mCk62WpebGEebOo1qKYcmteYzLGuzIb1rLV9QZwvTVLFVDesrl/yTPkfp3iijdLXnuSyvzFJ6FV6te04fPLDSzV/15yZif3Mdrst2r9ehB3N9W/dPW2cuU4Z2Mw7SeV4HV9Kclb17naOa0WRpNve6Hv1ZOcDmuNoeB+h8w9Z9I78oWd+oqtT2jU5nQ7NhW2H1ttJewTz6Dbn9xzD7xaV1nGCRWbrlg6hrdP7cmEkzZhADtXlZH1/VJ0y+YePYzUq3tRn274FIx97jIzePYW9YsaletTtKlyAIghgpDtXPMUr3HEHpTgxKd6KaxwOl28pojx7T2rkkXlYImil9R1G6xvVSOaeyjXaKSjfWOV3R6MYGpTtG89pqFku6yMCebe5yJA5l82M1pDg2Kd10WG6jpxULm93SOfGyWel6TQf9h6//brv9Oxerm3c592eMftrdfbVYLqkucdm2BqXrEcdrPCsOYrJlc6yvG3/cXZk3kV5aikpXO1Gv+kKyfItrfVdZvs5tT2Z4jNLVbmt5Vz/QXLrXwly6V8a5dKu33+0H6BajKN3V1XV0pTnLft5+V33b1E/KVMAdLtntTajvUeL8rfNUum792diRxJL9pI9r9tGyb9xoJwlVTtGQSrfrbXX7iyD7FaTrh0AxM+b6FzY3JzbG17DHHp8bM2nG5DF0mxfz8VV/aaS6c6s96pWuUzMaxyjd9cpXRPoq3UFvWKm1Pocqo3QJgiCIkeJQ/RyjdM8RlO7EoHQnqnk8ULqtjPboMa3toHSfP08VrbvSTQonm6xWDx480NdrV7pNp+uudHN6zKXb8IH1zsUxs8K+G6WDIoHsPjKkJW4oXY3TbRhdvdIdrnkdau44SLd3m/u0TS5dHXZSPPt/pDenJqVrKql63iOVrqlhfcms7s//ua1Yfi2dc2fnV15XXHHDstLtsm0NStcjbhd5Xhy6K93W8uI7xspLrg1bSbL40C3rcrf3mR1T4Basr6O8/G2rlvI7SvdWGMh8I+jybACXvItqyJI4neJtMZiuv9K9ae8bfd1rw9bVzb4t39V78jiVBE9OprENTkNH8+YV4qDqFQdRT+jqGTzxcmuv69SfdQeYdKR0qKxhSKbLAXa8YZW+UTR4ZznPrmej16mTbqsb823VI4mr+4b+XWqvz42ZNMOh2uE+vgZrs9QrFvHxJeYByH+uq9Ip3W7NKA+zboO6pHubqzM85A0rXMeOV6o1ULoEQRDESHGofo5RugCjcxJKF+AoRnv0mNa6KN3Xr18/ePBglcTz5x2UblL4wQOjz41blG5Oj7l0c7orXdMeYr1iNSVH1i9vKl1lX02jq61juOZ1qbnbTLr921xW3b8GzXS8hsGwlrl0JfIMyQMp3fZK/vnn2y78XYvV7TZK1/YdI7kmWel22bYGpesRp2s8Mw4dla440nZ9VWcAvhFH4Aovn6WRudUm9U7lN9VOU+/1m5yuu9KV/FrbK/SB5tI9NJWuJowNO2b64NGUrnytfaeprDvhWspZrRs8pQz5FNZakojmkkLT5n5fJGhiPRUdlK5Df+7eh10OsOMNa+wb7fvyqXSNl9vcjP31c/exe80689GCLbNz+jWGvT83ZtKM1us7/MeX9zYrsYCPr0Zq97xVVVXqTrs347bxXY7yGwXGT8Uul2DoG3aYXvG7KG92DxNNEARBEB3jUP0cT6p0Ac4TlC7AaI8e01rHx9Dr169X776bWl3H3MtJsaTwu+8mGxor1evY5lBSZRjrYErXsoVuncPEr2alKy5ISklG19V3empep5r1o2MNHN/m/jWojZuv0jVkhJbpqnTbsi93yQRhH9Ir1SQp3U7b1qB0PeJyjeeG9FfbVduL7lrFyq+X6/FE4qrbVtVreE1tT9A6itLVvDFuGWszsNI1npPjfaIuxkm8rHP3Tn2gW9yWkzivhRmc68Fibk6kKK+9vsY2z0bpuvVn7ShdawyndM0TaLYerA+laz5v5kMu0rF2m5czj2J2zhGH3Q3zubHUZsy5zTP/+Goo3XKT4lNFuZd7NaPO3H5dHLXl6dDlEox1w/r53aAQ0Hmsf+r6EU0QBEEQR8Sh+jlG6QKMDkoXYLRHj2mt42PobT4r7rvvOs2om8+imxROJ+B9a6zUpGN16X1PTemKS3aS0Z2z0m0M023TgVMqXdUgzlfpOo7SdcUx8XKnYboo3WXjcIlnh/RXW6vSrQqoCZPFIVHVe0tR6bq9zJyP0u3+9nU4pdv3uJapdA3TL+rmYraZbikqLVJ1Ra0TsTTDZl0Luozo1Hae4RIvu3bLcvLK/5+9t3fV3MgXdd9/wYHh5MuROVEHbaPoBBOswOzggrmGhjONAwWG09C54V3QG1aPB4wMbjZtMDhwsN2ejZONYG+w+zLDwMxwbgd2sxMNs29wks0kKxkms66+VaovVelbep+Hwu4llUolqfTx6lH9qqj1w+j2257+a0dVuoNOqz0p3ZmuGzutxtx1PvLlq6t0ux11p6nGXfe65DQuw/GV7ubOCxKJRCIdMd01/05RugCLg9IFWOzWY5rrfhvKYy9nfPRRj9UtfW6WzTKKbomT0tWoREO45OmU7sAowXKFrEpXGvfVVHZvJOXx1fMruRst2+4Dx9d5oq2u5m5a6U40lm7lc3s66JZYxrjVZ7UGT5YCLctK13HZFpTuhPQf4e0h/WpzV7q6fjRWpasZClCbfJTuvGPponQPpHS13dzqxmYQBBeqdO/EcS2b7XoYfTsizKnnCYvSXSJtxKVupBpz1/nIly9Z6YoddSdTum345b6L5HGVbp3+UlWbwMskEolEmj/dNf9OUboAi4PSBVjs1mOa63UbqqxuGYH58887brc0ucX4uWX/3B6fmzoGXtaIx1YvamM0K9nDuCOTTLM6a2hnJPpYw6OVruJ0tWVrJ05cPb+S5XoHYRQn7V5MsoMSBkp46aF1nmarq4X08Y1XV7qm7sOD+Otv/6Uv4HKnUvLRNWHRv4qylcfS9Vm2BaU7IU6tYWNIv9pm7KXrqnSdxtLtHU3PthRK1y0tM5auu9Idvn++bYXIK92KDPvHJCNm/ZBgE0q3Sq+Sb2/D+63c1dfNZQM9T9j9Kt2FhuacJG3Epc5YjdkuX0vuuh1cvhSlKwSmnqYa4vjarlebA4+le7dGnHYSiUQiXWi6a/6donQBFgelC7DYrcc01/c2pLe6A3xuKnf41CN19XPLq89ezzbO6l+FsIbxSldyo3ppKkydr3peJXvlH1/nSba6Jne1oW7iOKWrlqnBrHTVYhek3r+FmZfnxVEYyr5c0q+1XFe/p9B8YeGwbAtKd0IGto5VkX619Srd4WPpuirdvvFqy9R02LFn66ajKl3zeu3v/HvSakr3Vf9oiT4Hvf4IQdcCrarRNArkrB8SbEnpKkdEe7o5baDfCbsJpTvstPr2nwf2nhu84PA0z3VjQ9WY7/K11K7bx+VLVbr1ffz+bTxlNbId/sreN9m5zk09FzlhnZ5qvNJfovvZ2m+C279MVCCJRCKRSPp01/w73YnS/eF8vmlHKqjSs/feK+d+8fjxN7e3U79TAZgLL6VL44dDstitxzR3wJdFr1+/fvHiReV2u2QTs1m28XNFem1d1wCpkYpzD+UUvLk722uWsK7YUJuhSlfb81ia3t0Fc1XPp+QqfxzaDp6wzknrPLCEmijQuNoxSrfs+Zt31A3SMExDy8lkVrp5rYJ0HaObk0TCsQwqdK2kPRBBEOYEmkypTum6L9uC0p2QqdvMEki/2nqVrhg98v7DVt22PrfbgXeA0m1f3lqzNSPruYs/x5L3p3QNDrQdfHBXgZeHRdXWpuYLBHMjqQWB2c4INey3CWrybHWbVLpWJTHDCbsNpas/rRL7aVX13fPuPefYW7AxhlNcZIZfNzZSjfXSInXezeVLp3QbdXt/fDXqWM3Vfqj/NIVxcL3klpnnPWFNx2J0QumSSCQSaaF01/w73YPS1SqtLJ3v3//i9vaLx4+fXl//4y9+8ac//GGmtysA0+KudGn8cFQWu/WY5o4JFiFZXaeeuSJmVRfo+gyWvQZb11T0HzSOx5tKqkruxGucVa5FmBsEuTiUazOF0hUmd8SWZQTZearnU7KyQOcg5suox25cnacpodx6TYjjUUo3n1pZ3Z7gySalawgHvTCJvIOLPazpuJu7fFEA605UndJ1XbYFpTshI5vHKki/2nqVrphHn7q9dwcoXddOmu3Ieqf7D+NXbYWTV6/i24eBZvFmkfvGgUHztDul2walDKvtehU/dA5TaUoLKd2HUXvsXiXfPqyuXmO76L5KH97vb8zCUcsvlw+/TYTYodU+FN/D17KgkFmvhOlljGKtpPBrdSsr3Vf5VkTfivshO6HqoXV7xri0b6DHCbsNpTvstKpUi+fonI6CRhyHdIIef0OvGxupxppp5jrv6/KlVbrdUMnDq6Hr4N8TyN3xilSmWU/YTn38r+1TVYBEIpFIpOHprvl3um2le3N1dX7jjez2mP/36urlZ59JGZ7+8pe50rp//+bevanfqQDMhYvSpfHDsVns1mOaS/x/uCDKTrUucZKXYtWoy5sGpTshKx/LQUi/2lyU7t2remg/nc+V5MgQpeseu/JV1HmL3kXrBNteVCLSijysUHeAv96S50uCL+usXf+y3Skto3T1u21kb6ZXdUvOGqTDW/RGWbpUppHOGgx6y6fVubz292x1fkrXvHXmVuS0gXfuJ6yX0vXaG567Tnda5T7adlpV3fe8RsV1DeLaqc+UPWTlnWC/bmykGuum+eq8u8uXaZMF9T+0GoI67xRumu5cZ7Go+U5YsTITRl2+Q+mSSCQSabF01/w73arSffnZZ5LS0mb75va2tFpZmvqdCsBc2JUujR8ugcVuPaa5KF24KLalULenmLcDSndCVj6Wg5B+tTkp3SJ9e5vev9/K3OzftzqFOkjpKoEWbSl59W308H6n7/v9h9Htt0YnmL8Al96AH0Dp3nW7id3Pe2zdeY4qKKU1lG5+7FwsRn/6thMY3KU+eQcxsSHdNzaksldpp0/e/fD2NraszrnVrax0mxNKWEOQb535hHLdwG750kHvlr8ZpXtXnlZNp8LqtDI6rDL977CMFeLa78+rn2CrySaKBjDsurGRaqyb5qvzvi5fxtOhPd3Uc9mlGrZo7UJXXG3Nna9IM5+wkw4Nr9QBpUsikUikudNd8+90k0pXDDb75K23nl5fWzKXYsueZ1cYAvfBgbAo3ctu/HBBLHbrMc1F6cKlEW7GopZ+meccLSjdCVn5WA5i7R+JxlS9y93sy/ydpO0r3SmHFySRtpGqTnxO/f7qToJuPf56TdYkqf+6sZFqbC/tsc6k2U7YWmpP20X3DqVLIpFIpMXSXfPvdHtKN++iKIwZ6qKrvrm99XlZohk4LRzbcSUuRidUx/4bVBRK9+iYlO6cjV8/eGcxaKB1VL+FKKtnafYTnmKwCRa79ZjmonTh4oj7xr29qGpsFZTuhKx8LAex9o9ES4qrDjqTvwu9pITSJZHWSPHDGyfv8+rfg+J3uHNf17p77Kwnjnsv3ZWrsb20xzqTZjph6zj2E/Vk11XYbwhgEolEIpG8013z73R7Svfm6kq0Wr/7+uspX5QIXisoqf4a+XJR55tKdeytoFC6x8ekdOds/HXTDwREtzv6s4Ypqjep0h14AsJCLHbrMc1F6QLABkHpTsjKx3IQa/9ItKZFrMGxE0qXRFon1dFc7/+7uYV7RnwVRk2dQxIJK7JeNzZSjW2mPdaZlKfJT1iP8SOGpKpn8U1w+7+5h5JIJBJpvnTX/DvdmNJthhAt06/feWfS1ySlLQ1CqVNirn6iyRVq6ahQuqCiVbozN35Te0ySuO60HqzY6nqV7sASUbqbZbFbj2kuShcANghKd0JWPpaDWPtHYk965THAKEm3A1G6JNJK6VUlgAzBUdsROftPgWZQ0eKcCacZb9pSc8N1YyPV2HLaY51JZZrwhBWG0J3tBlfXp0pOUaNJJBKJRPJNd82/0y0p3d88fy4prWePHtnfe5zPP2fJdXohSxdTPChdMKEq3dkbf097rPvwrtbuULoXx2K3HtPc8jZ0AwCwMbZzhVxbyY5l1bvcQNb+kdifXt2G94m9PHzvoXRJpNXSq38P75tDuX77z4GTHqpd6v374e23yQLixq50V6/GltMe60xq0lQnbJ75YTCjzy3TX+Lbfw7uo3RJJBKJNGO6a/6dbknpfvXkifhlk4vSOp3yEdkkgWWavrDiQemCCVXpzt34Hdpj1Yd9JQWK0r04Frv1mOaWt6E//5lEIpE2lFC6E7LqXW4ga/9IJG03zax0SSQSiUQikUgkEom02XTX/DvdjNL96smTZ48eiVbru+fPLW88GnUlCSxpepZaHJyVXgNpp3YcVMfDCgP2tkjj7LbRbouZwkimbVHFWKBClthJTiVxGgTt5gdh2iwWZlOC/M8sT9jkCVJVpLnnhAFISneJxu9gOOXzo23hSRyqnXjLoWo7bVhpoW3H+L7G7DCWruZTB/k0KuOnO5yAMpw1y7PYrcc0F6VLIpE2mFC6E7LqXW4ga/9IJG03oXRJJBKJRCKRSCQS6VLTXfPvdDNK99mjR58+eNAorfMbb/zp97+3vPEYYbVyu2O0ozqzpA1K283YVbpxFGbU45OWCKuMG7dVzgw6xqkqKipXKuRw6XLYiKQgTMMwDYp/NwuVyimOatMUCvm7B8Q9JwxAUroLNn5rC5Ksad3Ey8mdU6CVplX7bv+MlRKz063TmANdYx6gdOt6CcWWZfadgDKcNauw2K3HNBelSyKRNphQuhOy6l1uIGv/SBySYBn+/v/9ee0qAAAAAAAAwArcdX97L/bWyK50P33w4On1daO0bq6uejfEP/Zs2tWpWsmjmqNWXyk+qZmg6UJoUGhJbbc6K0/ipjKNQOss6jLWaRTIHQyLktNYlFNF6q5bdlheOWEAktJdpPE7KF1Jq1ZLBIG8VNVEpZ62STNZySnnrU8CoVhvpavbniRO5BJ7v4LgrFmLxW49prkoXRKJtMGE0p2QVe9yA1ndz6J0NwtKFwAAAAAA4DK526TSfXp93Vitm6srF6uVFgJL522N00uSWAgBq0SAbWPFVrlzM1R2mhWmSrmclW7/SLkaMWYpT1iu0EmhueBaOakrTyJ5WfecMABJ6S7S+IcqXTXYcTlZ14aVdZgas1qIt9LtPZOclC5nzXosdusxzUXpkkikDSaU7oSsepcbyOp+FqW7WVC6AAAAAAAAl8ndgZTuCBJB7Ha1T9fWlkY3Lv/fjY6sqKt+pdtvdM1Z5HXKc/U6SaRUTjoVV3QkDLrjh7rlhAFMonQ9GdxLV17C1g7lRcztXc45sJeu5psM0xr0hXLWrMZitx7TXJQuiUTaYELpTsiqd7mBrO5nUbqbBaULAAAAAABwmdxtUukOiD07BY3XVaLFViqoNrppx+kmUp9dV6Xb6630RanVUinjx1pLrsb61BYQqnLKLScMYHzgZX9cx9KVLau8hL0N63qv69epXZnXWLriRxkas+uidDlrVmSxW49pLkqXRCJtMKF0J2TVu9xAVvezKN3NgtIFAAAAAAC4TO42qXSfPXr06YMHVUfFQmz1bshXT55MskNKVySHWq7kUT6zmtWOnqsYXZQu+CAp3UUaf7/h1PeDlVvidpRuuVwcBu3w2KLXRelunMVuPaa5KF0SibTBhNKdkFXvcgNZ3c+idDcLShcAdkH+A93+xsu9qCjoGUcJAAAA4DK426TSTQuxlXdRrMXW777+2rIVWeYs/eb58wn2iCKLWr0kGF3B6Xam6ouwKd2+WLAjlK79gdfolcrAsOGQnDAASemmSzT+3rGY5S8brErXGnhZGvBWm1fOOVTp1otXPXaVLzNclC5nzSosdusxzUXpkkikDSaU7oSsepcbyOp+FqW7MrFxTJBC6dYDj+A4tkpUjOqS/SLgEMFGMV9kJio/rD+2Hl1UdcHjigcAAACwXaWbcXN11Yitp9fXpk3IZpVWa5o9onqn2i9J7rb6s+2u2y3CYSzd6rHU9oA7UOkmUfH70aqNyrE+1RLKEUWDaEhOGICqdNPZG7+DinXrU25pw8o6VE9smjFS6WpKcFG6nDUrstitxzTXpnS/DE819z5O/OaumL6P7p20BPfuhV9+v6WqkkgkQ0LpTsiqd7mBrO5nUborExu/Njye0i2fnHu/rtwR1S+LU2V1j7JZcCzMF5kJqCXsVMo4qQTxZAUCAAAA7JS7DSvdVBBbT9566+n1tdRdMfszm/jpgwcDfG4ShWGcKCNuaq1TGVo50MVXDsIwUB4qjUpXefqsP1uU1hdHnb7ADkpXNVbl72LJHCVx+8Qe1j8wO/Fp4+qHp7hG95wwAK3STeds/EbDmbSRi+XhaI2W1dSGQ+X3Vv0bTAqJrMnpq3STOJaqq48bLRXJWbMdFrv1mOZektKta/tBPK78+OOPw3un8EuvWSQSySehdCdk1bvcQFb3s0OVbv0eX/qiKAjCKJ5GHeQ/5AJXl+mVeXWSNAzrp0fRtmTTg/YBEqW7fVC6LUkaR3kDni5OEReZEbhdZEajf0swkqktMQAAAMAuudu20k2LuLK/fuedmzoIrZS+ePx4WLxl4WdAUNH8rTx26qO8NEXoRa3OHuUrC7MH/lBysc2cUIoY66h0dRUs47uWiirMn9uD7s/kMjBsGQ8qCNoM6k9p95wwAJPSTWdr/GJzDOTmnytXzWG1WFZ9G1bPpKrNRmGb1ZBTU72KqgKy0q3eaJWrD3XnpeYE5KzZEIvdekxzL1DpZnzw5cDCv/ygKUP2tpZZJBLJN6F0J2TVu9xAVvez0yrd5jlzsgCcbqpgX+Kz8YD5biqeS/NhfsSJBSjdXUDg5ZIySFFvNCQfuMgMx/EiM5JZhG4OUhcAAABgB0o3NYutZ++9N3zLkzgKJZNl/qxT05EwNQedNXjYuBFY3S6QQtfIshpC9+HhvXSLqfkPqED4PDgrqMnRjPWZPcCLGkvdA+45YQAWpZvO1Pj1v4Jz22n8rtnecVZtw5qCmjZbnHvtb241q/lHul7ppt3Vd88hYf3SCchZsx0Wu/WY5h5c6TYdcr+PW+M6osIoXRJpmYTSnZBV73IDWd3PjlS60rew7YPY6FfxB7YtOUmrAssvA9VnSJQu7IiRSjfSOHEuMuNwuMi0xPksv02bdY8gdQEAAODiuduD0oU5aJTThDlhAHaleyDs4z/vA86amVjs1mOaeylK98/p9x8LXz8Mjb2M0iWRlkko3QlZ9S43kNX97KRKN2eqflsHty0liX4UjxKULuyI4Uq3CAVcnQXdGVxkJsB6kWlwySOh7w8xHbN1AQYAAADYB3co3UsFObURULo7grNmJha79ZjmTqx0hYl5cOPv44/vtR3TP/g4/t5QQn/m76MPSlN7L/z4+56JvUq3CbwsTAzaEnSZvxR7+Yp8EFtmCXss+fLj8N49QSvfU7ZR3Sd/Tj7+wLxPSKTjJpTuhKx6lxvI6n52cqWrm2GWIZIVsEZarW8R8qA0TpnFGqqRXzSRZ8RAL50FikAxgw52p/hagQkd6MKo81SpKN0y/lRTjymqMSdJoeraqDhCioQhPi2St1HAQfkioRk8pZCGeZCcoA25E2mHjomLgVECYe1B0Rux0++zHYSl8ZJlj8Vs8UCnulp9KaSg721HXpnuDpFrMhTHkp32Rl+xsW7X2ZL9t1Ki38PlPC4yo3C4yIiZw7ph+BhuN6PbvXTVoyT1DUzs6nSTMjaYdlwpAAAAgP1yh9K9VJBTGwGluyM4a2ZisVuPae6MSvdj3Zi2ouX0yJx8LM6+F31vnGgKvCxMbHIupnRtw/t21ttVurGm4KH9i0mkfSWU7oSsepcbyOp+dmqlq33Rvx3bIkRtlXMaBt+J4lCXe8zDbjvMZSQMc1lbQu1YumGsrfh2n7mjwKb5mmrL0lZEEL5182iVrrZ85RA61aEpNuyKWulP8Zl/gNINTTtk9MizjiW77o0ayxFUd90wpdtWSZ+Hi4xhxzngeJGRaA56r6h1N7q2XdiziU5OVyx/uxdEAAAAAH/uULqXCnJqI6B0dwRnzUwsdusxzZ1P6Zpoesj6ZB6qdBXufdDp6LqI0tWZ2Q5CoOb+fdJVwCTSQRNKd0JWvcsNZHU/O6XSTeL65breXPTbFqdlNDhmbl7+B22PuaTq4qVsjCgimj5zxk30IhF6O8aCIys6yjXlikq3rUZdj1BTZx/iPhM3Ijyy3eeKJVukniaQb69A7BZil5htZhcv2a22r9K17ZBxSte9ZNe9Yd7AaZVu2yHauN+4yMx+kVERO6pbcI263FyommtXKuyPvp3pshaULgAAAByVO5TupYKc2ggo3R3BWTMTi916THPnVLrBx1+W05MvxXFsG/fqlVmIsfylLvDyl9rAywr3xJw+SrdMA8bS7QjfVign4vSeHZiHpBbK+LJ7IEikIyaU7oSsepcbyOp+dqTSVdFFDN2GbamrbK6GWI92A6X8Ew+pGXcdmYCkdJW+gOPqMZ/SjTs6Lxb0n2YsXcEJdlannS4JxLpwUVZ2+20WVis2ykq582+tF0NhFUlf38ZGqprUZMeldndIHjt6xDsSr5Jd90Z3ozpeOKlCMWsbhtdYum69QbnIzH6R0dLXe9q9gsa+vH7L92RzFcQAAAAA++IOpXupIKc2Akp3R3DWzMRitx7T3PmUbncRsUdtbTy9Mrsnq9ItGTCWbpn8la6wLULA5yIJvXd1mruzT+zHgkQ6XELpTsiqd7mBrO5nJ1e6J82YhpuwLdZIoerMIXUeQmwUW8pYuvp6bO2522QJ01SndA0qUC+VRKUb6qf37ww1szCcazkh6g4q2sawHaR0JUE8IROUbNh1Yudf4+irXVyVrseYrVxkZr/IGLGNcexcP/P2ue75afcDAAAAwK64Q+kCrMrFKF0AI4vdekxzJ1G6uljKcnxgjfH0yuyetGPpSp1/62LnV7qCt1WGwbXuk25vXGGjULqkS0go3QlZ9S43kNX97Eil2w0j2kYM1cYXXde22OWAMncp22KmT+lO3JNvKiyKU6t0NWPmmnpxmtWtvuSy+CgNDNGJJaXbVLhae+1JRyldoc4Tt5hBJffvjSqfkiEo3K65rTkqXcuRUreQi8yaKlNoYEo1nOo3wcVrC/sBAAAAYCXuULoAq4LSBVjs1mOaa1O6ejdaJb303K7STbudf6s1onRJpG0mlO6ErHqXG8jqfnZKpVtiji+6ZduilLC+bXFUulvTHaHZM5p0nryIySX5Kt24Z6TXhZXuxO7dt2THvdEUb8gfhPpOu/P10uUiswJT9NJF6QIAAACM4Q6lC7AqKF2AxW49prk2pSvqSNlgGmIjm4xkX5Dh/szuyUnpVms0qdtZlK5n4GWULumSE0p3Qla9yw1kdT87vdLVBATegW3ZYAe6eXvpzjaWbmNXXXvpimGWCxvYyEG5BC+l2x0h1xal+RJ66brvDWm5JI0ixe3q4jzPN5YuF5mFaW3+uLF0x1+8NhqJAAAAAGAR7lC6AKuC0gVY7NZjmmtVuqKmzLXjl1U/1uTLD4QgxqI2FYxkbjbb/EIxuoF3+zN/H31QSs17Ydud1jDRIfBy3SdXrEPtVb//sjMar0HpZtMT074SZ3U254P4+z+77hOULumSE0p3Qla9yw1kdT+7rtK1dDSda5hLfR515vq2xXEs3YH1mE3ptsOwdtVe623Vkrvdco2xeX2Urn403rTTWXUJpbuNsXQ99oaxiLZ3rTazl9IV8wfG/FxkVlC6TVMxH5ccpwoaM9XHpG/P00kXAAAALpk7lC7AqqB0ARa79Zjm2pVuR4/q6cZM7ljavvwemTsdbGv3qp3oUmdB9TpkNvXelYoyzupfhUM3Z5Qu6cISSndCVr3LDWR1Pzu90lVli0GqJHFzIzDbFre3+U6ZLZnMdd6s0t1o2OWuum0q1/q+PiEYGIxwUfQgpZtNbKoR6aoxs9LtbLsYxjYpRrYd8Y7EvWSPvVFuVJiPnJsV2IljHeozW1Zhxyiam/lcZBwqNiFuvadzxuyN9pj0KF2/vrynYHMXQwAAAIAx3KF0AVYFpQuw2K3HNLdH6f45l4xmIxl0AyZ3jOS9e4rilPJ7ZJ5U6XYDIHd6IlcZwo8NgZc1hVvssIs4vtd0T5b3CUqXdMkJpTshq97lBrK6n51U6SZxFFY3FUmstO/ckzqneDfUvYqvl8nWoRvMcUjmWiUEYZvLVOf1bUtH6YZR0gq7JA6bzd1eRNKkZ8xWfYdQpdewzsD5BF5274bsr3TDvpI7ota+Q9z6tOpxL9mzU3YUWDNrDaxpFfYexOKYrco8LjLLOUqPMY7L/D5O99Qek1A8JoMDN4vEwnezSF0AAAA4EHc7VLo/nM83p5OUnr33Xjn3i8ePv7m9nWr/AMyNl9Kl8cMhWezWY5rbr3Sz9H3y5cfhvY4/DT74ONaMcts1kt8LOvie5C59Mwsxlr/UBV7+Uht4uUtW7Mdfqj602Lomzwe58DWNpdtZaTU7dpr1Z3kf3sv24ZeJvA9RuiRSkVC6E7LqXW4gq/vZkUpXS+4f5Q2NdeEqgqiSLvoX8dplTC/43TJ3hUKnzpKlWd+2iEpXX+cN+tyCJNKrvSi0OaOORtR6QC+la/KSQRpK1Zhb6aad+MZTKl2fkl33hiVz414N7c60ip5m2shE2epykVnKUCZ1kzYfXHUZp+DJ2mOYLVJu4IiBiQ2rwOkCAADAcbjbm9LVKq0sne/f/+L29ovHj59eX//jL37xpz/8YeI9BTAP7kqXxg9HZbFbj2muk9J1TyYjOT4ziUS6pITSnZBV73IDWd3PTql0g6DomWZ4SZ/3zwrarKXdSGy2RV5IL1B8MydStkDsTidkW922FEq3qG+UVdihylsiiYWhV4NchiZC5F7DUKOtB9TvXE+lmxZrDE591VhA6ZaViYSw0mV9otR0unjhWLLT3kirfSKXWcTEjuIeP6su5TiCcLbPjcHFucgsQJwPnuvXGGvD3VNLsWeudEwsStcrKLY1vDYAAADATrnbj9K9ubo6v/HGzemU//fq6uVnn0kZnv7yl7nSun//5t69qfYPwNy4KF0aPxybxW49prkoXRKJtMGE0p2QVe9yA1ndzw5VujA7ldK9GNqhWt0kIACsi2Z8YDf6lK7nUOFCTGwuHQAAAHAY7vagdF9+9pmktLTZvrm9La1WlqbaPwBzY1e6NH64BBa79ZjmonRJJNIGE0p3Qla9yw1kdT+L0t0sF6V0W59r6qILAJvDsaeujF3pegpdYQBjjC4AAAAciLvNK10x2OyTt956en1tyVyKLXueQ1A+m/Kj9ghYlC6N3wHOhSOw2K3HNBelSyKRNphQuhOy6l1uIKv7WZTuZjm+0k0048BqQxYDwEYZpFNtStfTEgtxnXlXAAAAAIfibttKN++iKIwZ6qKrvrm97c3TN2qKmqd8HNzOx32qxtIPKLP5wZTAqHRnavwFutZSDUC0tRZTDRJmbtZzKN2tne/HZ7Fbj2kuSpdEIm0woXQnZNW73EBW97Mo3c1ygUo3CNeu0nr0js/rOzotwDIk/vGXjUq37aDbX1Y7gm5elMsSAAAAAHvibttK9+bqSrRav/v662k2u9/pSjl8FE+poOa1QWalGzQ0D7EjqmLaliW28VIwKd25Gn+O2lq60jTcxKEVPqxt6qq2apTuEVjs1mOai9IlkUgbTCjdCVn1LjeQ1f0sSnezXJTSDYL0wo0MShf2SxKFgc8vdUsv3Th0tbPlC4LyQ3DOCAAAADgedxtWus0QomX69TvvTLfdfU7XpR+vddGVlG53tUlsHYqkH9O2LLKNl4JW6c7Z+FPLgc0talB/zjrpKn1prLPa0zyvZTir0oWlWezWY5pb3oZuAAA2xnaukGsr2bGsepcbyOp+FqW7WY6vdAEAAAAAAEDH3VaV7m+eP5eU1rNHj+zbcj7/nCXH6XZnO0ZZbkjpajP6gNJdAFXpzt34+w5gG9XIcROmpwqW5B5XCaW7bxa79Zjm2od0BwBYBZTuhKx8LAexup9F6W4WlC4AAAAAAMBlcrdVpfvVkydi1FkXpVWGG5IElmm61emOMpbbUrrlZJTuhlGV7uyNv/8AVsGKVjrCXmtH6R6BxW49prkoXQDYICjdCVn5WA5idT+L0t0sKF0AAAAAAIDL5G6TSverJ0+ePXokWq3vnj+3bEWjriSBJU3PkoDZ6Wp8l6KNWlXaDPgZRpE4Hml3zE+jWtUKqXKo2rYMJfasq9LVrNatJolhW0zTLZXXRM4V1lXkNm9oWWC3vKjP3iVxPuhSc9CDsB1UKKzHGMryhEE76pC6P9xzjkRSugs2fpszla2qrsGLzc/1oBcldg+6MiaOn6Q1tSXTUDt+7VNaVm6L8qDDnSqY66DWaU8tdg4Wu/WY5qJ0AWCDoHQnZOVjOYjV/SxKd7OgdAEAAAAAAC6Tu00q3WePHn364EGjtM5vvPGn3//eshWDrJbR2+i6CBqVbhUgtpgbxVGYUQ8BWlLpIg+l2wwiWhZRG6TOsi5KtxpJVx4T1VHpGrbFNF2qezOv/TPWrKuU4PWGnjQbWkfgPQk7w957s5FZQZiGYRoU/26WKLVXHNW2KxTyd5uhe86RSEp3kcbv0M1aamK6Bh+LsxwPehDVAzx3WrdYFc9ut522dOq2Jf0nDs7tM5ZW1F1YGae6ydCpRG9n49212DlY7NZjmovSBYANgtKdkJWP5SBW97Mo3c2C0gUAAAAAALhM7japdD998ODp9XWjtG6urno3xD/2bGoUNy4TKycWBAZr5NBd1rS6JAqlvn1qkWYR3EHXSdCnv7Bn4GX9AKhJM1nJmXe5FfJW2yBM060oiROjI4sCuZNjsUAai4KsSJ06JrJH88o5EknpLtL4HZSu1E6MDd7/oEt55aPuG9W7KVbXlnQVcK6q5vySzqgkbj5nUBuv07bsscXOwWK3HtPcMUr3/fffFy+72Z/T7RgAuGhQuhOy8rEcxOp+FqW7WVC6AAAAAAAAl8ndJpXu0+vrxmrdXF25WK20EFg6b2ucnmotpr6LoEHpamOzjlW6GpSlbX17awSvO7QmXkrXMjqxkl9j0YTpbUbPELyF0gptWUrtpTtq8rLuOUciKd1FGv9QpauGCJ/goEuF+A7/bCpWXr9/Va0nnLYWagb7gvtssXOw2K3HNHeA0n39+vWLFy/O5/NJIZuYzcoyzLCrAOCCQOlOyMrHchCr+1mU7mZB6QIAAAAAAFwmdwdSukNQgixbgzGrvXQ1TmwipZvEcRQVkWkbOeugdGXLGqtdB2dTuu1QqSryAkbRJRWi7xtpIA71Skuk1F46q1d0Zgy6Y5i65RzJJErXk8G9dLUds8ce9G7OYb10+9vSmKq6GV1t4bbV7rTFzsFitx7TXF+lW/bMffvtU/b/zz8/vX59+q//ylP2j+zPbGI260SPXQAYB0p3QlY+loNY3c/uRekmcSgPNHN0ULowOdnvIfcfYAAAAAAAsBZ3m1S6A2LPDkVyus597WZUukk7ZmfZ6bYeltNf6eqyzqV07Z0rdXrNQcN19kbQY3bLGLb2Fzqh2W2FqiBzyzmS8YGX/XEdS1eW687NWleERW52ZtkkqGnZ/rY0pn32dhzWhj0XMGzNTlvsHCx26zHN9VK6Wp+bpnnC6gLAhKB0J2TlYzmI1f3sJEo3Kj5gy55D5pJFVbwWVepqB8WYkiROg6Aa9iLfQOsjnVfmXgqlO/sGwgXRRPyiOQEAAAAAbJu7TSrdZ48effrgQdVRsRBbvRvy1ZMnw/ZAx+na7ZCqdJ2CuNrz641rtrxoL50DL2t+hOnjz+5G6ZZlx2HTV9nsdXcqyCSlu0jj71e6bl8CzKJ0Pbvpbkjp5l9faIn0bXanLXYOFrv1mOa6K93S5370Ucfkqql0u1m2mayu8BkB794ADgtKd0JWPpaDWN3Pjle61egPtcd0uV8lcRoGwlKmICT1CkxD4cxtPMtYK1IKDE8TXpldQOnC5CTV1xEe498AAAAAAMDy3G1S6aaF2Mq7KNZi63dff23Ziixzln7z/PmQXSAIpJ7oqUsoXX0+h6E9N6J0rYFtHQLZWnto1j12rX0e7W81jG6rDE4bDsk5Eknppks0/j5rqgQktypdn4Ouzasft9fxdYKX0h3WPh0NuPcbtZ222DlY7NZjmuuodF+/fn0q+ufafa5odcu+uo7j6iZJHLXfrxRnYZB/EWAKB+GhdOP67XHcH+57ZnS92svtXLFSkxKHxUlXvrEP0+NsGCwOSndCVj6Wg1jdzy6vdCNF5lqVbt1B1/Z4N4/xjGUt20hbTVW9MruxRaWbRHlgqa3U5rDIz4pFGCvDCwDN0ai1rf442T6RAAAAAACAbXC3VaWbcXN11Yitp9fXpk3IZpVWa+g+aHyNxdtMpHRNg/S207V+Sl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&] [s5; If symbol represents virtual functions, it shows base class declaration/definition and all overloads in the workspace.&] +[s5; Replace button in results list replaces all found instances +with another text. This ultimately allows renaming functions, +methods, types or variables.&] [s5; [* Usage of current function ](default [*@(0.0.255) Alt`+U]) is similar to Usage, but looks for all uses of function or methods that the cursor is currently in.&] @@ -148,28 +147,31 @@ ok). Navigator will sort entries based on relevance: complete case sensitive matches are first in the list, then entries that start with search field case`-sensitive, then entries that contain the text, case insensitive.&] +[s5; Clicking symbol entry moves cursor to definition (or declaration +if definition is not available) of the symbol. However, if you +hold [*@(0.0.255) Alt ]key while clicking, it shows Usage of the +symbol.&] +[s5; Clicking on nest separator fills the search field with the nest, +so that you can see all symbols that belong to the nest.&] +[s5; You can also use the Navigator to search for files and also +to move to specific line in the current file (just enter the +number and press Enter).&] [s5; U`+`+ Assist navigation functions require the database of all symbols of project. This database is updated by background threads -as needed. When the update is in progress, it is indicated by -small progress pie in the navigator search field:&] +as needed. This process is called [*/ indexing][/ . ]When the update +is in progress, it is indicated by small progress pie in the +navigator search field:&] [s5;=pot300; @@image:1011&389 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&] [s5; Also the background color of search is changed to indicate that the navigation information might not be up to date.&] -[s5; Clicking symbol entry moves cursor to definition (or declaration -if definition is not available) of the symbol. However, if you -hold [*@(0.0.255) Alt ]key while clicking, it shows Usage of the -symbol.&] -[s0;pht300; &] -[s0;pht300; Clicking on nest separator fills the search field with -the nest, so that you can see all symbols that belong to the -nest.&] -[s0;pht300; &] -[s0;pht300; You can also use the Navigator to search for files and -also to move to specific line in the current file (just enter -the number and press Enter).&] +[s5; As of U`+`+ 2023.2, indexing by default works in `"relaxed mode`".&] +[s5;=pot300; +@@image:1667&1250 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) +&] [s0; &] [s3;:6: 6. Graphical symbols used by Assist`+`+&] [s5; There is quite regular system in graphical symbols used by Assist`+`+. @@ -218,11 +220,6 @@ gray color for class data/code.&] :: [s0; Class method.] :: [s0; @@image:100&100 -(AxAAEAAAAPD/AAAAAHic+/+f3oABBohUCaQhCL8uZJVwdODAAVxaMNWDFEPFiVYMcxl+9SiKCalHV4zXSUQqhqjHohi3+v9IIY4cAbgUo+siQuVgAADJjm5+) -] -:: [s0; Friend function.] -:: [s0; -@@image:100&100 (AxAAEAAAAPD/AAAAAHic+/+fCoCBgYFUxURqQVZGUAumAjxacElhFcdvNZosMV4jSQtJTiLJyyQFKUlRRkaSGBAAAGFmtWc=) ] :: [s0; Enumerated constant.] @@ -240,12 +237,7 @@ gray color for class data/code.&] @@image:100&100 (AxAAEAAAAPD/AAAAAHic+/8fChiQACYXEwDFD4ABXD0yF00lBMAVYOVimowHUKieJPeM+he/f9FsYSAu/QwSAAAhk/DA) ] -:: [s0; Macro.] -:: [s0; -@@image:100&100 -(AxAAEAAAAPD/AAAAAHictZJBCgAgCAR7ej/fDqKipmjQ4slmUCrAZ+1FFU4SElylpaSErRQmSppiWUXg+9ygjPgajspvfrr/A4/h/Rul976qtP+PtxpkJwecjxAf) -] -:: [s0; Green border indicates template.]}}&] +:: [s0; Macro.]}}&] [s0;3%- &] [s3;:7: 7. Definition/Declaration conversion&] [s5; [* Copy as definition/declaration] operation (default [*@(0.0.255) Alt`+C]) diff --git a/uppsrc/ide/app.tpp/Assist_en-us.tppi b/uppsrc/ide/app.tpp/Assist_en-us.tppi index 63fc6689c..7e2c7020f 100644 --- a/uppsrc/ide/app.tpp/Assist_en-us.tppi +++ b/uppsrc/ide/app.tpp/Assist_en-us.tppi @@ -551,4051 +551,4122 @@ COMPRESSED 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+191,154,242,246,0,122,209,175,158,64,179,178,24,2,116,38,111,203,77,229,177,217,111,63,14,167,10,255,210,153,12,55,254,127,209,162,255,89,243,250,175,107,18,155,255,119,44,252,223,212,199,255,227,218,201,255,51,223,60,125,39,253,128,194,40,109,71,200,241,242,6,214,10,177,177,0,40,247,244,83, diff --git a/uppsrc/ide/ide.upp b/uppsrc/ide/ide.upp index a1c4b6821..1835afec1 100644 --- a/uppsrc/ide/ide.upp +++ b/uppsrc/ide/ide.upp @@ -104,6 +104,14 @@ file Debug.cpp, Valgrind.cpp, Export.cpp, + Repo readonly separator, + urepo.h, + RepoConsole.cpp readonly, + RepoSync.cpp, + Credentials.cpp, + Diff.cpp, + DirRepoDiff.cpp, + urepo.lay, Resources readonly separator, ide.lay, ide.iml, @@ -113,14 +121,6 @@ file depends() xide.ico depends() ide.ico, theide.desktop, - Repo readonly separator, - urepo.h, - RepoConsole.cpp readonly, - RepoSync.cpp, - Credentials.cpp, - Diff.cpp, - DirRepoDiff.cpp, - urepo.lay, Info readonly separator, Copying; From 340359f1d8fd93c3fbce1a6b62854cac9c488f20 Mon Sep 17 00:00:00 2001 From: Mirek Fidler Date: Tue, 3 Oct 2023 11:47:44 +0200 Subject: [PATCH 12/14] RichEdit: Fixed formatting problem in UnitEdit --- uppsrc/RichEdit/UnitEdit.cpp | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/uppsrc/RichEdit/UnitEdit.cpp b/uppsrc/RichEdit/UnitEdit.cpp index 53c47a834..9090876cd 100644 --- a/uppsrc/RichEdit/UnitEdit.cpp +++ b/uppsrc/RichEdit/UnitEdit.cpp @@ -81,7 +81,7 @@ String UnitEdit::AsText(double d, int unit) String utxt = UnitText(unit); if(unit == UNIT_POINT) d = floor(10 * d + 0.5) / 10; - return AsString(d, unit == UNIT_DOT ? 0 : unit == UNIT_MM ? 1 : 2) + ' ' + utxt; + return FormatF(d, unit == UNIT_DOT ? 0 : unit == UNIT_MM ? 1 : 2) + ' ' + utxt; } String UnitEdit::DotAsText(int dot, int unit) From 867f5e4fea95e2127736a18ef3b395d67db64cb9 Mon Sep 17 00:00:00 2001 From: Mirek Fidler Date: Tue, 3 Oct 2023 12:11:33 +0200 Subject: [PATCH 13/14] .docs --- uppsrc/ide/app.tpp/Assist_en-us.tpp | 37 +- uppsrc/ide/app.tpp/Assist_en-us.tppi | 5141 +++++++++++++++----------- 2 files changed, 3108 insertions(+), 2070 deletions(-) diff --git a/uppsrc/ide/app.tpp/Assist_en-us.tpp b/uppsrc/ide/app.tpp/Assist_en-us.tpp index 53a7046c6..1242535a8 100644 --- a/uppsrc/ide/app.tpp/Assist_en-us.tpp +++ b/uppsrc/ide/app.tpp/Assist_en-us.tpp @@ -162,8 +162,8 @@ as needed. This process is called [*/ indexing][/ . ]When the update is in progress, it is indicated by small progress pie in the navigator search field:&] [s5;=pot300; -@@image:1011&389 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) 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) &] +[s5; In relaxed mode, after changing the header, only the header +file itself is reparsed and not source files dependent on it. +It can occasionally result in inaccuracies in code coverage, +however experiences demonstrated that the precise mode is too +CPU heavy to be practical (when working on deep header, CPU running +100% all cores trying to catch up with changes) and in practice, +inaccuracies are very rare. In any case, even in relaxed mode +it is possible to invoke full reparse of all project files from +the menu:&] +[s5;=po +@@image:2123&1470 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kAAAAAuCDy8DTc+8dH4R0Kar8gEJ/O0HBe809u4s6qUvZJKc2p8Hz2RcM5PkLDiZzgcfD0cEbfOqeGK6W2Na4l4LqHaatDwxFCCAkuaDiZy9dwh63y77EovxZNgIaDgKDPAAAAAMAFkYen4frXwxKDg5ZZG84Su5PS97SX8ts3UA3XOyml45rVGq7f5DgNWj3VZDql5PXFpeFWfBx6VgSUmdPZTjMppV+6x2FSSkIIIaGFteFk0HAuDvl+mydRvkmW/q3wsEuSeMhooOEmX7pLJtQTvOA+AwAAAADPjzxIDVfw8vbWqh7q7drsfItqOGsZw1h4CjfrvsFpuD4h0z9m6rirLn6vIKtXfDMrqNeVi3dTSl5fejTcao9DO0lr6hpKJgZ3GgsJnlzDec+h6YhtcB0ajhBCSDhhbTiZy9dwH9aZlHKftGpvaQ3nZzTQcFfV8ks/wWAbBgAAAABgkoeq4bRVsVRe3t6+fngwF8ladDScWkgu9+Y3Gm5o3/A0nBAy2uaj8DTuvWt3pjmyYyZtWl1gE+ediTqz5jWC2mb/kteXfg23zuOQl/e97p6xoeJEz7V3lVNrOLczLBqaKrYuTc3VHo/dOSnb2q5Vw/2eEEJI8DG/vZmUUuYqNNwaoOEC5HJbfuknGGzDAAAAAABM8oA1nFj96vXDg2BQNyy2NtxmE1crUdVibTdqbbj+fUPUcErTm7an4kelaFuos62aMbKWcWmeps2PHQ0X57t6RFssC5gD3/xLXl8GNdwKj0MdeePLW19F/mwZKHcuDWfrou3Tpg2aU89F/qz1oePuWjWc40YTQggJKOa3NxpOBg3nAA0XIJfb8ks/wWAbBgAAAABgkgej4W5ubt6+/ZO/VuinqKqo0PgV2UvD5eoYttJElK/vdRnmXjFteN8wNVz5Udl21cmkO2PokXXvYzlvpFBmmzgvmiJKiBXfsl1H2JmCx7/k9UXTcCd5HGSO2S5V9Zv13jc5n4YTDe1pZ3MmnSKuc7lWDUcIIeQSw9pwMher4aQmU4i2tt/CDnmkCLX9No8iuZbcdm8r2cO05ecOu2gzlI7jUDXccb9NI7F/lO6tc28esm1ZTPmHWRQn28xsrUOpNEcs/j2X7Mec2tqMvnTjrsaHfarUcNwnsbzSid06Hfa7RK25k3RvtkSps2zG/niYfoL1bSqPcihOsP6wdrX79kdbsw+HLPG5GtY2b9o/WzXc4AnqHIvyPZcXAAAAAGAmeTAa7v7+/u7uk6W8Q1FVUeHpfwcnZoRcW7Dk9UXTcDwOJwgajhBCSDhhbTiZZ6bhtpFlL2mdwtNwyT5LLHvG+ip4PfUb6sSm4aSDW3B9vWWYoOHGXA2p4ax7GeX3SX9TOhru0Koxo1ql2DQNVze7SbzddyrpDqIs3aKjWkMaiu4x0IwxJ+iuf43BngAAAAAAeTAa7unp6ebm5ssvv54vHYpKiqqKCk//Ozgxg4bziabheBxOEDQcIYSQcMKklDLPSsMNmrX1NJzCqEkpG1uRZIfajh2yxCpEDrsoSrfbtlh9oH13tJSzAcL0OcbZebIfunSbfKbj850acczV+NDxWcWnzRixQ7tdHRsoFJIoVo4FcxnM1q9Fyrgz6a2SbNIJKh0jKauttGAcRc3ta2pQKre0+cNRjKTTj9Wetexy5Ym0Is+hO/1P8AMaDgAAAADWJw9Gw+Wteri7++Snn/4yzTgUOxa7Ix2CChrOJ5qGy3kc1g8ajhBCSDhBw8lcrIZTEWPcvDRclNey6bCVG82RO4GsDWdRFY378Bq2Zj1Wd2Pr4OYv+xWOhhu1u9Rw2iVtb4HUSeaWmsaNamPQnKv7ue/gGA3XDDcTVqvRhZ05NlVTZjTD4hmdbe4ZQTnqBJsdrVIPAAAAAGAh8pA0XF6ph/v7+82MFLsjHYIKGs4npobLeRxWDhqOEEJIOGFtOJnnpuESZSybst30BYFoONtwIav0GXEsudE1ti5U1tRwFmfUzD9paDhj7TzbzWpUlHVuxuaym2vw+Ws4cSx9+FtXw7WSztoMwyq6L4WlYZNOEAAAAADgBOSBaThyfUHD+cSq4ciqQcMRQggJJ6wNJ/PMNJzmF5KL1HCuj477bRpFtoW97BouFpMHXoSD8750465G656ca5mZV95rNFx3rktr/Aad2dsgDFe9i6yqq+EMk9hB+7Tn6JaPJp0gAAAAAMAJyNFwZOWg4XyChjt90HCEEELCCZNSyqDhLlbDddxKO/egQ4fYR8NtawvjN79lCIxYG877aozRcGPWhrsEDacdDg0HAAAAANdBjoYjJICg4U4fNBwhhJBwgoaTQcNdrIZTPhLrhcXJ/jh4LGXjsdE0m3Q/38SFsjbcuKsxSsOJgW9GYn0CxnHV+p9gaKPhxp0gAAAAAMAJyNFwhAQQNNzpg4YjhBASTlgbTgYNd3kazlh4qx385Tm6qrtRSKvZPiUQDTfyaozSSbW3ipJdIqe7jIsfLRKzaca4kYaLa7jeCo0+5rwUbSexrA13MUMpAQAAAOD5kKPhCAkgaLjT52Qa7q9//eu//tu/Pr7747d//MPv//A7QfFjsbH4qChwmpYQQggJNqwNJ4OGc+ihw1aRR/vhX/T8aSc27Pc+Tg1n2b0VT/qArEOWmPbEombaEV5R6CObvC7dyKsxQsM1NY8cN+cYiTb1BMdpOOfVkCeueDR7YTFkUrt0U05QPYXw+xsAAAAAXCg5Go6QAIKGO31OoOH++te//tM//9Pv//C7b/7b3/7hv7/99v3f/+P//Q+C4sdi49vHb4oCRTFkHCGEPOcwKaXMxWq4ZGjglVRykzScc2xXlA8sTDaIWLksso2iamg1XLI7SEty3CdibTJVzwmPJio87repXB9tQMN1mjT37FbF69KNuxrjNVy1MNzhWNBfXiwkV/ompXCxY9keq70aPsGRGk7MPLmJE7GenXpBOs1QhkbWRxfusqcjjTrBD91F5UYrPAAAAACAYfLANNzT09P9/f1mRordi0pO+Xs3IfNj1XA8DqtmbQ33Lz/8y9/9w5u3j9/8X//8rWrfTIoCRbGicLHLqk0ihBASbNBwMmg492SJYpDdwhpOmpFuOo5DCBFbQecQOS1xkgxOSimu0mWYOI9LN+5qjJmUsvemdFVU21prS6r0r9fmPMHRGq70ko5mR0mm32vRDbRilmonnmD3EAyIAwAAAIDlyUPScE9PTzc3N3d3n/z0018+fswnUOxY7F5UgnoglxVTw/E4rJ1VNdzjuz+++cffa8Pf+ikKF7sUO67XKkIIIcGGteFk0HC9a5btt3kULa/hCg77NNKEh+7FqiFFUayUcixDZqkwLtXJwSpl3OuFiWFKYZu44Us35mqMWhuurLY5Yty9Na162huG9JBtk07JKEq3W8N/+Z7gBA1X7qXVWbbBaGrb8TK58l0UN2fk0HDTTlAZEIeGAwAAAIDlyYPRcLV0+PLLr6cZB5WiEtQDuaxoGo7H4QRZT8M9vvvjN//tb/0FnEqxIyaOEEKeYVgbTuZiNRzAqWnlkenaSnV1CQYzFC5k6CUAAAAAXCh5MBru/v7+7u6T+dKhpqiqqPD0v4MTMi2ahuNxOEFW0nD9Dm5wgkpMHCGEPM8wKaUMGg7Aj2a6SIc56v8UOrRC05xeFQAAAABgPnkwGu7m5ubt2z8t5R2KqooKT/87OCHTomk4HocTZA0NN+jg/vYfMsbEEUIIMYOGk0HDAfghVm2LttUUl+Kjw1EskYZXGkRO7MmMlAAAAACwDnkwGq74V++gTXj/+OivHooKT/87OCHTomk4HocTZHEN9y8//Mubf/x9v4P7/R9+5zk7ZVFVUeGyLSSEEBJsWBtOBg0H4ImYStGRcgW6szcyYITHrC5W6lrlEAAAAABgJnnwGu794+NnL1682mxUXt7e/uruDu9AriaeGo7HYcEsq+H++te//u0/ZK45J2sH9+9/+R/+Gq7epah2wUaePN99UfTsT39zvM7DEUI+NM/d33zx3bnbMZjjd198+unf/E3ArWVtOBk0HMAIjvttGkVxV7/FUbLbHxgHN0Ct4aIo3e6P+EoAAAAAWI88bA2nGoeXt7evHx4KxMbiDyO9w3HX/IKSZq7fousi7s9nJEvLquPdcYW6yYXHR8Ot9jgYWaX/B5dlNdw//fM//f13f9fv4P7n//yf/hquoKiwqHbBRnZz/O43X3zavpUuU/zwxW9+892CFgsNR8jFp9ZsbnO1noY7/ubT5WpuTqP4lvvii0+vTcOpQcOdK2f/nQ4AAAAAAACCJQ9Yw728vRXS4fXDg/pRvVEdAbTZlIzwDi7RcNEa7pjt0hjPd4kZ1HArPg6xETTc+PzdP7z59v3f9zu4sRquqLCodsFGihx/88Wnqn37VNVxC76gRsMRculp9JX7m8Gm4WrJP/dZXFDD1VUZLVqmnYsFDSeDhgMAAAAAAIArIg9Vw6nSwZxwr/5UlRFjvEMcx24Rt6KGWz3N6aHhLjD9Gm7Nx+Ey+/oSWVDD/eu//at1VTjNwY3VcPUKcUXlS7WzzneNgvv0C2Pg27Gcte03aDhCSJ1GX33a48MsGs4hvaYdfAkN57Jwy7RzsbA2nAwaDgAAAAAAAK6IPEgN96u7O3XyPevsfMX294+PwjioDGq43S51joi7ZDWBhrvc9Gi4lR+Hy+zrS2RBDff47o9/+O9vBx3cBA1XVFtUvlQ7y9SvzE80JxsajpCLTivC+nwVGm6xsDacDBoOAAAAAAAArog8SA0npIN17I+x6NV4DXfMs0rEWYzVJasJNNzlpkfDrfw4XGZfXyILarhv//gHbUZKq4OrNVw/5ryUReVLtVNIuFO9dUbDEXLJkR6sR1hN1nBVqb5CaDh7cialDDJn/50OAAAAAAAAgiUPT8O9fnhQvUM9xmeQUZNSVp7KIeLsaqJedK1dV24Tp7tM7Oc0euKzprbOD1rdouY4LWq2NqKvDcqidzLdJum7d/bXz/2YNU3qczTHLI9jqXviNBf1pcWWuPyxKJOKMnFuVudf8rrj0nDrPw69V9rVJQa6yszOVm5R994NdYZpXXFBDafpM5eDG4x1rFyxcal2Tn3nXK+fpCwm98VvjPksrZFerKpCqcCyv34Ux0GqiTO7jWmLWTRcfcqLLnhHyHOJqsHc3x4dDdc+cZ04vnOW0nCdbxf968XWoOKYY9p5uqDhZNBwAAAAAAAAcEXk4Wk4dQq+V90VshbVcA5/ZlETreOK47RMKwikNHAOQuuKN5uGE/6srbw2bKneiIE2lNqj3XtTF0kV8yEtXfOZ/NE80TSrG9qv4YTRiNM8TfO4+rO4BLX7yHat8kiV8t0771/yuuPScOs/Dl4aTu8SPV1lbmdrNyg9vX+A5+SuuJKGm+zgTqDhpowWk2+rP/2iivxx2Gw1B/yurqOuoFVodl32abeQfozvvui25tNOTfr5HWs/8Dc26UcIGYhmwVzfH10N991v5NdE853h0vaLaDjxnfCp+v0ka7U1qGjPmHaeLqwNJ4OGAwAAAAAAgCsiD0/DffbixavelbC8TcSQhmuFQeclv1XDpWlmcXVaPY6BdXKzqeGydo26o7GboeEG2tDTDutRyhFH+lGa/eN4aGLLXayPOaoqzDPVfVR0z0xXJKNKXndcGm79x8GMcvddXcLZVeZ2NlsfPmZHZz+Y0xWfn4abMMOb3WNJveW3u15B49zU9+/H33yhH8QYfNPuplX2nXh33tUEODhC5sSYbNIy+6Rj86kmpbR8ldgPfu2TUrI2XAg5++90AADn5bBPoyQ7ezOuj8M2jrbHszcDAAAAZpKHreGKP08b++On4Wwizm+9LK1UU41toJtSta7hrHv1ftDXBtsRByrTy7daZuDAWXXB074itfuwnZm+r3/J646PhlvncahcWCep8YCYs7Tat8/vbI6ZWx2Z1xWf36SUjpfoxuxsokTzie0tuN/ra6eu66lZKyOLOJqvH65uk/X1PCHEO5YHzv4Mnk/Dub4TzO3XruHUoOHOlbP/TgcOjtuo/LflGi+xD9vqH7PR7nD+0wQ4N/v6v7qMk/3pD6om3Z/9UizLYVd9h63yJQYAAACnJA9bw3kO/5mu4Uxx4NRwxyzb7apZ8sSyVUop0x6YFellqp+t485cjehvg13DuY/iO6pPS5bavYaa2n3YZEw1zC3uLt3lV/K6s+BouJGPg8eklGaX6Bt4OauztWI81deSs2VmV1xQw337xz98+/7vfUzc7//wu340B1dUW1S+UDMd77SP5ZJsTbrWrG8SS6/3125zZt/9+N13v/lNNSelWP2t25h+cde2FwdHyNxYHzjfja6vB+uKbGpsY9icD737C8r4BA13cUHDLcZxm9Sq6OpeTftfATQcXCchPd2tKjqpg/vwPDRcNcxwc5bLCwAAAIuSh6fh1MWwrN6hKPDZixfvHx+FcVAZq+F0EWeblDITy1vVI4fa9a4GHVu3Hm1TjwSxDHTzaYN1Qr9e1dLVJn4arp4GsH+4Uuo2aKmp4fxKXndcGm79x2FBDbdIZ1O6ejxg42Z2xQU13OO7P/7hv7/VDJrVxFnHu/VQVFtUvlAzh185d996978D91lorqeM9tFRrvpWLhBXLRHXGTDnt0pUvTcOjpCZERPK2tJ9DsdouHpFtjbKmpHW1dn6n/ohp/dsNBxrwwUS9derwyHbJnEkXwvHUbLbHxwa6LBLkngtlaO8o76MkRTLXw00nK3l4XTR9VA6/4LyIqBLF9DTnSUhNKO5IFeo4T6Ib5srPTsAAIBnQh6ehnv/+Ci8Q0HtFwTi0+U0XFfEGSZBzFuZGWPotBXk1E22YUHTNZxnG5bRcEMTAqLh1ohLw63/OHhoONe8qfapKpfobKWLEzLO6eLC0XD/+m//+uYff29KNNPEjdVwRbVF5Uu1c/Cd87k0nBi+pr6DH9MYtU7xcn/MIniEECWNhfvUjOnhzjUppVgs0hH16+SqNdwH1oYLI+3vVo30sSXeHiy/i62sckIaL+PBClcDDWe/IMF00bXYJ8qZLbNgWWiXLpSnu7nUZ+8hV63hZPdj9T0AAICLJQ9Pw/WvhyUGBy01KaX6QSkF7AZMtwW2FazUyq2T81k1nHXsmZewc82DadNwvfME+ohBJbX76B8y53Qf9VST6ZSS1x2Xhlv/cVhcwy3Y2dqRcY4qZ3bFBTVckb/7hzfavJRWEzdKwxUVFtUu2MjBJdls5qt3UsoB1eXWcJ3d7XV1X+77vC8Xh2NWSkJmpO9pa8acKp+dbW04n/8UoL9BV6Ph1KDhzpX6F6v2zX+cbLODfC1/POx3SZRek+NYCTTc2jybLlqPz4q3y6mZZ3PpRtJMR2kXkSflyjXc+Wb+BAAAgIXIg9RwBS9vb63qod6uzc43X8NJEbfT7IBNuBkLymm1OwyDfd5KS2uy5t+QmWNHVxs85tzsvRx+Gu64qy54ryCrF+SynVm5Pd5NKXnd6dFwKz8OC2q45Ttbf7mZXXFZDfdP//xPf//d31ltmmriRmm4osL/n733eZHlOPB96w+YP+BuGnoxy6edKETCW57FLLWbB55LoUVumpnL6bU5cwwHFXijwp650JzNCLQYXDogwVXKlo9l3xm15fGx6+ExgzzkZd6gfgxndgdhX/OEIF9mRmZEZEZEZmRWZlVU9efLB7s7KzIy8kd0n86PIiKvdsJGvpKDXJ5+7uPWOqyd3+tr84299QPrglPtg/cpxFfNt/L1aJ5gXrATcirp7t1Grz6ahhsg0dBwJ5cT1XD1O9JBxudevKg/5tVAw2ncn0dUGJmizdV8ifuai/tz6QZS2ckQhmidvYYLZ+AhAAAAjCILVcO1VsXSeXR5+ezmxlwkaz8NJ+VX04BZxIJau8ou2iKxapspDgybJueabAxfk+1oDRzqb4NDglQVtvVcW/b1uBV9d6E2Wo4sTZTsEAUWUdaYRTOpDJF+AP+S551uDTdnd5hSw+39sKVJknSMIZ32UZxWw718+fKHP0v+569/2m3i/DWc2CWvdsJGlqnXfHpiqrj0w/b7dLvMSqXMG3UsY3fTsKml4jwa82G9oTk4JsXEETIifW6q/blTw/X9hNhXw7n/s4K88z9t1Nup4fp/kh0qrA2ncqIarl6qqf+Ff/1KvyutF61KK+Tfplttdarlynglqy0aJf+2cbyaFpZKjGRpVruMt47hLeXwn8g4RPeBproaosHFUXbruGFGtvW3jQuia7h0m++iztBxgrtkXRTTTnBZDoAyr4NdssipC6PgBq3M+oiKa7JLVh6XbtjzLO+LvihbXvM2dckIYSvEg9HviYyay+XeDnjpTrd3e47Pmvl2N69M348g/5q9fxQMeJD2OUF1jr1jD6sJS52XFwAAAI5BFrCGk6tfPbu5kfTqhvEaThdxpivLd4viWBg2c8ycUYPtGJZBbbJyvfZok9jXhuttQ12uLBbFrZFHqoI4sjaza6bBZlkxY6QwIHEWx9W3DfcRZRsxoi1SBcxxSf4lzzu9Gm627lA8FEbqh2CwhpvmYav2bLvmiR/FaTVcnt/882+sK8TpWs1fw+VV5RVO28I61bvnv9RXf9I2fGh5n14WLBdckt962K3mYm1PnLvLg2hlnn5ovoK3N+aJXcNp5TFxhPimf4RYq4RtNKvsekVHffLUXln6+YfNFdzsB7ItUdd2+NrPhPpniY+G82vn4cLacConquHk6/fegSH7vKi37mst3Ej3i/rFal0NGmrG8rJ3ayvncaCprkat4RrnGK23jUq0IUv1CW6TleUwxgl2NMawTjYNpxzc8efo67jUczyipV5xlDSeikHPc+GGYnt77Mui1TNS7vTuYH8yq5vY2wZ6t+1A9dXr6/Xz3u7WlekqM6DmIT8KBjxI+5ygerZ7RmXqjZljIDAAAACMIwtGw11cXDx//nN/rdBNXlVeofEnco+GUxqtteqbHHtWjHUr9h44GEj/zBz/s9Fqj+LEXr1vG7RicWP8T1GB+gdZfqBN0m6j92i4cmsxrZ80GosoKxbWqz+UC3Ilm4YlMQ45oOR5p6XhDtgdrNlDw2X7PWyNPUWHSFs7TfUoTq7h8tz+4rNP/vGH3SbOx8HlleRVTd48PcUb8KZ9e/KkeCNuW8etGJv2RCvY+eZcj1qs7fMPVQ3W/dX4t7JA6hoJYzZGtdm2VBQmjpAh8ZmnsVnGOqlssVn2U8ckuJ5tsUU/mvhZpv8oM3/CdJzVBO2cLExKqXKiGk5/ie0ebNLCd9q65rv3ZT0iY9c7SKfn1bTURmW1K1mtXTrIt7uyAcWYjunEk8fV0Bpctra85tFSuLldXYNqtnGCu6rZ1b0ybcsyXjcW/1LvzFsvtI3WStPne/cdt6z+N62b0Zd6vkfU8my8SuWIxW6X1PM8qwkh1UAkJTJML9YYe5W96piX0lbzq105atIYRkTvdj5OvWpy1tvtezUG1jzkR8GgB2n8CXpfczQcAABAmGTBaLjr6+urq4dTeYe8qrzCw/8NPlHswu6EIt3HhCXPOy0NR3eYKh0P2Bwa7pWHiQvBwRFCCAktaDiVk9VwrffePvOMDX9R33ofXh/R9VbW+0V9n2PqOJbXAA0fhmi46ozkC+fqTX5bwThPsH4Z7mUPrQ1rbqwd3P7LNs2p4eZ6RDuWTrOqlgHPs3t1P8cd1Gek1Lc4hZ3vEE56t73+/o4/5+0eejXG1Nx7Twc8SPs2w++hqialZBU5AACAoMiC0XB3d3cXFxfvvvuD/aVDXkleVV7h4f8Gnya9g/aCDxpuaFoabu7u0PvX/X1gJg33qs/E4eAIIYSYYW04lRPWcAXl4koLPXIcisnAF/XueeT2e1Hvtif6jnKCR+9KBuKv4eSx2sPfHBrO1rYB9rBHw7nG1oXK5I9o5+SENr/j/zxXbqJj8snWA9mckbJxOOfEg8uOBb9mvnTDroZ9x2P1bvcww9EnOPh2e1+NfWruvaf+D9L+zRjmjgEAACAgsmA0XFarh6urh1988e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bNcDScuLO5ioYjhBCSDRouyXg1XGBMQruxWc1tK16ra16gPNbuQio2s+z5alMiRwy9jHnNXsmFY1nSutBe4YVb2Ixczd7RFQ44qnGAhmRqntnxam6K+is2Y5cabrPyz3bcEqdkrFbpxy0tCRdFVThe7U6T9KkLT0JR2RpKsUMMNdx6JeZzYcmryFnCmou1ditDDedX7tUmT2I5Lx6atxaLuVTYEvOF0PaUcA7Swu8WAAAAABgSYmAa7uzs7Pj4uPQngibe5l4lXf7uJqR50HDdp30N90nbXxjunTfFO6+L26996pE35MUjPvYrH331Kz95+9Ubm0/c0+5+SX9Zb5+qzVd9t4MQMoGg4ZJMQMMplUdOD61XjtqM6Nf2MtBwFWrW2BmVz4oWTTMrXO8ADShsRv3z7M4La5S2qOmeQg03X7lzRVNsnSoaqoabr1p7ItEWC0uxfJtmNTfN+nF6f2ei4TSNydesaUlRM+QuMHAlCgAAAAA3B6bhzs7ODg4Ojo4u3Ljx/K1bogbeht7mXiWYODKuoOG6T/sa7mP2nduv3771J2+/9Nm3vvvpT3z0c4mDWz746jM//sqXf+z2K09tfmsgGm69Xi3mlvxIxrLmi9W673aNKXkNt9o+XrMWUziNHR3LFF3mlC4D0l3QcEnGruGSZ+PhgLJ19HrKXERaxJLGnSXCSDMOq9TLVKrZK2w5C6+k9LQ/Lpx9vK+q+eZ6O7wrPySn9gGWEp1Pay41e+0PP8y7JONmdKHhss1eRzvVzA9ZaVJKs8JNJqUM3Fwj77Mql2X1ZpJsV8PNrMLBaKUabjWvcnT6E1LQDDQcAAAAwLgQg9FwgYO7fPlKPQEn41WCiSPjChqu+7Su4Tb/7p533rr11vc+8/0XPv7mt3/14x++Gv+C/rvn/+jWl+55ef1Db9/64ubX+9dw65X832Jb2yS/5FEHxhmGhgt8avu77OZYpmjhlKduVx8TmU7QcEmmoOEy45siC5NIn+LFwkJtVDxCqkS1NKhZQm1qKiihdppRqWZVm2s2Y0eTUipa0vTjrlO4toZrZ1G5IWk4f5bIlUiPAUwKF53GUg2XtGQuf9bhNJWZo5tLU1ZKpjhpRsHAw3BSymmv8QcAAAAwGcRgNNzx8fHR0YXmDi7Aq8qrsPvf4ITUS0bDNZyaNR+6Qz7ta7hfu+fOWy99/4XLb37rgTe++XMff+jyXT/wvc998gN3/bXveL+gj/7Bb928/oNv3/pTr1i7+62adfgkSDH0bb1ezed4AvMMQiEFjRir39k+6Bxr46tk3B8T6SRouCSj13AKpZLVOqF8UeqScIRU4aR/etXSpGYJtXBRjobbZTOKD19xkhVtrtuMXa4Np25G4YCm4Wg43ckcHPPaRm+dLNBWtG0FDTcrW+It1m25UW+xENSvQAcAAAAAo0AMRsMdHBxcu/Z4WxrOq8qrsPvf4ITUS0bDnZ2dbX9EP1/6n3Qa4FUyY3BoPu1ruI+c//5LX3/16598dfMbrzz74c898smv/OGDt57+4I1HF8Fn8fAv/vqb3/mjZx/82+3ut1qi50pMPtlG0HBNszcWbtwfE+kmaLgko9dwBp5CsZ5XNjW9TJ2at7NKWqrV1nKmRl4vzJovFyt9I2sdoBaNQlK8VbcZHWo4zVsVLyrjwrU0XDN52jnmGm61EFbBMLraGk4x4s/a+rgqq8IlzEsOAQAAAACGjxiMhvPu6kvl2vXTU3MT51XY/W9wQuolPynlhz70odnsPW1ouPd4VfVyUANP6xruW4999BufvvDsL/+tr/7SD2d44B/+38HH8cBPfeD5z3yw3f1WSbSgByqgnaDhGmZ7QU5sQsqCjPljIh0FDZcEDae3VO1quGiAW0FRle2KF1aLS82Xq+xyV2g4mXINV7ivQWi4Mlc4PIw03CoZ+NayhtvOKqmsXJ558mbZKnKMhgMAAACYDGLwGu766el9585dms1kLh4ePnh0hIYjk4lybbi77757Nru/mYO736uk+8PpOI69PVhbuPFLbnISHFe9VesaTp+HH34taM8zz9zqcr+pBA+VqlmPYEWr5GGVYi5LaUiTtOqclUxvKa9FZ+VnvZQ3X0glLdWYvWx7ss1JzFi8V/mAU3so2IXuTEg79rZUrQ2X2WM77fGnC818CutkftHM48T8gmTaj6+whUWXi0mbs+1dqC66AoupPthqB9XmNVl38+jIyj4mo3NF9iFouCR7pOFqze9npOEMa47XLLPn6XFt5aZmHYyhi7+/0rNENjlALbU0XOVmMBquSfmyRpb/hKm7bmBCuYaTJp+05Hkj25iUMjl1a7FY5HycNP9kMhqOIW8AAAAAk0YMW8PJAu7i4eHVkxOP+EXvj4oazt3+Mil6Kk9Ib1FquCeeeGI2e1eDqSm9Dd/lVWLSAHcpbDu1ufdPxxGbto+09WyWUrOd6NXhaTgvR0dveu256653+jJxlS1c4g+s+TbJP1OVhM5i5Re3LLmgVy7wFZa8fWZIkLx5XFJZNF7XLl0o5bVCtSPNmhW/HasTXWtKToUlbWsF/9dIwzVoj+yBkn17pXwdFW8XfkSSkTL8+ApbqLxeTNoc1SR9SqqTrLRwhQdb7aDavCbrbh5rON3HZHiuyF4EDZdkHzRcOAZNscBZOUZrw5nVnKz1lnVAFcxLPJ5OllZNDrDm4UdKUbE2XOVmdL82XM2lAGsVrqbVWjeqw9Bwif/KLMq2alPDJazF3FIcoDwp5SgW3QMAAACAeogBa7iLh4eXIgd39eREfit4UR4QF9y7jljDbdylY9vL4UsPspMoNZyX4+Pj2exCXQ13wdu8dNebpbCLKxliZ0lnRBrOy0/8xFv9mbiqs+Kpl5Fbxy/nSqbqloYAKV5OKZPY/6R3tV5kFYz30jzbnOxBhS9YVvZIFdUZnxPlqYiP0EDD1W9PVCyz71XWtinkneHHV9jCvIYzarOqPevVOneKFcvClR5s59dko80VtlN5EZSfK7IfQcMl2QcNF8mXOqKnZC9Vao4MWtYBrd15XmkVo5JWdQ8wshWZufvK2rxJ/mOSVJtrNqOahittc7GGC42Y5prZnYarcKHuQKfumAoazisTXUur9EpttTXcYu6vBLdaF84/mdQsDb6bWUlLbm5H0gXr1hV8TLF3bn/MKQAAAAC0jhiqhpMdXH7+yeBd2c2NXcNtlv6vITTc3qZIw52dnR0cHMxmj1d3cI97G3qb6/frOiX1DLCz5DOKSSnjBCbO+9/O91xtITOVXEi9JbkD9ZJz4SMstX1SGBPF7IfFbSg8qsiVZDcqGgpoMESwsBmFx5KTXLXbY9y88tNcVL6ohfl9m7XZcNClwsKVbdn5Ndlw83INV2eaWDLdoOGS7IWGi1XI9in6OrEz62CyR40AKttLlZojS2XFi7tty8yipDXc2t98uVptpBc38VJxGcdU7wBlVVHgOOKJNJ2wzbE0VLe5XjOC/9dopOHM2+ydvXXiXzaredg23ZprO9BwyQBGK7eon7LZ41kSLqZUw1UdlDcvKyx/9AtLW9iqtjxc+SqQrQ3bBAAAAIBdIQap4R48OrokzUWpnKzSe/366Wks4GTQcGR0KdJwXq5cubKdmrKqhnuXt6F+p6lxZDNhO2IjXYAb19dbA+wsRhmwhnvmmVt33fVOHyau2mg4hSUprEktE7SjtEqchbaK9Wq1WGxn8IuXpMlqOPVelYejO9CyEsZrw9Vtj4mmKfY7Zh9f4XWR3blhm9VD2pSbKOaR1B1s79dkk811trTKEoVkwkHDJdkPDXfTf/weGaJ8Us/VY/FUkNyYNeOaJUuVij2fK+YtLCisbkOlZkiblCotySLJ+5+76+D8Nzgb0ia6d6u3WfcJ5iRXpY+78rWROkBtYXWZspoHQrmGK5JllpjPFdu2puEskVefehOnnX42CAPiAAAAAIaOGKSGuxQ5uEuqoXC5NeDQcGT00Wg4L3ffffdsdn8VB3e/t0nJLjepuSiH2CuaZMAazsvpp+797/7b73lt+yd/7w+e/+Offv6P//HXP/fe733nuRe/+5cyL7343Xb3Wy6ckuiHzmVqUldc4CwK1JW6XZm31ivpv3f3LVy05FaZhluXPaTSnBXNqait4QzbYzSAUTmxYYWPz1TDmZ9D6WOy1IZJ1b7Sg+3/mqy2uYGGMzlXZH+ChkuyNxrupj8my13M7dRYLstZLNy04KijWsxq3pZcOVZSzvZ91jo6lmzNm/VqObfkam2/2lXhaCnzZoSUT/AYFHO9ZkQ12vOgAQUarkYz2p6Ucjv2beGd5/SpmysHo3Wh4XKfe5s1DwETDbf9oFNzQs5X/icYS7HaGu5mNJ9kqsB2zsnCj2PtT2VppcvPF2KtaX8yIA4NBwAAADB0xPA03NWTk0uShguGvJUiC7gqGi55Zbs4W/yryFm6eSO2cR07+Y8pbXuZfbyfqsMr4GQqCWRbsLewoLNcKv77TL2P27jCttODmKK3nJk/Nd8mGsoUlrEVJsK8JOkgeg13dna2vS6eN3NwXrFZ6XSU6iXVyuIuU9eef8EsReZilWveXuxi6STl40vbdRIPKF/D2/dyNUg7ze5Rady0Gi7YdY8abvMf7/nmN98JmnflU+8IcecvNt/9D7/+obM/+ZcB317/7LfX//a/Pvs77e63ynC4/pVH/q14ZTJZVqgnpVQPY5r52k6ZhcZ/tKHharanQw2nKKvWcKbn0PdLsWBSruiX2eV+arjgPc25InsUNFyS8Wo4AIDOkCYXHbISBQAAAICbg9Rw8oyUl9ILxu1OwwUuzLYdP5EWSz+9d53I0G3L5AevRWJtlqolVSbScG4ylbuzdJdJ8WBTRykBw8TKzHaEE4mMeCeBXHOXkSJxpPLpU25eknQQvYbzcnx8PJu9z0zDvc8rXLpHWWwZjcJMj57LkL7MU8osv9UyrdUUKtAtqaGwcKmGk46iTw33ez965/Ybv/2RzwQt+YWffepdd73zqUfeuHP7lTu3X77z9kt33n5RvPPW1z/73pZ3bLLWWqqodgLAstkKW9BwqbJqC5MVHgWupspIQGUjiidjrKPhDNtjJE6LNZzZx2eq4eqdw2i0l7xdpeul3kGNS8NFRRTniuxT0HBJ0HAAAKVEo+HGuHgfAAAAwL4hhqfh7jt37pJ2YThjMWeu4bZD23K6TFZoqkkjN+5mU7yFaqPwBdvODXcznJQykBeZoUMbV7iyhtuS8nibrK2rVJJ0kFIN5+Xg4GA2u1Lm4K54xUz26EhbmYyAdEr2m1SSWXLOnOSqc8sLlxg35Ytpk9ijhnv26o++89bLrz330G/9yu/H7fnN//fqS3926aWnPvDik+9/8cnjt9944dnf/ZHWdx1OsmTwnF+j7HJCoRVnUTgronadtFwzC6RStYXxdM3IvVFLwxm2x0Sc6hYdM/n4jDVc3XNoZsgMDrbra7JrDaesiuxR0HBJ0HAAAFr8OUWD5xjMSAkAAAAwBsSwNZz3d72hcFU1XG7auuB1W5pAT1msuGLl66GsUxQ00nBubhxQLk7BLHyhGXHqlCQdxETDPfHEE7PZu8r81Lu8YuX7k4WUnZ1VMh/XkXYhWWD59XgQZUbDBZ436+aCSjKzTaokmq/notdduZK42cYaTm6t92KfGu7T73n79b966emHXlz/wg//938RNGk7Gu7Wnds3w9Fw4s7mavsaLlnhy1JMxLheLebz9LR+eb9T5J6aOovsdHy5HeUlTLKuVqmGk5xZfnGuuZEbyQ44i5pdS8MZt6foU1hkNFrBMEGDj89Yw5m1eb1aZd5O16MTTaUH2+01uQMNl3lNf64yu2uikskogoZLgoYDACggvgHd3hI5quUFAQAAAGBwiGFrOMPRcI01nEKvbd9ItFg02i272puycOE7xbLNRMMFEkG/dptTNLgp0C52ehU5s5Kkg5hoOC/ve9/7ZrMLxQ7uglfAaH/pcWGlo+GWdk5+RXFyXiy7Nly+pLzHMomWmSJV1nauWQ3xi0kDtpa5Tw33SVuIO+KdN9/33ttxO3/75PffOPv51//i/a9t/s9Xv/KTt1+9sfnEPbvZ/3oR2Sv/53uY+N/SU/5I2fmltst/WYpCN9tSHot5sifljuLmSGXmC6O14QoOx1IejsGm0SJ1ddeGq9Ie9acglYnNqv+2Nc/6ubKPr4KGM2lz5CzDNeSynrRkuJfxwXZzTbao4VQfk/5cxRss1op/kgkGDZcEDQcAUEA4S4PlLFYbloQDAAAAGAtieBpOXhtOqeG8AvedO3f99DQWcDI70nD+1I/xonF2xsZFg9yK0pKGCwSE3pg4xQYt85Z5SdJBDDXc2dnZ9pJ6XuXgvBdnXgHDPcpSrHQO0ozAkiMPMQsuziINp3Z5ZRIt07b87kw1XG5tuz413MfsO7df/8aN9Sd/86lP/PsnPvHRz3381/7Ds0/84utf+5nXvvoPX33mx1/58o/dfuWpzW/tSMP5Wfsj3xL5tv05rxwg5484k6WdokxrymPbpnhXqj0l49+2Bdb56vSaJ3vU6uMp3lTabqXYeTUNZ96e/KewWmekU/xuekihwcdXScMZtDm9y0xjtzvTi6TSg+30mmywuWpFwMzHpD1XjIbbu6DhkqDhAAAAAAAAYEKI4Wm466enlyIN5xHotpj43c413Da+i4tlXOzi4qFyBVmmC6rGs6Hh9jyGGs7Lhz70odnsPSoN9x7vLfM9ysPK7Gx3zAYN1242/+6ed9669db3PvP9Fz7+5rd/9Y3nf/71597/2uafvHrj773y9P9860v3vLz+obdvfXHz6zvUcENK0VphZHLhoyakOGi4JGg4AAAAAAAAmBBieBpOvzxcPFau40kp04lGxkXvawvL27Wg4fR7KTRogYNw6pQkHcRcw3m5++67Z7P70w7ufu/FSnvMLNZWfl01npSynobLdBdFS0Y4KeXm1+6589ZL33/h8pvfeuCNb/7c688dv/bsT796472vfPl/uvXU3S//l//h5vUffPvWn3rF+mpht8HN7Ev4pAnRBA2XBA0HAAAAAAAAE0IMUsN5XDw8VJq44PXMZJWdaziRMWomEi23keIdfQ2h3dAKMqdAqQRjiORBT+YlSQeppOGeeOKJ2exd0tSU3h/v8l6sulN5XkpfVy3FRroeNq5w7HDEmTwGzXYSiZZ6Pbpm2tVw/qi3jW535houMwCwTw33kfPff+nrr379k69ufuOVZz/8ylc+9MqN+249/cFbX/43L//Z8ctP/czLT9775nf+6NkH/3ZfLew2yJn9SMmycITse9BwSdBwAAAAAAAAMCHEUDVcZpE4mYuHh1dPTvJrxu1Sw21c183OjZfaMPjnzMmU8sfNOYnqKtNwmbfybs5RTSG4cROb5kSaw037lNQkfhVLkg5SScN5OT4+ns0uRFLpgvfPOnvNzdOYx61acgcaTknSLczH06Wr7VHDfeuxj37j0xee/eW/9dVf+mE1v/jDX73/bz7/mQ/21cJug4YjhBA0nBQ0HAAAAAAAAEwIMWANFy8Gd/XkJKbUvu1Iw4Wrv4XLv4XLw6U2C4skpaJF5GwTDRdvvt3Y3qq7+CXJw0k2xHaE44T/TGk4WyyDEW12UiA/8M28JOkgVTXc2dnZwcHBbPa4h/eH98+aO974Q95M5JrOxGVkbqsazlY1L9WHqkxrKbetRw1H0kHDEUIIGk4KGg4AAAAAAAAmhBiMhjs4OLh27XFzy6bHq8qrMPcTuf6klP5qcJFmC2SZu8nJqo27zJZapobHaTTcdpfxtsGoOvVMlRt/aj5bMiBefXGJeMU3d5kSdtlRelVKkg5SVcN5uXLlynZqynd5fzTcezD/pJ02a97FsMxdqv7VYqccmXz5hbW1vTac1zxb2mP2Eq24upy37+W2B6HhBhM0HCGEoOGkoOEAAAAAAABgQojBaLjj4+OjowttaTivqprT9I08TsZxtFGSdJAaGs7L3du03pj+o5Fo7QUNRwghZDhBwyVBwwEAAAAAAMCEEIPRcMEke5cvX2nu4LxKGk3TN+ag4UaaehrubJvWG9N/0HCEEEL2LGi4JGi4PCtnlo2z6vuH5NBYL7Yzi1jLdVsVrt25ZVu7PO2N27xZbNtnLTa9n38AAAAAAChCDEbDicjEHR1duHHj+XoCztvQ23xvHZxAw4029TTcZIOGI4QQsmdBwyVBw+VBwxnQroYLa9vxaUfD7ZT1Ssyt7BrT9T7B9UKxXLW16P8YAQAAAGAUiCFpOLE1ccfHx6qfPKbxNt9bByfQcKMNGi4VNBwhhJA9CxouCRpOT6jk0HBZ2tRw62U4CM5artZDbjMarpBFTsCh4QAAAACgL8TANBxpGDTcSIOGSwUNRwghZM+ChkuChtODhiugRQ0XDYXb+UlGw+3sxKodHBoOAAAAAHpBoOGmFTTcSIOGSwUNRwghZM+ChkuChtODhiugRQ23mm/P8dwdfJvRcGqSoXCWaH08Y1w5Gg4AAAAADBFoOEIGEDRc90HDEUIIGU7QcEnQcHrQcAWg4SBmHv0XfYsdzCmKhgMAAACAqgg0HCEDCBqu+6DhCCGEDCdouCTj1XCBIAuVymY1t61o9WprXuBZ1u5CKjaz7PlqU2JkDDWcec1eyYVjWfZMLrxwC5uRq9k7usIBRzUO0JBMzTM7Xs1NUX/FZuxKw7XfZlnDbVb+5xiXd3IfSrGzK76o1qvlXL42UhmuCzbUcOuVmM+FJa8iZwlrLtbarQw1nF+5V5s8ieW8eGjeWizmUmFLzBdC21M23uWh+24BAAAAgCEh0HCEDCBouO6DhiOEEDKcoOGSTEDDrZdWXlnkVMt65SiKBQJF8wvOQMNVqFnZ1GI3FC2aZla43gEaUNiM+ufZnRfWKG3RYNDZDtosYrM2X7lzxQZ2WkJV1nCrkpMyLA23sBTLt2lWc9OsH6f3dyYaTtOYfM2alhQ1Q76cGAsJAAAAMHwEGo6QAQQN133QcIQQQoYTNFySsWu45Nl4OKBsHb0+X0k/xCL/ZUnjzhL5ohmHVarhKtXsFbachVdSetofF84+3lfVfHO9HYSVH5JT+wBLic6nNZeavfaHHyqUlmkzdqzhdtJmEZu1bOXr6HBSNVfTcLHoSZqxdqPd2fUne1yVy7J6lber4WZW4WC0Ug23mlc5Ov0JKWgGGg4AAABgXIiBabizs7Pj42OD30CF8Tb3KunydzchzaPUcHSHnQYNRwghZDhBwyWZgoZTj0KSBEqxEAkVTLHmKNFwDWqWUK9ZVmFZunaaUalmVZtrNqPtSSl31+ZEwxU4U0VhMw2Xv2gDQsHXwEgOSMP5s0SuUp5LNmhF13mphktaMpc/kXCayszRzaUpKyXrmjQjpe/lD0jpcAEAAABgkIghabizs7ODg4Ojows3bjx/65aogbeht7lXCeqBjCt5DSd3ByE+XwO6gz5oOEIIIcMJGi7J6DWcwuxktU6oSJQ+K9QcBc/ey1xYk5ol1BpOORpul80oPnzFSVa0uW4zWtZwO2xzsVlT+LI6Gi53fjR7HBDz2kZvnSzQVrRtBQ03K1viLdZtuVFvsRDUr0AHAAAAAKNADEbDBdLh8uUr9QScjFcJ6oGMKxkNF3eHegJOhu5QFDQcIYSQ4QQNl2T0Gs5gsFh6+kplCjWHfi91at7OKmmpVi7LDbSRFwuz5svFSt/IWgeoRe0Hi96q24x2Ndwu26yRYvm3hjEarhPMNdxqIayCYXS1NZxixJ+19XFVVoVLmJccAgAAAAAMHzEYDXd8fHx0dKG5gwvwqvIq7P43OCH1ktFwQXdo7uAC6A7KoOEIIYQMJ2i4JGg4veZoV8NFA9wKiqrMUbxIWVxqvlxll7tCw3XT5nINZzQVapdrw3WCkYZbJQPfWtZw21kllZXLM0/eLFtFjtFwAAAAAJNBDEbDHRwcXLv2eFsazqvKq7D73+CE1EtGwwXdoS0NR3dQBg1HCCFkOEHDJdkjDWeyyFrFbavVHK8sZs/T49o05ihkHYyhi9VQ2ss0OUAttZRW5WYMQMNV+wR3MBpOxAPfcrFrTiga7mtXa8PJlGs4afJJS543so1JKZPPdy0Wi5yPk+afTEbDMeQNAAAAYNKIwWg474a+VK5dPz01N3Fehd3/BiekXjIabnv1tuPgAugO+bSu4a597H/92h/+H1///D+KmH/hkb/zta9tnk/nu9/9brv7JYQQMoGg4ZLsg4YLx6DVGlJktDacWc3JWm9ZL1Ou4XKVpKRVkwOsefiRUlSss1a5GbtZG24XbS5fG85kIblo4FuqhcFJsObLeTJhqa0Y+Vj5bAxCwyX+K7Mo26pNDZewFnNLcYDypJStO2sAAAAAGA5i8Bru+unpfefOXZrNZC4eHj54dLRLDbdZ+r82HLdBFbuPu/1FN/BGEqPU0HAPPPCYV8r7X+/vRx/9kvf3vfeOS8N1eQErenTrGu7Pf/fuO3feEeKOuOPh//H2G9957gtHX/ujnwn4iyf+zfqz7//93/t4u/slhBAygaDhkuyDhovHGdUQPSV7qVJzZNCyg5vW7jyvh4pRSau6BxjZiszcfWVt3iSL1qXaXLMZ1TRcn22uZNbUy72tk2kwpcJhm9sfz9gNFTScVyb6XFYLIxtYquEWc38luNW6cP7JpGZp8N3MSlpyczuSLli3ruAjiB3uWD8jAAAAgL1CDFvDyQLu4uHh1ZMTj/hF74+KGs51/J8j9nJT+mMaDUc6TQ0Nd/78da/Uo49+KaPkjDVccJEb9gg3/H3e5uU2NQ23fuRH7tx+482//NBrzz3w2jd+8/VvfvrO2y/deefVO7dfuXP7Zf/vt1/8/huv/qeH/5d290sIIWQCQcMl2QsNlyy85T9FXycOZR1M9qhRMGV7qVJzZHyseIjTtkxkZTIabu1vvlytNtKLm3ipuIwJqneAsqoocBzxRJpO2OZYGqrbXK8ZFTRcr22ONNx8uU7MzmY1j5d1U34o8RykXoW21I68htsuDLferNd1FvLrkfJJKSsOypuXFZY/+oWlLWxVWx6ufBXItoZtAgAAAMDOEAPWcBcPDy9FDu7qyYn8VvCiPCAuuEcdhIbbuEvHNtlH46DhppMaGu7d7/6GR17JVddw5V0iKVrvclN3iqlpuCc//iPvvPXya8899OrXHrz15z/3vT/9Z9+5/jMvffnnX/qzSy899YEXn3z/i08ev/3GC089cne7+yWEEDKBoOGS7IeGu+k/fpcNSDoq1VKY3Jg145ol45OKPZ8rJqUsKKxuQ6VmSJuUKi1pGkx5/3M3HNXV4GxIm+jeHVKbddeGZqbKdOzFKj/2TVtz2g8OkHINVyTLLDGfK7ZtTcNZIj+rp97EaaefDcKAOAAAAIChI4aq4WQHl59/MnhXdnNmGs489TVcsCUajlRKDQ3nFTl//npeydXQcGVXkVSynppWd4qpabg/f+Rvvv36X7309EMvrn/hhcf+1bNPPvmpR14//ePX7ty+def2zWA0nBB3nv6k3e5+CSGETCBouCR7o+Fu+uOb3MXcTo2LspzFwk1LmcoazrjmbcmVYyXlbN8NraNjyda8Wa/8lcKkam2/2lWhkTFvRkjpBI9hMTdZsMyKxnYVKK0azWh5UsqdtjkYIpf5UDQruMnNCD7um+opKONxjl5r0/WHmRd/7r1jouG2H3RqTsj5yv8EYylWW8PdjOaTTBXYzjlZdIV4nW4hN2Zbfr4Qa037lbOJAgAAAMAgEYPUcA8eHV2S5qJUTlbpvX799DQWcDJoODK6GGq4YA04PcoxcaruEF6qTukY0e2FFpZDwxXnzz/2Hn9huHfeFO+8Lm6/9qlH3pA/l4/9ykdf/cpP3n71xtOXGQ0XJHjENV/13Y5OMr2Dnd4REdJz0HBJxqvhACZDpHgUrm2dzGVqsnQg7Ip4QBwfBAAAAMDgEYPUcLGDu6QaCpdbAw4NR0Yfcw13/vx1j3e/+xvBaLgA72/vleDvqhpu6eov2agvuA0mat0TDfeb77lz+/Xbt/7k7Zc++9Z3P/2Jj34ucXDLB1995sdf+fKP3X7lqaf/fY8abq38z+kty5ovFqu1cpPVdu0Sa6F+t0m68zjBYfdqjKYnraZ3RIT0HDRcEjQcQN+E4wEL/I7+XeiISJWqZh8FAAAAgGEhhqfhrp6cyBouGPJWiunacMrH/tuFq+In0rbjbgo1XKbotmz83lIxh39aPQRLZMnbL121/DApaWoxNq6w7URT2o6Ia3K8V2z/n14ZJy5ji3yl5iVJjVSdlFJeDO6BBx7z/vb+t9aklP4VqruS4vcKC9XuFEmNqSrSNWR3ZNJ9zHp0+xru1+5+561bb33vM99/4eNvfvtXP/7hq3Gn+7vn/+jWl+55ef1Db9/64tMfHoCGs6RIH401z9u2CWi4AVi4IUur9Woxt6p/wAM+IkLGGTRcEjQcQN+Eos2/BXRT8yKuN/G6ddifHkmmDGVGSgAAAIAxIIan4eQZKS+lF4zbiYaLPYFtO37s4MG9agI+N3q0L5WURJv/7D9+OSjiSJ4gERLhe8k/M2bDtKSRhouVme0IxxH29u/YDQZyzV1GTs2Ryqc/IvOSpEaqarhgNFzw9733fr5oLkpDDacZwxlMSOm/ob7cmnSKsMbl0s5VkGtLje5T0qPd1jXc079y9523Xvr+C5ff/NYDb3zz5z7+0OW7fuB7n/vkB+76a9/xTv/RP/itm9d/8O1bf+oVa3e/VRIIqbxyWa9X81DIWZ2Jla48znY/u/CIlRsxSGlVdE2UZbhHRMhIg4ZLgoYD6J14wsOChIvKQefEhnT7MTiFiwACAAAAwJAQw9Nw9507d0m7MJyxmDPRcG64knpqUE38HF8uGb6YGd2Wtxfa+fcyOxKb+OX6JXUabmlnh79tqxKurOG2pE9A1tZVKklqpKqGC2ahlEfGlZXXariiy1YeQ6a43NrpFMrCzTpFeY/2Xmpdwz3xS//j//fNp25tfvvVzW+88uyHP/fIJ7/yhw/eevqDNx5dBH3n4V/89TdeeGz9S/e0u98q0SuXaKxcR2qlI48zCAs3YGmFhiNkIEHDJUHDAQyCzWrhWFZ6agvLtubL1ZpxcL0R3IFZlrNYbTChAAAAAGNBDFvDeX/XGwpnqOHCp/OKuSdzbxQpr9zrSuNQuKNcefOS5RrO3Z4Zp+htP4FcU52A7LbmJUmNVNJwjz76pWBhuHhkXKzk6mo49dWUeq1IYtftFJIy0zasle6Te8Pbd+sa7ncf/uXfud/5z//P3X9239/IcP/f/9fB19Qv/f3/6+qv/Ot291slpcol/GXfibTqxuNs99K/LBqutELDETKQoOGSoOEAAAAAAABgQohhazjD0XC1NVwy4V422ZWkiktm31Eah+LNlTLEqGSphnMdtTiTE8g1ld7YDnOz06vImZUkNWKo4c6fvx4QjIbL/100NWW5hstfuZkXcpdbw06huYAz27fRfbI9ehej4fR5+OFrwTfVM898tcv9plOuXHIeTmlbkjksg/8ed7FKV7DdfrvmWFJmvsrstaDmRarq+WKVaYq69QVSSLUsnG4XdQ6h+sHWOJBaOy052Gj0YyrpVq2zn3SyemDSUINmEELKg4ZLgoYDAAAAAACACSGGp+HkteGUGs4rcN+5c9dPT2MBJ1NFw2WfzEvJvJUsTKVOiXHQ7Eik1YF5yfzhZBPMSFmyclyxQXPyGs6sJKkRQw2Xv+AzPPDAY3U1nFrLZVR0fixp3U6hqDH9RmFDisua92j/lY41nJejo896n8Ndd531Z+IMRj5lNVBeC0VLUlhzP1amxlASrQLFI5XJ7Thfc+SFrPRmcZHi5htbuLJd1DiEGgdb+UByRYx2WnKwvj7zX5Y+zXlae0ZyLdw+tYewpYtUM2aqZhBCjIKGS4KGAwAAAAAAgAkhhqfhrp+eXoo0nEeg22Lid3vRcLZTkKWLhkPDNUmlSSnlxeDuvffz3t9Fg+Aqabj0FaUe/JbXcHU7hWoXqTd2reFE9xrOy0/8xGO9mjgDDZc1V1kvpKpivVpnhqxtN1EYIXk7lYabZ4ZSZfZW1P6C9d8UL5fuosYh1DjYigeSL2O0U5ODLWpKVF1mJ6tY08XNUNTGZJWE1AgaLgkaDgAAAAAAACaEGJ6G0y8PF4+Va2NSygI5oCipnRYvnWINp51VL9yVeUlFIzMJNJy+zYUGLZhq0qlTktRIJQ0nLwYnK7nGGi55SfFehUkpDfakrFFdcyvdR7GvXjTczcjEef/bx85b0HBlw7VCO5MvEAoa85qMmqM7KhOnpdhF5UOodbBVDkRxWEY7VaRofGB2p4ZzYxaOQGQ8HCGVg4ZLgoYDAAAAAACACSEGqeE8Lh4eKk1c8Hpmsspma8OpntoHb+RG/pgoB2XJcOCQypgpZwI0KVmq4TbL7ZnRCrJgxTfVCfBft5d1SpIaqaThvDfPn7+eV3LNNVz0muPkh5XlLreGncJ8bTjzTmHeo0V/Gu6ZZ756111ngYl7+OGHrxTnwoULbe+8tdFw2VFSSYr9TXbnRSXXq9VisZ1DMV6VTKuvVOu/xSXVIqnqLqoegklJ8wNRHZfRTk0OVr2R6dyYqiKG9pMQkgkaLgkaDgAAAAAAACaEGKqGyywSJ3Px8PDqyUl+zbgaGi6eVy9tIsJH9umH9vFz/MwTfq+0kx9PlFMG4eZZPaewA1VL6lxh4M4yjmzjJjYtKDCzhXxYXoHAbMrHYF6S1Ii5hnv00S95b957r0LJtaDh4usvfw0rpFkrnaJcw1XoFKY9euO6bl8a7qZv4m79wH/z3a2J++3c0Se5cuVK23s2XRsuu9Zb2ttIa4blbZxGwmTe0tbs171d0iw3wEvtBQ2WhTPeRcVDqHmwpgdSVrPmLaPzqZxl1KApaDhCWg4aLgkaDgAAAAAAACaEGLCGixeDu3pyElNq36ppuPixvf/kfrvIVfgQ31UsMpUt6tjhv1XjicJCtpMd0iNtPlNtXqGkco7NdKlgxshAxjnCccJ/pjScLZbBiDY7KZAf+GZektSIuYYLFoN74IHH8kquFQ2nNlmiQJo16hTmGq5C9zHr0X6pHjXcza2JC7rPlSv5yyFMLxrOaPLEm4HhiWWc7OLqm6l4cbNVbq2x1O7TLxXsTy2SzHbRkYYzO5DSmgvfMjyfaDhCBhI0XBI0HAD0xHrlWHO38N2FbS02vTcSAAAAAEaHGIyGOzg4uHbtcXPLpseryqsw9xNZ/dh/4y7jZ/r+o3t/aE92GTa5aFx2W3qZHQm03U9cJjVQaLNx5c0LtjYuWT4abvuqP29krMxmtvA2iEvEK765y5Swy+/MvCSpkYyGC7pDqVwzpKA7FE4q6V9YeTlWJM3qd4oqGk5U6D4mPdqrq18NdzNt4v7pP30nfyA9aLhAraTe109PGI23MjFTJdNdqtVPmb4q2J36ZcNdVDyEOgdrfCCKGO7U9HwWazh9a9BwhLQcNFwSNFyeVTxbQRxn1fcPyT1nvdjeblrLdd8tGQTTuETDo7DnK9W762Xwn6Bh4gAAAACgKmIwGu74+Pjo6EJbGs6ryquw+9/go0ss11osSWoko+GC7tCWhqM7KNO7hvPy8MPXZpHUFttRkEGubMfIda3h4tFT1VYJy+gehckreCNTs0ZUqWWSX1XB+m86OVe+i6qHUONgTQ9EFcOdmp5P5TVRcN7ze0PDEdJa0HBJ0HB5puE4pgUaLsUELtHIsqkd3JZ1dJiaMgAAAAAAecRgNNzZ2dnBwcHly1eaOzivEq8qr0K5/n9OFHn4r8/E7Ac++1MtlezqUccEkzl7cXdo7uCU3YGIoWi4h/+3v/MdWcOJrX173/veJ7rUcOtkikn1Wm/SmLXVKlNCadMyM1X6o+ZmWWujHA0nl0iWNivSV5WWhTPeRdVDqHGwZgeijuFOTc+nznTm9dxqEb1gquEy15zJQDtC9jNouCRoOD2hCBib45gce6Th1u5ibifLzc5sy3IWq+IRYaO8RN3ozqdkpFv4uY/s6AAAAACgZ8RgNJyI1MPR0YUbN56vJ+C8Db3NkQ7mYTTcQJKXmHJ3qCfg6A76DEHD3Xff5n3vEwGiu9Fws5mVJHmmYs1VbkQtyyxrvk2Bw7IWi3lSLF5DTj/OLmqcvNW8SFBFLqqKhTPdRcVDqHWwJgdSENOdmp7P5KLwS80z/kz6tNODJQ01XFx78ELmn4SQJGi4JGg4PaN0HBNkPzTcZjWX5p5Pp3BE2Agv0eg/PzL5NDfhzUzxEnIAAAAAABnEkDSc2KqH4+Pjolt9k3ibIx3Mg4YbSJRjCekOO80QNNzDDz8sN2kWDIqLskMNl4ovWRbZQXBxcrIsHjgXbbxar7PlfcmyXi1iPeQrvtweFB4nGa8VWcGykW15nbN9o9jyGOyi4iHUPdiyAymK+U6Nz6dULD3ELv1ppz5sRsMR0nLQcEnQcHpG6DgmyR5ouE38HwtZ8+Vqnby+3o6Pm46GC6ejtBfrSuWZmhIAAAAATBED03Ck46DhBhKm9Ow+e6nhOkhXK4MV6ZwW9m9eRRsHW9lLsfYaIdMMGi4JGk7P6BzHRJm8hotmXyyfpzHL2C7RaGLvCqPbqoyeAwAAAAAIfjbuPAINN9Sg4QYSNFz3GaCGy+T+++/vu4E1skNJFCyip6eN3Xeq4YqHye1wp4SQAQYNl2S8Gi6wD+GTeX82P2lIcsHj+syqW5Y9X21KHuwbOg7zmr2SC8eypLkHvcILt7AZuZrTQ6UaH2AJwZSAwcClzcpveTxo21E3o+oB3hTrtTu30s3OlS/QcNGMhbPcYLGKzVivlnOraELI3Kff/nkO10qrM/Vij5donT5Ya2hbeIylA+g2i+2snoV7BwAAAID9QKDhCBlA0HDdZ+Aa7gtf+MIHP/jBvhtYI91IogJ5pVkWrmrlHWm46hYODUfIRIOGSzIBDRc92E8lN3BmvXIUxfySWn9h4Dgq1KxsakGDb0ojpIwK1zvAEkLPNV+4c0XtOS1S8QA1q6FlNI1KwyUOrmEzkqVj1UmdwJ2c5/AyqzXvYo+XaMU+KF3SVc9VqCn1QwXl/lJ5UCEAAAAATAiBhiNkAEHDdZ8ha7gvfOEL169f/8hHPtJ3A2ukC0m04/XFutNwtQ4EDUfINIOGSzJ2DZc8dQ9H66yVRiPSBJY0qCdxE5ohSKWOo1LNXmHLWXglJW0UF86KA1XNN9fbIWn5wT61D7CEjbzQrTWPWr6ORm9lVEulA5T8V2qI39p3c4sSDRdrQdWgvCrNkGaDjE7d2i0VfO2e57pyqu9LtFIflD/x6ifKZEM0HAAAAAAECDQcIQMIGq77DFbDBQ7uW9/6FhouX7dlza3oscvOPNTuNVyjA0HDETLNoOGSTEHDZVxJZI6SJ/bhK4on86GhKJ7srsRxNKhZQj3jYoU1v9pphqbmYgXT4AATPVRuTNI1RA6u4mJhuiF1Wb+jHH61q/PcaO2z/i9Rkz5Y1ph6Dcgf7HziawgCAAAAgAkCDUfIAIKG6z5D0HDPPPPMw9r03cAa2a2GCx+7zVe7lFBdaLgGB4KGI2SaQcMlGb2GU0iE7MCZUDcoPUVoWwonA9Q7jiY1S5RZKt3Cai02Q4XGmzQ9wEruKamhaCBepUpyB5g7CtWB7+w871DD7fQSNe+Dzc9SBSsNAAAAAPuOGJiGOzs7Oz4+njWIt7lXSZe/uwlpHqWGozvsNEPQcIQQQkgQNFyS0Ws4g8fy6anzlCkcnqPfS52at7NKWqoF0XIWRl6zzJovFyt9I2sdYAkaDVf0luEBFg2YUhNpIDueSrHMWDVshmo03M7O8w413E4v0cpqDA0HAAAAAF0ghqThzs7ODg4Ojo4u3Ljx/K1bogbeht7mXiWoBzKu5DUc3WHXQcMRQggZTtBwSdBwenvSruOIBrgVFFVYmGQNr7iUvIxa8wMsoaKGq3CA1eYnjEdjLeZBXdqpFKuc5wprw+1aw+1ibbidXqJoOAAAAAAYJGIwGi6QDpcvX6lnHGS8SlAPZFzJaDi6QwdBwxFCCBlO0HBJ9kjD7c5xGNYcr7Nmz9Pj2srXvVoHA5RiHaLUQ7swFJU0XKUDrKnh1jc3ibRSm7iq5zma5TIbO2uLdnaeIxVYa2m5Hi/Ryidk12vDAQAAAAD4iMFouOPj46OjC82lQ4BXlVdh97/BCamXjIajO3QQNBwhhJDhBA2XZB80XDjAZweOo1LNyVpvWQdRQTHEg5XkSRSbHGAJxd4kakniqioeYM214aRWqT+XWs2w5st5Mg2jrRhyuNPzrPxYDenxEq3uJQvWjNvhhgAAAACwh4jBaLiDg4Nr1x5vyzt4VXkVdv8bnJB6yWg4ukMHQcMRQggZTtBwSfZBw8XDnVp3HJVqznur8HV3blUQUiofUfcA12JuidlMWHNRsOtCDaeYR7HiAcazQZpMUZjTQNEhW7mPplIzwsKGIml35zlZB7DyhI09XqLVNVz0oVcdUWg4jC7ys/mrAgAAAAD2CTEYDefdnJbahOunp+bqwauw+9/ghNRLRsPRHToIGo4QQshwgoZLshcaLjE+/vP5dfIkfx1M9qgxFGV7qVJzbI7ikVbbMrMoWUvl+GOyVht5Isd4qbiMj6h3gKu574YCrIXyACP9MV+u4+FUXp1zpUGrdoDSbJD2PF6X7WY4A+cibYIUo7HiEWRF1Zo0Ixn/5Xrnar0umSxxZ+c5tSibV09ytr0Pfe0u5rkZMgdwidaZpbPI9BltVTamT14Ij3FzAAAAAHuMGLyGu356et+5c5dmM5mLh4cPHh1NxTu427tzx9W9QiYeQw03re7Q5XW+WdrZfaHhCCGEDCdouCT7oeFu+irEnhUl9cQ+nvCwILkxa8Y1S0IkFXs+V8z4V1BY3YZKzZA2MdVw6lYUTV1odoA+8TCrfJNLNdzNQhNXpRnaA0x7q12e5/Bwis5G+oQM5RKttVhePGCtwipvpjNSSipzN0slAgAAAMA4EMPWcLJxuHh4ePXkxCN+0fujoncYpt5CwxEjDdd2dwjMlP8zdrkpbaAb/qecbV6VaDhCCCEkDBouyd5ouJv+8B9/VJFsMCzLWcjjsHwqOw7jmrclV46VlLPDcU/BsWRr3qxX/oJlUrW2X+2qcMSWeTNCjCelTKdg6bTKBxgfpreJLbXZnqfGAG6rLVo+Lx4AlTFxxs2IBxjOvFOdOtth5rkTvoPznP3QM2c7/aEP5hKto+GSj8x0QFylAXTJgDg0HAAAAMD+Igas4S4eHl6KpMPVkxP5reBFeQRQ8N/y9anhNu7SsU18Ri5oOFKu4XbQHWINV+7hkqL1rkp17+hfwxFCCCHDiflNddG7aLi+0vtvun3CcE2u0ZIoodwBrpMZGs3HbYEJ4eg2oxMbOUfDSSYLpyoFAAAAgD1CDFXDydIhP+Fe8K4sI3rXcMFTfjQcqRe9httNd0jcWtnFJpWsdVUW9I6eNZzhNl7DnaWbafpm4zpOcjwVuz8d3Cj/ZccxfJpNCCHm6eymWv/F1bdFaxw0HOiYuIbT+6AqtggqESnOMrkWTZJpPLQt8qpTvWIBAAAAwAQxSA334NHRJWnyPeXsfN7r109PY+Mgg4Yjo4tGw+2sO4TXrOOUXbrb6zEstz8aLpyG08kauOLa0XDtBg1HCBldOrup1n9x9W3RGgcNBzr2Q8P5B7idejF+a72J11Ob6rH3jIkvqzh9ZTK/KDNSAgAAAOw3YpAaLpYOyrE/uUWv0HBk9NFouJ11h+iadfXXbiSw3BrjyTJ7GpGGC9pm2qHRcLsIGo4QMrp0dlOt/+Lq26I1DhoOdExcwyVzGBbEXxmt90ZOlHVo2eyFcp3BZEm48msv1qnbz8wpWrgQAAAAAPYEMTwNd/XkRPYOwRifUupOSpm8sl29KrpVVsxCJ/wijp1M42fby21F8tR+yZvSfHXbZbFmxVXX13AbV9h2IlxsR8Q1O94rtv9Pr4wTl7FFvlLzkmR3KdJwu+wOiTvSXXDxe4WFUl3H6xfy+DFt7yjqfX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) +&] +[s0; &] [s0; &] [s3;:6: 6. Graphical symbols used by Assist`+`+&] [s5; There is quite regular system in graphical symbols used by Assist`+`+. @@ -314,10 +328,9 @@ in layout designer that can be used to generate code snippets from layouts:&] [s5; &] [s0;= -@@image:1903&1281 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f5LWWOzbIPaFAk2cVr162nf8lS/Ev7CslDkRn2Iju//MuCJfmXZkXSIypDRfJmum+JUlKSOU+ftjMay6MumLy9ZFlo9Yr1gGrSL0Xufua507un9xPBbdsxGZmf70WSRBVJR1m5cVfyV9vaCIokThTO5VFpxrIkTWsefsRw/lFoJFmi/Q7yN+7lOqwXScxIE5smE5GjrMpeJJ1zfeP6yVWTN6guF5yXLEkaqy9fMyg1dB3ltKEpExIzGtMcExydE+k7IZtQDn2pWzZvRdJ0z72ryFLkL7/rbc5mzpdfkQMDTIsnf7abeF32txfJmy4YZw0LTakuG5/5ebr/l4jjrF1B3ieuH/1IV+iPInc+ueu503OHjhwzn4JkydyL5OfrSlAqknUh6fSjT+wlf23i4S0ZOb6qS8ySsZYSepEM2p20+a2H8lzk5OSqey+7l/iRiFJdgZIihcty2NCaMG1uyoTEdKa0oVlwrATdgkyXumXTDwIbFMn6jOQvERn/UjgkkpUfmfow0No591y644kcb35DN5EJNuLa33OROv0JZxHFPDanDkPDrOKIq6/DkBbRjXSH/BR58plnt46Nj27YsH3btq07Jk8+e2rr9kn+dx+GZOhFsmSjyMNRvUjyNzIYuRfZT0vKvUi+OxmpSOZE0nPkr2hdteoyukMtFam8LCeTXqR5dNRGkZqqDkZfdcsaYstEcDYpliL5ziPrTlpuXS69SD8lVqRcpmzMFIoUDCjkYZfYGAjn4QvwpgMxhhSJbqQ75KRI4sctG9ZPbNgwtn79to0b984cOnXm+Yntk7OHj9i0G5n0Ik//y8Un77/osKYXSVNkL1J5LjKBJeURV9r6RQ66pu9F8r+LJGYk/UdvehXdoZYDrZFXruqSpSLz6EWmUWT6YdL0Q7Xyu+VUZOKBVtWYqjjuOp9akeFLWtmrWKcgVQXwg66MoIuJXqQj5KTIibGx8Q0bZmcP79u3f+sTT+ybmX368PHtGzdNrN+wa2qXudGbz6gX+aPvX8IsKfcibRQp+JG/otX+jCRrctm1OpNP7qENLJneM73XRpGJe5Fc6zrcM+NllwXXH1orUr5W58vXDH7r9tsjN9xekbLL7M9FxirWJrb0F9uUVpFZDrRKF7XaX64zb6FI/5KeuOcifcRuImeuOGcgw7Nogez3Jdy6cC7SRXJS5Oj6dWObt5CJrWPjpBe5c9f09k2bJkbHxjY8Mbp+feRwaya9SKJIZkmhF8mfkTSEYf5dZKyOJK/IBx/axBQZeXVryl4kn4YaQ/IOtVck//sOMi1fvWPTUMdKkV3IWNmyjS0yZfKzkZL/LjLljz4y7UUKv/noEVZc4Dzuh5N+5086K6nIw88V7DmBK1rdJCdFblm/fmzDBtL52r5x45YNG7as3zC6bh3x4pM7J8fWraP3EDAk4e5ziXuRL3qWJClZL9JwCSuxpPnWOkJKfKedrHqR80yR/K+8rRVJhDgUvq9Osoa6VCn9Fa3Jks3NB/h7+JAkdBv5qCy3rpy3DpDLTHouMm3fLTutoQ/pFDkpcvfup4gTx4koN21+9rlT45u3EDOSiW0TW8n8U6fPxGpS0vQieUXG7UUm6C3qUkpF6pL5d5FCsu9FxirWnKBIOdncwo5plObJUJEZDrRGootNp0iahFH9BHfXiU9mhgzfwgdUnpwUOe9dsXP8xEn6dI+pJ6e2ke7k+nUTG54YHx2N26RIN6AL7kSnW4Teo5WlZL3IyEQEmuA3krFuaa67jTnD3mXEhkPBLQR6yUaRaaoIipST5Y3Q+eufS9iLTJNyUiQAmUOUFzfxi1t+Iuaef6F7InLd+tGNm5559rkMP2uWSb67DrvHTv+DyTZlqLM8yqyoIvNOfXicVrkVmfHDsJCQcko3LVseNyVQJFJ+KcNB0TwKLHNTVubYMt+6UikS+w6pKinuQCsUWcKUrdSyFW6Zm7Iyx5b51kGRSEgJUqxRWSiynClDRWbeJy1zU1bm2DLfOuK4lKnwLarPvkMqT4Ii3UiZqC1zPyIhISFVOkGRzqSUgpMXhyKRkJBqnlIqciUoDUrHkZTfggAA4DYpFRn3ah+QKzrZkZRJfgAAqBUpFVl4LxhJSAbr2afCtwIJCQmpDEn24JIlS6DISif4EQkJCSmTJPuRUmlFrnT6gnDLrautHLH3EVs5E+qnivWj9KPOklBkGVKsraubH+PWT+VSmbeuzLGVIaF+qlg/yv6jzpJQZBlSsq1z3owp66cqqcxbV+bYypBQP1WsH0GRupf2ijQ/0sLmIRfpS9BVtfmZGolTn4s1bF3KeuOT8ibb9nfeNjwGMY+6sqkfN1KZt67MsZUhWdaP8KjQZOvKavF+xhBZP9lGZVkI70RBiIkVaR+tTpG6TbPMXE9FZpuE2o57XOWnSP4RUUXVT+IvHum/w9hvnWVI5vTNb33XPjMUmWH99OHLZNlisP8K0c9NOx2HZIo0fOotFWlonxMo0tAc2TyiiLXPunJiFWIoJ0Ej+fTBQ6wEMm3eWENscm0LT/hNfASmPLxtwuiPIk+fmTt+4uS+/YdJJOQvmSZzbBRJF2R/t27bRUogf4X5mShy878+CEWWJ/VTkSm7WoXEUGdF0g9+YkUaGsZkilQ2R2wtNvudZCZLzT3/wtFjx8kE+UumPTHFK8QQT4JGkoZECqHBsDk0PBakOTZdbUd232yOwKw+dIZKzmQg2hwGyUAq+eixZ9at30HCIH/JtPIIVy54Zu55+nfvvqcffWyUlED+kmk231BU3xRJ5Mgnm0WgyEzqJ9ahmFMqJAZd/bBPevqoEnzY+6NI3RdjS0XO69vnZIrkmynWHNk0v3wG3ozMlbFKoHl08SRTJPUjXwjvRxpk5IEk17b9QaWrRsuhWla40BcWVmEIwLD36ZeQF3/8Ev+FhP1l821MRzJTP9JEpsmcuL1I6keayHSpepGk5pkf6V6ITFBkJvVDjy6aEu++lL3IQmKwUaQQFX1L/mtTguXW5adIuZfEd9aEzMoSbL7noxcpbGAWvUhxtFYox1yCuRMaOVQr7FllVSRWJOv60armv5aQOXE7g7QQEgybjtX9ZLublMCmI2OIbGaZ0XhFUt+ZF1QeCfZ+NMSm6wWk6aEYiopsJCNbFZtWPcGG9FORKVP6GBLsZcPxw3olOSnSUEKuimQqYS2/YJBIRcpf9YW2KJkidYc3zkXOhzuefD3b90N1XX6bodpcFblv/2Ha9VMeVLQzSPLYVJFScDYLyjEI0+YYbBRJvcYUyfqD5gV1R4v98ROrF2DZQPEl8H91RZlLUC4YqwT2Vyjnbm8EybwVfVNk+i8hmcQQt4Rce5GyZAtUpDCkdjfXi5TfUpbAJpRNGd8WJVBk5qnPxeY3nGXZQqb56NlvtSD6eensmK7NN+x94fDTJRvTse4nFZz5BGKGMRj2vlA5TJH2ZxXpIuaUTJGJGyhWwryFItmKYsVgX8J8dRRZxRLyOxfpcC8ysn2GIoWk7KnFutLm7nS9SN04raVhhT3L/2UJvUhDQi8SvciKlhD3y7/ysIy79yNjy1WRKc9F8inDy3WUbbjN6Chf4TQSuahk5SiLStBIKs/3xf29RspzkXdL50Pnw04x2yRXReJcZKyEc5GxAkhcP+aSk1WOS4rUjaYqV2HedwmOwPwUyc9JeUVr5j/6YG0jb+1YamMdZNqrom1a4nKUUSVoJIXBOsNMc0pzRevd0lW1bKbNjxpY+cK3BT5/YkXiilb7hCtaM099q5+SKDKu6FMqMlYTZ5/6o0hdRVkq0tDIJ1Ok+ecehnoW8tAeE/uboASWU44qcSNp/hYdmVL+LvLudL3IyE2LrGH8LpKtC7+LLFWyr5+UrX0ZFJlgK/rQi0wQWB8Uad4R9iUotwi9SMuKihuVcBTZj9amPBdpTri7Du6uU93Uz15kyg9a+hL6UD/KICvRi0z5dT19CbU9F2k4SOIeOUL+BKO1OSXcozVukGm2FIrMMPWtF8kKSRlw+gAy6UVmHmSxvcgypDpf0TqfjyItC0n/9SZ9cruhLvPWlTm2MqQ+10/hiuxP/eQdJBSZPpVNkTVPbtdPmbeuzLGVIfWtF5l+zCeTUaO8e5GJg0Qv0u2Pqttbh/qp7taVObYyJNRPFesHiqxccnvrUD/V3boyx1aGhPqpYv1AkZVLbm8d6qe6W1fm2MqQUD9VrB8nFYmEhISEhJQ+pVTkseMnkJCQkJCQnEwpFbkSAAAAcJT0imwAAAAALpKJIjsAAACAc0CRAAAAgBIoEgAAAFACRQIAAABKoEgAAABACRQJAAAAKIEiAQAAACX5KbL/P2ABAABQT6qoyDYAAACQM1AkAAAAoASKBAAAAJRAkQAAAIASBxQ5A+pNMZ8cC4qumOIpeg/YMlRKSFtXdMUARxRZTN2BElDmvV/m2PpAhTaf+Kgvl0bGgEQFRZaBBhQJqkyZ936ZY+sDFdp8qsicWkKZyN43FFkeHFCkzcMrz549W1AFg3wpcztc5tj6QIU2v/+KNLxLg2lDkeXADUVeamRubg6KdJUyt8Nljq0PVGjzC1GkOZg2FFkOnFGkIRKVIltNUkqzJdTG8OBAozEwOJxvnaeAhF3m8AqgzO1wmWPrAxXa/GIVKTRoUGSpqLEiBwhh3XjeNDmocEMVHkDpKHM7PDNzp7S/entQ3JHkdfcLGz0Ce3AZQvOFb3bd96QvexKZHznRBZZ51wgUqEj++hw+mDYUWQ7qrMhmc0BqpprGD37hhio8gNJR5nbYoEhvwIKJjbyg2fj9yw90cPMFI3YXFQ9kcV3idCY4q8iRRmdK05JMLe+cVM03LMJzcnlnqOGl957oePqjcvzB4PxHGotZswZFloo6K3JwuPfd3YM2U+yDLzcv3Dd5upA3LKv6Xi+9EcxgWZXNlzcx2BQ7Ef7i3nt0tnbddaPM7bBJkcKUrMI2r1Gt7OhRyxQbBoq0xbIXObJYUuTqnvWiFUlyLu1NrnlvZ2S1r7/WCbL45we3CMG0ochyUG9Fco1Tr5UxKFI3szupGjTjX/OuNJffCBpFaSo4VSquor6UuR02K9I/5Pj+pOAd9la4FykakuuGhlbEfy3zFmux71pBWaQL2ju+pK9dQRH8F0nrb2tl3jUCil7kdGfF4s4K2unzzDi11JteGmpb1i73/i6OViTpQo4sDXqRvbsDfGTt0GvXDr1vaugdK/ibBkCR5aHmimRti+8ca0VyHUOxdRAu+gkNqckrilppqPXjh+kw5NqlzO2wp0iZ0O5sDqr2bw9ekZojrZdd2Y+Uhm2DL2LBty+FeoWvfOGvcPbf1sq8awR0iqR9RmLAtdPeW3Iv0s8QqciuYX29vrYx/b7uvlz6vsbqt3QnVtOBVp42FFkO6q5I2ra0WAMTS5GmjhxVaDdHHooUVlFjytwOR/Qi2/KF1bIiwwdG+FjiDw3V8agbaLX+yheYOcm3tTLvGgG1In2jEbulV2S3F7m6Nz1z5/wXrz+87fp/63UqvUTm4NYBJaT2igx9vw6rkx9vUl9NYe7HcT1UfqA1+BoeVb7+q7u4ivpS5nY4WpHml6pzkdweb0ldVPla11iKDC8eOlaTfFsr864R6IMi+XORRI5Ml/StFcuDVxhoLRVQpPf5Zh9uUZ1ewxNc5tqbJ16uE24d5FM4QU6xBxEuX3uu01/YPwGkOEtUU8rcDqdTJH/pqurAEK+XkSUXR5HyV77Qt8Uk39bKvGsEbBXpn5cU4BXJNCpPsCtaSYexw+uvdQKX65QWNxQ5FwXuruMqZW6HEymSoc1GlTUoFa10pP81KlKR8lc+dmkO96OSON/WyrxrBIr6XSStOH6iDUWWDAcUedaOgioY5EuZ2+Eyx9YHKrT5uHUA0OGAIiv0SQSZU+a9X+bY+kCFNh83oAM6oEhQacq898scWx+o0ObjNuZAhxuKBHWmmE+OBWWOrQ9UaPP7r8ghI1BkeXBAkQCUkwo5Ig8qtPl9VmTDgjYUWQ6gSAByokKOyIMKbT5RZNEhKIAiywAUCUBOFDHqXC6K3gO25NQGpqfoigFQJAAAAKDGAUUW/U0ZFEwxnxwAQA1wQ5HF1B0oAdj7AID8gCJBpcHeBwDkhwOKXGkBbkDnKlAkACA/3FDkpUZwG3OHgSIBAPnhjCINkciKDD8pXXrKbdkfMCU+BqnOlFmRBVy6BADoC24rMuTB8KPvqvCQYhtFxtJohZ07U25FFh0CsKJye6pyAVcXpYbcVyQnwu4DlQfZQ5WrYEgokqPMbUWZYwM8ldtTlQu4utRUkYEK6QTrVfIT3UfJsufR9uiZ1HNKy3/krMIuweNpA/cKZdBCBtkzaofjLajJ7mcILxPKFjxF3itpYKAhrqBClLmtKHNsgKdye6pyAVeXuiqSubDV7D073X+EeiBB2X3849r9tznh+Mizuvk55XGFMCH74YQ9pVtQemp8bwPkUJXZ6GpC3wfQi8ycMscGeCq3pyoXcHWprSIFS9DOJDfMKl3D0+B7e6F3Ra11XRbuj4XnBHaWLRY+MRqxINfBlPqAyp4ml43zMxSZE2WODfDwe4r/sVhhAUUhH1qVCLuK1FeRng5b/EnI7ilJVc8r8BRTKO8UyYhpFMmyU39FK1I3NqqMP/w+FJkzZY4N8NA9Rf3C/16stMaRnV6JsKtIfRXZExEvKb4nFhqclMZUuWFYhYAiB1rl4U1RUr6MzQsqR4PlAuVsGGjtB73Y+F58cA64Ic6T5qu/1iiWkiluhyrOOySFbm5ftoPsKWYZvumgczS/qi7yU8MO+/hhe2R2THJ5pPe4IbHwGSz9AWz61h+HDPdNjRUpfpo5Gwl17B9P3et3gl6kdzGP7rCRLvAJjkmlFv1pabmIBflDPRxHryTxch0yZ5BtN6uBUOZKUXZFhg+yVlP57Sh8GZi2769bSqa033nsAwt/HHOGKdK+9SiVIuOELTZ86Y5Jln9gQPwtAP8VJzihNWgYucry9wSZleWGIueiyPruOqVtgmpHuRW5RtOmhI8fu4EF/VJR5ZeIWIrs3yaYv2ZrGpDiFZkobN1xk+yYDOaz/kMwr9lsCooMhSEWlfEv7jK6CYwDijxrR/q64ihtE1Q7Sq3INdcbvnVzxw9rj8LD++KiuqXk3/4of5SkaevYGEn3B0hWM/m1sB9GSUHKv2ky/xaJLzCAu/hbGOgw/DwqdsuYmSLlGFQ1GbU50iUI0nqSK9LYE4x/TPLLtsI3ZKFzdIo0S1M+eKRKChURPp6FK0fS4YAii2gkociyUHZFys6RrogON0cNufX0sWrEAhkpTqDLigzGM8NnjpQzFWuRPgahksXfNOk0rShQ+RFTXBagqBzxB1DRZKRI9RZJNWmxOeHWXz4UUikyy2MytCFBqL21aBWp2rt8nqiDh1YvdzEFG+cN/yohg24kFAkqTZn3vtSLDPewQs2RNF9x3YtmKcWPekI5W+YfGYUyGmca12LcRtXMiALDhQftNAtGvmhcKC0G2ShSjkFZkzabE2r9Fb7PrheZ8pgMF8JdZRg+5IQOprIUQZGqY1VTvd06atFpvsaz6Ua6oUhQZ9J+BnJjZubOcLOjaY7U533kdlOzVMSFParOZkJFGtZi3kadIs3XI8k5+W8Fpt9VxWUmk8t1lFGZalK/OYpfaosB04nUYac8JoVC/J/SBSPKgiIN2rJRpHJsln6L8AZYxQpHLxKA8kI+R943X/mDL7QAmlMqpl6ksJQ86ujPCTXI/JX3CQZa9WObiplRiowoMNznEscj1b+rStxnoIqkl/YJoolzRat6R4g1abU5tPkXL4HhA6YT8cNuZ3pMSnm4MX6FIk3Wks5FKg4ecfXdZbgh1maT63PjXCQA5abXjnEnc+SBtvCHXjc/6l3xtz+tpvJHSayA4FLDYGboyhzlTNVaYirSL1jxWyTDQKv8q6tQbUiX68QeaKV7il7XJ1wJr7/Sj98d/BeScAyKmrTbnLColAFTYoYtxp7umGR5+J2l9G93pjBWqvCd6NbwtFy9vLUFg2fTiWw3oEgA8qHMg8AKlKNo6QYwq4JsnOwvg49fk4Y2Xj60crt6v4/gd5FQJKgT1VKkcqQy1fBldejDnopdk8Y2vtBDK9R9zvYGD1l9IzN0wOPigCJzvhgElJ1MPgh5UObYfJSjkymGLKtJbnsqWU0Oh++NqaAKh5YjuKHIYuoOlIAy7/0yxwZ4KrenKhdwdYEiQaUp894vc2yAp3J7qnIBVxcHFLnSggqfwgZGytxWlDk2wFO5PVW5gKuLG4q81EgOtzEHZaHMbUVuZ18BAAVTOUUaIlErUvwdkvJHXiWnijFnzEyJFQkAqDo6DaWn1Irkry3uPcIsV92YC0+8aigSigQA5EhNFalwCxRZSaBIAEB+1FSRuvtDio/YC/2wiQ3Imh5SJi3WbHG/tBWeLtO76ZbwUr7zku5JeOqYpVtZsduROfgbNygSAJAfdVVkm3mHvxe0dBdn7iYN7AaALfNDyvzCIh+PFnU3y2BaeyMqLmbTXa9dvkUKFAkAyI8aK9IjuOt99ONXglvx9sSlfEhZUGz4jrrhVz3sFKl6GqtcbCBSU/muAUUCAPKj7ooMNGityIiHlIVLlv0rPy0uUpFiaQzxaQj+zfQN5bsGFAkAyI+aKrI1yJsl/BS3tjBEyQ20BpPah5SF4Z7CbXj4ncp0bcX4qKRiLof84Fx1+a4BRQIA8qOmihQvkmlbPKGMs4zhIWVi8eGxT/6ZadzT4kIP0ZMf6qd4lFwQp/RYQLl8KBIAAJLghiLnosDddVwFigQA5IcDijxrR0EVDPIFigQA5IcDikQjWWew9wEA+QFFgkqDvQ8AyA83FAnqTDGfHABADXBAkQAAAEAeQJEAAACAEigSAAAAUAJFAgAAAEocUGTRV4uAginmkwMAqAFuKLKYugMlAHsfAJAfUCSoNNj7AID8cECRKy3ADehcBYoEAOSHG4q81AhuY+4wUCQAID+cUaQhEu3DsIRHS/WeI1Xsc6OyenAV/8jLpAUqn/NVMqBIAEB+1FiR7KnI/MxG+RSZzHFZKLIKQJEAgPyosyKDRxqzeewpxoUBRcYDigQA5EedFTk43JWiP9g6PDhA5/hC8UZdPWge763BJp3lZ+IFpJBRq5edDeoqCwnW5b3HFxIU0CshiIobJ1bMDCuyxcofNgRGvjOER5/DhchhazczVEJQrBQntwPCNS+NgeuAIgEA+VFvRXJNNDWksvPVanpT3OnL7iTnTb0ihdXpC+EFaOhFBjm5E4W6mdwa6aTi3GIomxS9OWzDZvJz+K8TUpxsB5BK9ge+e7vCDigSAJAfNVcka479ppqb3+Dovqe0YZQig/6VPn9ICcaB1m5UgZ56MStnagZag68EpsDkVcfdzDjB9+rf6+p2p2MZEooEAORI3RVJG+QWa5V5RQp9pfiKDAphzX6xivSzRgQmrzruZloHz8a3e3JstuIZEooEAORI7RUZGok0DjwqNcG1+4YlFOOf4roSDbRKQ5+hmdKGsHcjApNXbVSkojT74D1HckOszWYz1tVFUCQAID+gyPDVIcrLdQwDrdwYo+JqWHYVDrt4NqIQ6XId7k3xch0um2JmyG7eBTP81TTmwORaMg+0yqUp69kQPF/nsQwJRQIAcsQNRc5FgbvruAoUCQDIDwcUedaOgioY5AsUCQDIDwcUiUayzmDvAwDyA4oElQZ7HwCQH24oEtSZYj45AIAa4IAiAQAAgDyAIgEAAAAlUCQAAACgBIoEAAAAlDigyKKvFgEFU8wnBwBQA9xQZDF1B0oA9j4AID+gSFBpsPcBAPnhgCJXWoAb0LkKFAkAyA83FHmpEdzG3GGgSABAfjijSEMkakWyh1iJD1jsG/Zr7H9slQGKBADkR00VyT3Sl0wPhh4z3DegyAyAIgEA+VFTRSqcA0VWEigSAJAfNVWkN8wato6noRbpXXYJ3hruzeEHZP3+J2cuks2fKyzWbOkKDxYXB32tFtetS714sznQexWZna5usBdTyd0MRQIA8qOuimwzMXC+833QnWSy4K3lvc0c2WoOELwlyJshlXAeFQtn5Sj6hv4cw+JcRJp1BSvgF5e93I2/tzJ5jqICygkUCQDIj/wUOW5NQYr08DzZFM9F+tP8KUvmIl+HXZ+06LRoSFosNytkQ99pITf53Ui2Xt3ikliFzOGYxUW4TnHv+4E8x7y6kgFFAgDyo+6KDJRircieEGmPyxtglQwZlKzwLytUXkuoIM3iamcFmaMVGX7XnB+KBADUmJoqsjXIC0scbwymhYHWYJIfYm02mzqLBD1O1tELyuGGVcUxWHnxaGf5mZUDrfzihmFYZX4oEgBQU2qqSG5k0/eexgvBOCRnCt5CspFCxQc29C6YEc5+Bmr01kCyBCcDxetndM6SrvWRZoUX4UdWWecVA60AACDhhiLnoij67jplF011gSIBAPnhgCLP2lFQBVOgyLyAIgEA+eGAIqvQSEKReVGFvQ8AqCpQJKg02PsAgPxwQ5GgzhTzyQEA1AAHFAkAAADkARQJAAAAKIEiAQAAACVQJAAAAKAEigQAAACUOKDIoi+oBAVTzCcHAFAD3FBkMXUHSgD2PgAgPxxQ5EoLir4BHcgLKBIAkB9uKPJSIyW4jTnICygSAJAfzijSEIlakYpnSPWTPty1tRY3hoUiAQD5UVNFcs9HJtODVo7M1jhQZDZAkQCA/KipIpPYA4osI1AkACA/aqpIb5hV9Ee3aymMvXYt02yy2fK4rKehVm9BVqBqEDco3ZvH/OXl9WeJSw2zkgcD3wklSa/1sfGdZ1mh3uvBXhD6bQkVS+ax1QeF2UaYAVAkACA/6qrINmu3ORv60913An/5Lb+yU+YJhM4OluLf1b1H3wo7S1wqCMmLlc0MIupOkRlq8ahi4zJLywWy5itDGZU8yS1iH2EGQJEAgPyosSI9PPd022+pgxXu67X1igxmBioIul6K3htbcGBA6sYJS4XKZkWFu7ScPi1iYzFSe+nyhzQXikpbJwkizAAoEgCQH3VXJNNXBor0iwiK8iWnVqTnyNCYqrSUWpGKLhn1kmKgVYjNLzVUtiK/vDq2hI0iLSPMACgSAJAfNVVka5B3hz8EyQ+0SmOG+oHW3ly2lGJ4VTfQyhWqWEo30KrukUnWU8XWy9dsyoZUbqw6KqMiY0SYAVAkACA/aqpIbvRQvjamodFibxnpch12PQ8nIVoMbyLhspeQe7xJ1VItdvGM8nIdryztDzyVsfmlKrpzSt/JUUUq0j7CDIAiAQD54YYi56LI7e46/fphhWb0Mhl5Xj7Tb6BIAEB+OKDIs3bkU399UqR27DIBeQx3FgcUCQDIDwcUWWgjmasihfHKrAp0SJBQJAAgT6BIUGmw9wEA+eGGIkGdKeaTAwCoAQ4oEgAAAMgDKBIAAABQAkUCAAAASqBIAPrPEKgapOUp+qgBBQBFAtB/SJPbANWB7DIosp40qq/Ioi+oBMAK/qCliszpowcMJNhxUGSdcUORxdQdANZAkSWB7IhY+emeakORdcUBRa60ILcb0AFgBRRZEqgi7XccFFlz3FDkpUbyvI05AFZAkSUBigSxcEaRhkg0D8Pib1Vqf6tVy5z884VLe0/UZDeY7dfDTQyro0/Xok+GVjzFMt3aGrncxRaKLAlQJIgFFKl6aSCmIktH5EOiY5XQB+TVKR93mUlUfMkZb6ZBkVNLO0ONblo7HTpuRxqdKe7l2qWdk6rMbA4/k2Zeu9h/a3H3pXJdwpyTy4PSSFqx3PoDXxGgSBALKFL10gAUWQZFygFkpciUlaNFq8jVvr9WByLrTnuGChQ53RlZrs5MPCi4Nci8tDeDeHBktWpx5dp9qGcdA4oEsSAfUyFlRTUV6U0MNumPoYIc/mOpvPf82cGzqmjPo7tsszngvQwXaFGy1DHiS1Nmk2ap4gmvsdVkP/TqZqGxhZ/WrDCDUK6Xo8UqJDBKOJo0NanJFl6Pv0XSQKtYmqmKw7XBSh4MV5R5X1uhUyTptbGeGus2rvXmEPcxRZJsxIPKzCOLOytop29pKDMPmUMUKS+uLJBCrCqa1wkERTZUyHuqDUXWFSgy/NJrJ1krKE15LaXUJreaTEDBLIUilSULhfAhyaWxbPI5TnU8pjWyafKfG14MN/rKFXF1oDJ7JjUpZVPuO81XEb40aZMkVMvqphX72gqDIrv9Ow/eicJL2qFTZF4ddDbZu2Lvz+9Oyotr1871QB1D7kUa/NiGImsPFBl+qWoYSTMd5OWvw+EIOmW6AjUli4WoIpSzhXt+6jwR8QgzfYUJ7b68Ir07gk5YyppUZosIwFiaTmc2MUfXrRWxepGUwFl04NSYuctq710/M6V7qpHrXVr2Il3tQnY0A606P7ahyNpTV0WGWmFOBLEadht3RCpS18MRmmhZiFFzYiiyt4nhSolTbJCNlZGiJtMqUlGl1HKhNyxjjq4EK+Kdi/RgigwGTlXnEJnj2GhqcNHO4qCTqFtcufYR6bykM+jORSr92IYia09dFSmOY4bOoCmaX+XwoH6o01KRpvE6Ib+QTT3+GSeetmiB7rk1ORbjiC4/VEvnqX+FkaAm0wy0qqtU/AJgG3Nk3VqR4IpWpkh+4NRwSSp1JcvMX+nK3o28orXLdGeFo6OsHVyuA2JSW0WGhs/UfRbFKKLmIpOkA62KQhjhRliRLRgllC7XMcTjLyaNFirOK3LvcCtSFssur2GeTVOTmmymfaSvUqmexDpVx8xXlLlurcDvIksCFAlikd/ntJ+KnIsCd9eJJPqqlmwxDTI7CBRZEqBIEAsHFHnWjoIquCIoTkPmS+xLQisOFFkSoEgQCwcUiSd9pIOOIfZHV9phZeeBIksCFAliAUUC0AegyJJAdsRQTKDIOuOGIgEoP/xBC0UWRSMRbSiyrjigSAAqB1Fk0SGAeECR9QSKBKD/5PShA7lS9FEDCgCKBAAAAJRAkQAAAIASKBIAAABQAkUCAAAASqBIAAAAQAkUCQAAACiBIgEAAAAlDiiy6Jum1AW+zuPewguAqtPB7yJriRuKLKbu6oSsyGQ38gKgirRxd5260oAigQVKReZ05ACQHwnGT6DIOgNFAhugSOAGM97DsOwZwpM+6g0UCWyAIoEbzOB5kSAOUCSwAYoEbgBFgli4o0j+gfYDg8PdWa2mP9UOvSQThkfeC0uBLlAkcAMoEsTCEUV2/Rh4rdWkBrRXJJ8TilSgVeR0Z0WjM+SnkdXxDxRSwuLOyfC8kUZnSso4tVzMBkBcoEgQCycUuYYIUtUthCIzw6TIpcGuIWpbOx3zQFEpUsmIXTYADECRIBYuKHLN9WpD2iqSvPTpzvaytXrDtsHywUAu10X1s5FZ7H39IhXGUpEnl3dWLPf+Lu52KklPcGqp38ek2bz8I8IcXS9yddA57ZWztANAGgRF6n4FKRzqbSiyrjiiSF9LwyGzJe5FcgU0pDHbVtObErJx5z+1i1QYS0USqVFF9ly2OpAacVx3GNYbmJ0S5mgUSTLQPulJ7y96kSA9ci/S4Mc2FFl7HFGk2CtMqUhpmr8WiO9sxlukwtj3Ion1aF+Svezh2TOUn83R9SL9E520NCgSpEc50KrzYxuKrD0uKHLmTo0KiaW4+cPsjGUyRaZfpMLYn4uc6gSKTNmL7OFngCJBenTnIpV+bEORtccJRc54PTbmo0BY3VHPYLCTZYmvyFBJiRepMLGuaA0UaXkukiuBzhwJn8ekxXaXgiVBOnC5DoiFG4rs/uMuuhG6jtJcxe8ie0sbRlD5gVObgVbFIhUms99FCucuAegvUCSIhTuKBHkCRQI3gCJBLKBIYAPurgPcAIoEsYAigQ1QJHADKBLEAooENkCRwA3IkTwUEyiyzkCRwAYoErhBIxFtKLKuQJHABlmRxcQBQEFAkfXEDUWCPsDXeU7HDABlpp8tMygJDigSAAAAyAMoEgAAAFACRQIAAABKoEgAAABACRQJAAAAKIEiAQAAACUOKLLoH0PUBb7O496fBICq08GPPmqJG4ospu7qhKzIZHcpAaCKtHHrgLrSgCKBBUpF5nTkAFA22lBkXYEigQ1QJKgzbSiyrkCRwAYoEtSZNhRZV6BIYAMUCepMG4qsK04o8s5mY2BwmM1ohV+WAYuQhgcHrMKWirJdMBVQJKgzbSiyrkCRfSHDkIrZOoMiTy7vDDV6aWR1bx9NLe+czOnAAqDvtKHIugJF9gV3FTndWbE4sOHaxZ21092JkcVQJHCHNhRZV5xWZHcIktJsee9IMzgMmVlur+TBJp3pr9J6QU12KWzlWuRslgvy+ek0NzJr7VuTIhs9LTKmlnqdyqXdDiYRKJmeyukgA6AvtKHIuuKyIsn/kIU4H7SaUefzSGZeecxB/lz2vmItygWFCTkGPo+0FuVWWC0oK5IFLYZuwHwucsQfaCVa7M3xepHdMdilyn0IQJVoQ5F1xWVFev214A2ucyf24bpvhWURnuO7RKUbxVr0CxpiUGrUJETLBTWlcTq1wfJyHdJ/XLG8O8EUSV8CUGnaUGRdcUKRawYHOGuEJUWl1H0te7CtXkSeY1KkcS0qReq8VE1Fru4McacdiSLpFTtQJHCJNhRZV5xQ5Ey3vefbfkl3/sCr7sxb5ECrYdBSsRb9goYYclIkZ+Vg5VkOtPJXtDIhdodeF3eva4UigQO0oci64oYiQyOYvCWEAU1+nFOUg5Q7yKwUFnfGU7sW1YLaGOwVGeBHEN1h9FbXFC7Xsf9JJX4XCepMG4qsK64oEuQLFAnqTBuKrCtQJLABigR1pg1F1hUoEtgARYI604Yi6woUCWyAIkGdaUORdQWKBDZAkaDOtKHIugJFAhtkRRYTBwAFAUXWEzcUCfoAX+c5HTMAlJl+tsygJDigSAAAACAPoEgAAABACRQJAAAAKIEiAQAAACVQJAAAAKAEigQAAACUQJEgATkdM/khHDNFhxMbx+J3YxNAHYAiQQLIXij6Z5oxoPcCQvxFIcfvxiaAOgBFggTQ9q3oKGzRKaaYaOLjXvxtJzYB1AEoEiSg6u0b4u8nUCSoLlAkSEDV2zfE30+gSFBdoEiQgKq3b4i/n0CRoLpAkSABVW/fEH8/gSJBdYEiQQKq3r5ZxT88ONDwGRgczi28SDJVZKsZbIy3hc2WN7Oh2tbQ/G7GjOJvJ9kELxgpCG8bct89UGRtgSJBAtIpkm+l+0ESxXRb3iDIVjOxHzIgJ0Vyu4HfI7yJstlT2SlygBCOh0pcF2RmRxoUWVugSJAA1xXZFWSRUgyThyLDWxjeI8F7pVNksxl2JJnXbOqDhCJBWqBIkIA47RvXH6P9AGHkLhjPDJpl0hJ6L70mrtXLQF6zvLEavtiK0RrSi2ewKcbADcn6i1lELm54dvGb8DdBNA3/mm1/6RQ5ONyVol9dJE46Jzi+uBrlRonVR1raTQB1AIoECYjZvtFmjTVuwrBeMNrnTXVbNm4A0H/BTXrTMVq5JIr0I/CbVS4IthHSFPd1IDJyecOzi99ETxzh6jMoUtBMEjJVZHAY+btJ9jibYz7S0m4CqANQJEhA7PYtdKkF11jxl8QEX/5VzZp2OprUvUhjkysNWUr9L91SDUv/ZN+LbIXOtKoUKW9vcrJVJItOUdWB0qX441S45SaAOgBFggRkqkihtSqBIsXyc1KkbTOdy+U6oZ54Zc5FesF4jmyxnr5cpSrFpzu9DEXWFigSJCBm+2YeaBVa4TIoMvg5RHh1yhiEgVbjYHJ4KcttyOmKVuEkMb9HFF9mUpC1IsNj17z0mULV+yv5xkCRtQWKBAmI074FDRabCp0P40fASjLQylYSHrbTxhBsQpzIxQ3POn7tVvE/Zmn45/ekbRWqIGu/pFJkt+7kLzDsvHFw3avxSEu7CaAOQJEgASma6AJw7+40VY+/7cQmgDoARYIEVL19Q/z9BIoE1QWKBAmoevuG+PsJFAmqCxQJElD19g3x9xMoElQXKBIkoOrtG+LvJ1AkqC5QJEgA2QtDlUJWTNERxcOx+N3YBFAHoEiQgEYFQfzF4tghBGpCA4oEAAAAVECRAAAAgBIoEgAAAFACRQIAAABKoEgAAABACRQJAAAAKIEiAQAAACVQJAAAAKAEigQAAACUOKDIGQAAACALnFRkrt8iAAAA1AEnFbnSgrNnz/atkgEAAFQRVxV5qZG5uTkoEgAAgBmHFWmIRKXIVrMxMDise5kpw4MD+RVeAH5dubZdmaM8qGyPtG7tNlu5xGUizw9CvJUWEkmlKfiD6cYOgyJ9+qjIwki2UZFLpa8rJ2tbJkXLT1q5YmoIiuxDGK5+MAs7ajMEivSBIhMvVfgnsSokb/mLa2ugyD6E4e4HkxRQwNBHlkCRPjpFdgcpKL1dLc1QlcCmvYnBJl3Af5vL6ZfmZeIWEcsxrJd/i70nF9JqNvhM3swWW7sUmHopxUpVkXcnms2B3jKKyPlZ0io0m+MVODDADzeKn2DlRskBhMPjFjbu6cgjIbR2Mou9H6pedZ2Hh1HF7QoZUopTX6xdVUjHp3LnVqKi1JtjrjFVALqPm82xyoEPZvX7kVCkj0aR4rcgLlurGd75OkVyDQPfRAyHZnlHn0GR5vXybZFdITSw4FuA5VKKlaoi776r+HT3IpdPjYiBqTbHz8HtEekratRG9QLgw5PR7ProI4FbOzcZ3u/68CK2S26Aw8eYoljbqlAdn/LOrUpFyRthrDFtAJYfc/lYDQVT+w+m8tCtElCkj0aRQhvBfY+Svr/ZHPzhmWLnQL+IYb3S12rvhX0wsZbiVmqKnFtEjlxx3YmQP3Jz/HZM0b+RNkpRdcq2pdc4BV/eVbveeCToqlddk9KmmbeLqzEhzuhdaVkV5sOyKhWlKtlUYzE/btHHqg8+mFJAVQSK9AnvyvDxQI8mv5HRfSnKW5Ga9WbwSWRF5PRJDEee9pPYW7nqs6faKPPqFFGFCg52vfAyotjImlTUuXG7/HUp4ozclZZVYafIsleU4bOjrLGYH7e+KtKBD6ZYK5UDimS0wmMQ8uHjvdnSj9Fxx1CQy3xst1SjIrpydOtthQdAgvKiguFaHNulFCvVjOeoVsRVVHiOmF/anHAM3Z3RbCq+nSo3Sg5A0zMKqj/0rtAU648Em5ZfGR7XCqm3iwtBEWfUVttWhfmwrERFqUpT15h1ACKRxyqfs/YfzMp3IqFIHm7oIXRchEdb+AEKxWeCzm9a9SK5RULXRSjKMa43eCv89U0qpDfPH+zyzrOHy4tYSrGxuqsCQh8TMXKxWkOrUGyO2BrI32FYNsVGiQEo2xY/E/uMCzFGHwlWnSMpvFAwmu3iWxopTn2xMasi6rCsQEUpS1PXmDEA08ct6lhVVFV9P5itqncinVXkXBTlu7uOst12ZnUZo/nkVXuj2oYWxfRtXNebqHZVmKl+06uj2jsuvF+q34d0VJFn7ehbJdsBRVqj/eRVeaPaES2K/vxY/RTpQtOro8o7TjoN6cD3GCcVWc0nfUCRNtCxHl3kFd2odtR2mamVItNUVCWo6I5zdr9AkQAAAIASVxUJAAAApMc9RQIAAAB5AEUCAAAASqBIAAAAQAkUCQAAACiBIgEAAAAlDiiy6AugQHkZAgAAa4hfnFRkvl8jQGUhx3wDAAAsIC0GFAlqBVVkTkc4AMAl2lAkqBlQJADAkjYUCWoGFAkAsKQNRYKaAUUCACxpQ5GgZkCRAABL2s4q8s4sHrjqP5Wm+5iXYh/ykvfzcaLKp48eL6oO2NqDHZG8QnhFnlzeGWr00sjq3rE0tbxzMqcPAACgUrShSBNyO1zUo9zyWC9fprn8Yp+Mqlx7Foqc7qxYHNhw7eLO2unuxMhiKBIA0KUNRZqAIvNbuz0ZPy84pMhGT4uMqaVep3Jpt4NJBEqmp3L6MAAASk/bfUV6belgk/4OVNGq0mdld/GV6s/xFuOH9VpN9oNSmjdYli3czdlsDoT7Pd7irV5m8gZbLohHUZQyElXAIqHV8RbklhO2Rb2IsFxvvu1Wh+MRXayv91Apwtpb4T2iXC6igoRzkSP+QCvRYm+O14vsjsEuVR5rAIC60K6FIhvcpNBqci1tq+k3wnxTKzTIQmvvFxc6RyaL2IsheN/PEBSgLUofCQtYhluH4iyqdluk1apqKcZW6xb3qzm0EsPpXqVhVVtBK0QsWUR3uQ7pP65Y3p1giqQvAQC1pV0LReqHE7kOUdDBC7IYG+TuskFb7DfMkaOCqmllUcpI5IAVhGIIjCF2B6OiUhYYY6uNm89ZXy7Wovb0FSKULBEocnVniDvtSBRJr9iBIgEAlDYUKbTMFVBk5DlWfhX+AsGCrNxCFckKawjhWS4eUSFByRK6K1qZELtDr4u717VCkQDUnHbNFakYIUw80CqvztzIC8Uqi1JGEnmdCpeHlRY6B5hCkUm2mtOYFL4v7DQDreoFQ18xOPC7SACAJe26KzI8UsedvWwoLtfh3hQvDDGuwkZGiqKUkUgBK1bILp7hx2LZpT/kHXlb7BWZaKvZGG+zGZyLFAeLFbP0NaasOr9CjMPQUCQAwJK2s4qcUbWODqK6OMU87Fl3oEgAgCVtKLLaKC/fhCJNQJEAAEvaUKSDQJEmoEgAgCVtKBLUDCgSAGBJG4oENYMosugQAACVAYoEtSKnYxsA4CpCG+KGIgHIm75pHQBQHiqqSACANR0pAQAsET8+5VckAMCe/D7jADgPFAmA20CRACQGigTAbaBIABIDRQLgNlAkAImBIgFwGygSgMRAkQAAAECfgSIBAAAAJVAkAAAAoASKBAAAAJRAkQAAAIASKBIAAABQAkUCAAAASqBIAAAAQAkUCQAAACiBIgEAAAAlUCQAAACgBIoEAAAAlECRAAAAgBIoEgAAAFACRQIAAABKoEgAAABACRQJAAAAKIEiAQAAACVQJAAAAKAEigQAAACUQJEAAACAEigSAAAAUPL/AXPs4cE=) 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) &] -[s5;= &] [s5; &] [s5; It invokes this dialog that provides some common code generators based on the layout:&] @@ -332,12 +345,18 @@ based on the layout:&] 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) &] [s5;* &] -[s5; [* Usage ](default [*@(0.0.255) Alt`+J]) finds usage of current +[s5; [* Usage ](default [*@(0.0.255) Alt`+U]) finds usage of current layout in the code or, if any layout item is selected, usage of selected item.&] [s5; &] [s0;= -@@image:1903&1281 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) 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) +]] \ No newline at end of file diff --git a/uppsrc/ide/app.tpp/Assist_en-us.tppi b/uppsrc/ide/app.tpp/Assist_en-us.tppi index 7e2c7020f..2b350bc68 100644 --- a/uppsrc/ide/app.tpp/Assist_en-us.tppi +++ b/uppsrc/ide/app.tpp/Assist_en-us.tppi @@ -2608,2065 +2608,3084 @@ COMPRESSED 35,250,28,245,18,111,243,52,50,94,142,5,117,167,19,226,70,196,213,3,157,142,39,231,71,191,255,190,188,224,152,46,199,197,227,8,232,3,246,39,228,102,147,15,66,66,155,102,55,157,194,116,204,28,0,223,189,222,155,153,33,246,103,53,238,8,181,186,173,105,81,154,7,160,5,231,102,111,127,151,155,209,170,214,183,226,141,70,195,120,62,119,125,180,221,14,46,104,134,102,201,35,94,196,170,48,45,96,210,230,84,229,103,156,24,130,153,32,30,123,229,55,152,117,152,224,51,76,97,139,241,137,70,60,211,168,74,157,157,147,234,136,241,183,164,9,186,147,203,243,85,141,64,31,186,167,127,99,215,27,125,104,134,167,75,46,4,180,170,65,170,120,140,18,197,189,238,128,5,33,48,154,145,144,40,231,238,90,63,250,56,20,76,115,208,5,125,113,137,132,193,60,211,24,96,144,117,60,73,135,99,55,120,3,240,13,99,19,8,84,173,67,134,109,77,81,195,224,138,127,251,80,164,31,154,0,187,229,239,52,193,153,63,88,208,149,148,162,192,230,62,84,213,161,204,154, 40,175,221,97,62,187,95,107,102,46,135,230,3,240,127,228,211,62,103,49,126,30,54,16,113,41,187,19,70,66,90,136,80,53,110,194,43,34,39,117,161,210,8,156,173,1,17,186,231,85,251,85,0,43,126,23,174,33,214,161,147,185,237,88,245,253,26,204,218,63,228,64,34,197,199,104,88,61,48,214,127,52,178,227,98,27,103,225,244,68,244,238,232,164,63,250,51,176,193,56,56,172,191,31,111,64,13,110,196,159,103,114,75,145,220,26,47,202,27,42,144,170,55,60,142,1,63,209,110,238,148,77,23,101,199,83,179,5,49,118,130,19,113,111,181,229,253,178,152,77,155,222,183,213,46,48,169,224,186,185,184,217,241,247,57,77,71,47,189,86,8,195,66,161,149,67,122,229,43,203,235,212,75,125,235,60,133,75,232,45,180,250,204,42,166,36,235,197,12,250,98,230,248,196,155,159,156,67,150,121,28,169,193,89,95,43,222,16,154,9,153,183,88,85,118,204,201,250,163,238,141,20,236,186,95,252,85,53,62,190,106,181,96,100,197,17,216,236,112,226,220,13,109,166,0,14, 128,103,167,17,166,28,19,211,86,151,178,181,161,94,135,91,193,251,196,43,245,27,157,139,228,119,119,91,215,120,72,13,75,229,93,191,20,201,0,169,99,141,124,37,17,47,15,131,90,64,113,240,68,175,53,196,114,36,113,40,209,238,223,198,87,198,220,187,93,175,35,111,166,178,247,211,80,215,54,243,103,190,112,138,201,171,59,255,142,124,102,95,97,239,183,71,226,180,57,170,250,194,194,100,72,197,124,247,119,252,39,150,145,137,3,117,54,89,227,56,159,182,43,38,191,48,31,80,172,14,247,22,164,198,244,232,197,146,74,57,125,204,70,69,219,228,36,236,82,62,122,110,3,73,47,206,120,115,166,162,73,75,237,214,146,212,194,85,73,188,145,44,85,22,103,198,235,200,227,22,243,234,107,159,134,170,28,59,244,35,170,191,227,84,116,95,30,107,16,173,253,61,71,222,99,140,246,56,4,170,71,239,50,167,70,205,116,93,101,35,191,220,3,252,93,234,200,157,56,57,180,173,129,103,30,149,197,255,79,95,184,138,16,251,66,232,137,160,18,9,17,78,167,240,208,132, -195,96,3,19,45,137,79,221,77,123,216,122,13,157,215,14,205,124,91,180,65,172,49,237,104,39,76,164,209,12,74,99,34,161,214,33,201,24,102,5,158,162,179,119,2,50,74,105,21,66,135,120,13,147,152,127,198,52,227,83,119,234,17,229,103,110,86,109,104,98,213,183,50,13,236,22,115,167,96,31,43,3,64,162,127,120,181,70,29,26,79,236,220,233,180,238,186,145,216,8,56,45,21,20,191,114,84,202,101,252,224,250,231,170,78,226,175,249,210,11,143,167,150,115,220,212,34,223,61,254,244,139,219,157,249,141,95,144,116,87,221,23,63,241,174,227,224,255,63,230,222,116,199,113,94,73,19,190,149,250,53,232,30,245,28,237,91,15,6,104,217,146,45,75,178,246,205,106,28,160,181,90,251,46,89,210,213,15,157,85,245,174,153,239,233,51,127,190,175,128,170,202,180,69,138,12,6,35,158,135,140,32,179,202,68,140,239,117,158,57,202,41,127,225,163,1,208,1,24,229,7,134,134,213,105,110,50,120,89,245,0,237,14,70,153,100,249,116,249,75,59,57,248,182,137,165, 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+64,166,161,217,172,138,161,38,229,117,37,6,13,52,29,199,115,246,130,157,133,42,149,63,15,0,48,108,33,189,10,136,246,30,28,39,8,113,178,198,69,171,166,120,240,121,254,196,24,225,129,126,29,119,140,227,215,239,83,27,234,111,78,126,141,21,167,162,141,228,115,150,244,213,148,156,192,253,124,227,147,249,109,255,203,97,46,199,89,191,63,55,128,255,121,178,194,159,207,26,224,126,26,18,89,162,98,68,81,175,180,118,255,199,63,254,219,127,254,231,255,2,73,19,170,238, From 79fe8271b031859b90af3145567b8a9ed4914a56 Mon Sep 17 00:00:00 2001 From: Mirek Fidler Date: Tue, 3 Oct 2023 13:29:33 +0200 Subject: [PATCH 14/14] ide: Improved fix of avoiding menu triggered reparse --- uppsrc/ide/ide.cpp | 6 +++--- uppsrc/ide/ide.h | 2 +- 2 files changed, 4 insertions(+), 4 deletions(-) diff --git a/uppsrc/ide/ide.cpp b/uppsrc/ide/ide.cpp index bb74e1a71..e1e17c66d 100644 --- a/uppsrc/ide/ide.cpp +++ b/uppsrc/ide/ide.cpp @@ -367,17 +367,17 @@ void Ide::DeactivateBy(Ctrl *new_focus) DeactivationSave(false); } TopWindow::DeactivateBy(new_focus); - app_deactivated = !new_focus; + win_deactivated = !new_focus || dynamic_cast(new_focus); } void Ide::Activate() { - if(app_deactivated) { + if(win_deactivated) { TriggerIndexer(); editor.TriggerSyncFile(0); TriggerIdeBackgroundThread(5000); git_branch_cache.Clear(); - app_deactivated = false; + win_deactivated = false; } TopWindow::Activate(); MakeTitle(); diff --git a/uppsrc/ide/ide.h b/uppsrc/ide/ide.h index 8679c0df6..d25821106 100644 --- a/uppsrc/ide/ide.h +++ b/uppsrc/ide/ide.h @@ -653,7 +653,7 @@ public: String libclang_coptions; bool prefer_clang_format = false; bool blk0_header = true; - bool app_deactivated = false; + bool win_deactivated = false; // Formats editor's code with Ide format parameters void FormatJSON_XML(bool xml);