colorscale()
Signature: unit -> string
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Sets and/or defines the color scale for this trace. The string values are pre-defined color scales. For custom color scales, define an array of value-color pairs where, the first element of the pair corresponds to a normalized value of z from 0-1, i.e. (z-zmin)/ (zmax-zmin), and the second element of pair corresponds to a color. Use with 'zauto', 'zmin' and 'zmax to fine-tune the map from 'z' to rendered colors.
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colorscale()
Signature: unit -> unit
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Sets and/or defines the color scale for this trace. The string values are pre-defined color scales. For custom color scales, define an array of value-color pairs where, the first element of the pair corresponds to a normalized value of z from 0-1, i.e. (z-zmin)/ (zmax-zmin), and the second element of pair corresponds to a color. Use with 'zauto', 'zmin' and 'zmax to fine-tune the map from 'z' to rendered colors.
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name()
Signature: unit -> string
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The label associated with this trace. This name will appear in the column header in the online spreadsheet.
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name()
Signature: unit -> unit
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The label associated with this trace. This name will appear in the column header in the online spreadsheet.
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scene()
Signature: unit -> string
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This key determines the scene on which this trace will be plotted in.
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scene()
Signature: unit -> unit
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This key determines the scene on which this trace will be plotted in.
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ShouldSerializecolorscale()
Signature: unit -> bool
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ShouldSerializename()
Signature: unit -> bool
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ShouldSerializescene()
Signature: unit -> bool
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ShouldSerializestream()
Signature: unit -> bool
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ShouldSerializetype()
Signature: unit -> bool
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ShouldSerializevisible()
Signature: unit -> bool
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ShouldSerializex()
Signature: unit -> bool
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ShouldSerializey()
Signature: unit -> bool
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ShouldSerializez()
Signature: unit -> bool
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stream()
Signature: unit -> Stream
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Links a dictionary that initializes this trace as a writable-stream, for use with the streaming API.
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stream()
Signature: unit -> unit
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Links a dictionary that initializes this trace as a writable-stream, for use with the streaming API.
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type()
Signature: unit -> string
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Plotly identifier for this data's trace type.
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type()
Signature: unit -> unit
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Plotly identifier for this data's trace type.
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visible()
Signature: unit -> string
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Toggles whether or not this object will be visible on the rendered figure.
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visible()
Signature: unit -> unit
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Toggles whether or not this object will be visible on the rendered figure.
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x()
Signature: unit -> obj
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Sets the horizontal coordinates referring to the columns of the 2d array linked to 'z'. If the 'z' is an array of strings, then the x-labels are spaced evenly. If the dimensions of the 2d array linked to 'z' are (n x m), the length of the 'x' array should equal m.
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x()
Signature: unit -> unit
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Sets the horizontal coordinates referring to the columns of the 2d array linked to 'z'. If the 'z' is an array of strings, then the x-labels are spaced evenly. If the dimensions of the 2d array linked to 'z' are (n x m), the length of the 'x' array should equal m.
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y()
Signature: unit -> obj
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Sets the vertical coordinates referring to the rows of the 2d array linked to 'z'. If strings, the y-labels are spaced evenly. If the dimensions of the 2d array linked to 'z' are (n x m), the length of the 'y' array should equal n.
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y()
Signature: unit -> unit
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Sets the vertical coordinates referring to the rows of the 2d array linked to 'z'. If strings, the y-labels are spaced evenly. If the dimensions of the 2d array linked to 'z' are (n x m), the length of the 'y' array should equal n.
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z()
Signature: unit -> obj
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Sets the surface coordinates. Say the dimensions of the 2d array linked to 'z' has n rows and m columns then the resulting contour will have n coordinates along the y-axis and m coordinates along the x-axis. Therefore, the i-th row/ j-th column cell in the 2d array linked to 'z' is mapped to the i-th partition of the y-axis and the j-th partition of the x-axis
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z()
Signature: unit -> unit
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Sets the surface coordinates. Say the dimensions of the 2d array linked to 'z' has n rows and m columns then the resulting contour will have n coordinates along the y-axis and m coordinates along the x-axis. Therefore, the i-th row/ j-th column cell in the 2d array linked to 'z' is mapped to the i-th partition of the y-axis and the j-th partition of the x-axis
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