mirror of
https://github.com/ultimatepp/ultimatepp.git
synced 2026-05-17 22:03:07 -06:00
47 lines
No EOL
82 KiB
C++
47 lines
No EOL
82 KiB
C++
topic "2 Legend Table";
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[{_}%EN-US
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[s0; [*R+184 Legend Table]&]
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[s0;2 &]
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[s0; [2 Legend table lists all series names with units.]&]
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[s0;2 &]
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[s0;= [2
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@@image:2323&1333
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(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)
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]&]
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[s0;2 &]
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[s0;2 &]
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[s0; [2 There are 5 possible legend table positions:]&]
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[s0;2 &]
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[ {{4561:5439f0;g0;^ [s0;i150;O0; [2 LEGEND`_TOP-|]]
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::= [s0; [2 Classical position in the top]]
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::^ [s0;i150;O0; [2 LEGEND`_ANCHOR`_LEFT`_TOP-|]]
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::= [s0; [2 Left`-top table corner anchored to left`-top plot corner]]
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::^ [s0;i150;O0; [2 LEGEND`_ANCHOR`_RIGHT`_TOP]]
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::= [s0; [2 Right`-top table corner anchored to right`-top plot corner]]
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::^ [s0;i150;O0; [2 LEGEND`_ANCHOR`_LEFT`_BOTTOM]]
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::= [s0; [2 Left`-bottom table corner anchored to left`-bottom plot corner]]
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::^ [s0;i150;O0; [2 LEGEND`_ANCHOR`_RIGHT`_BOTTOM]]
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::= [s0; [2 Right`-bottom table corner anchored to right`-bottom plot]]}}&]
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[s0;2 &]
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[s0;2 &]
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[s0; [2 The distance to the corner is set with SetLegendPosX(int x)
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and SetLegendPosY(int y).]&]
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[s0;2 &]
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[s0; [2 The positions and how distances are measured are shown in next
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plots:]&]
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[s0;2 &]
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[s0;= [2
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@@image:2287&1554
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)
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]&]
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[s0;2 &]
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[s0; [2 It is possible to use negative values of posX, specially when
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legend table is anchored to right corners. For example to get
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this:]&]
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[s0;2 &]
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[s0;= [2
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@@image:2099&1213
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)
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