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Within LTS Haskell 24.18 (ghc-9.10.3)

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  1. setTotal :: Progress -> Integer -> IO ()

    MissingH Data.Progress.Tracker

    Set the total unit count in the Progress object to the specified value. Like incrTotal, this would rarely be needed.

  2. setDirectedness :: (Ord el, Graph gr) => (GraphvizParams Node nl el cl l -> gr nl el -> a) -> GraphvizParams Node nl el cl l -> gr nl el -> a

    graphviz Data.GraphViz

    Determine if the provided Graph is directed or not and set the value of isDirected appropriately.

  3. setEdgeIDAttribute :: (LEdge el -> Attributes) -> LEdge (EdgeID el) -> Attributes

    graphviz Data.GraphViz

    Add a custom attribute to the list of attributes containing the value of the unique edge identifier.

  4. setID :: DotRepr dg n => GraphID -> dg n -> dg n

    graphviz Data.GraphViz.Types

    Set the ID of the graph.

  5. setIsDirected :: DotRepr dg n => Bool -> dg n -> dg n

    graphviz Data.GraphViz.Types

    Set whether a graph is directed or not.

  6. setStrictness :: DotRepr dg n => Bool -> dg n -> dg n

    graphviz Data.GraphViz.Types

    A strict graph disallows multiple edges.

  7. setClusterAttributes :: GraphID -> [GlobalAttributes] -> DotGraph n -> DotGraph n

    graphviz Data.GraphViz.Types.Graph

    Specify the attributes of the cluster; adds it if not already present.

  8. setClusterParent :: GraphID -> Maybe GraphID -> DotGraph n -> DotGraph n

    graphviz Data.GraphViz.Types.Graph

    Specify the parent of the cluster; adds both in if not already present.

  9. setAmountDecimalPoint :: Maybe Char -> Amount -> Amount

    hledger-lib Hledger.Data.Amount

    Set (or clear) an amount's display decimal point.

  10. setAmountInternalPrecision :: Word8 -> Amount -> Amount

    hledger-lib Hledger.Data.Amount

    Set an amount's internal decimal precision as well as its display precision. This rounds or pads its Decimal quantity to the specified number of decimal places. Rounding is done with Data.Decimal's default roundTo function: "If the value ends in 5 then it is rounded to the nearest even value (Banker's Rounding)".

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