mirror of
https://github.com/ultimatepp/ultimatepp.git
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19 lines
No EOL
20 KiB
C++
19 lines
No EOL
20 KiB
C++
topic "3 Units";
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[ $$0,0#00000000000000000000000000000000:Default]
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[{_}%EN-US
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[s0; [*R+184 Units]&]
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[s0;2 &]
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[s0; [2 Series can include Y and X axis units. Function Units(const
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String unitsY, const String unitsX) adds the:]&]
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[s0;i150;O0; [2 Y units to the legend table and primary and secondary
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Y label]&]
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[s0;i150;O0; [2 X units to X label]&]
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[s0;2 &]
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[s0;= [2
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@@image:2255&1574
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[s0; [2 ScatterDraw only adds once every unit in X, Y and secondary
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