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The following table lists each of the possible graph types that you can select using the GraphType property:
# |
GraphType |
# |
GraphType |
---|---|---|---|
0 |
52 | ||
1 |
53 | ||
2 |
54 | ||
3 |
55 | ||
4 |
56 | ||
5 |
57 | ||
6 |
58 | ||
7 |
59 | ||
8 |
60 | ||
9 |
61 | ||
10 |
62 | ||
11 |
63 | ||
12 |
64 | ||
13 |
65 | ||
14 |
66 | ||
15 |
67 | ||
16 |
68 | ||
17 |
69 | ||
18 |
70 | ||
19 |
71 |
Open-Hi-Lo-Close Candle Stock Graph with Volume (GraphType=71) | |
20 |
72 | ||
21 |
73 | ||
22 |
74 | ||
23 |
75 | ||
24 |
76 | ||
25 |
77 | ||
26 |
78 | ||
27 |
79 | ||
28 |
80 | ||
29 |
81 | ||
30 |
82 | ||
31 |
83 | ||
32 |
84 | ||
33 |
85 | ||
34 |
86 | ||
35 |
87 | ||
36 |
88 | ||
37 |
89 | ||
38 |
90 | ||
39 |
91 | ||
40 |
92 | ||
41 |
93 | ||
42 |
94 | ||
43 |
99 |
Reserved for Future Use | |
44 |
100 | ||
45 |
101 | ||
46 |
102 | ||
47 |
103 | ||
48 |
104 | ||
49 |
105 | ||
50 |
106 | ||
51 |
111 | ||
124 | |||
130 | |||
138 |
See Using WebFOCUS Graphics for information about selecting and using the GraphType property.
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This topic contains illustrations that show the different types of 3D graphs.
This is a standard 3D graph. It displays a bar for each value in the data set.
This shows pyramids to represent volume information, such as an amount of some item.
This shows octagons drawn in 3D. You can make them more elliptical or more columnar.
This shows a 3D graph type for data values that are close to each other. You can see under and around the cubes.
This shows how the floating, diamond-shaped pyramids can trace out your data points.
This shows trend information along the series dimension.
Note: This type of graph does not support drilldowns or conditional styling.
This shows trend information (represented in ribbon-shaped bars) along the series dimension.
Note: This type of graph does not support drilldowns or conditional styling.
This shows trend information along the group dimension.
Note: This type of graph does not support drilldowns or conditional styling.
This shows trend information (represented in ribbon-shaped bars) along the group dimension.
Note: This type of graph does not support drilldowns or conditional styling.
This graphs all data points as a 3D surface, using a rolling wave-like effect.
Note: This type of graph does not support drilldowns or conditional styling.
This graphs all data points as a 3D surface with solid sides.
Note: This type of graph does not support drilldowns or conditional styling.
This graphs all data points as a 3D surface using a honeycomb effect.
Note: This type of graph does not support drilldowns or conditional styling.
This graphs all data points as a 3D smooth surface.
Note: This type of graph does not support drilldowns or conditional styling.
In this section: |
The following illustrations show the vertical bar graphs. All of the illustrations were created without 2.5D depth applied to them (for example, DepthRadius = 0).
This shows bars grouped side by side. This is the standard type of two-dimensional bar graph.
This shows stacked groups of bars. Each stack is comprised of all series in a group. The series are added together and totaled. The axis is the total value of the cumulative points.
This is also called a Dual-Y graph. You can assign any series to either of the two axes.
This is also called a Dual-Y stacked graph. Separate stacks will be created for the data on each axis.
This is also called a Dual-Y graph with the two axes split into different sections so that each can be viewed separately.
This is a stacked Dual-Y graph with the two axes split into different sections so that each can be viewed separately.
The following illustrations show the horizontal bar graphs. All of the illustrations were created without 2.5D depth applied (for example, DepthRadius = 0).
This shows bars grouped side by side. This is the standard type of two-dimensional bar graph.
This shows stacked groups of bars. Each stack is comprised of all series in a group. The series are added together and totaled. The axis is the total value of the cumulative points.
This is also called a Dual-Y graph. You can assign any series to either of the two axes.
This is also called a Dual-Y stacked graph. Separate stacks will be created for the data on each axis.
This is a Dual-Y graph with the two axes split into different sections so that each can be viewed separately.
This shows a stacked Dual-Y graph with the two axes split into different sections so that each can be viewed separately.
In this section: |
The following illustrations show the vertical area graphs. All of the illustrations were done without 2.5D depth applied (for example, DepthRadius = 0).
This shows areas drawn on top of each other to represent the absolute relationships between data series. You can use this graph type if certain data overlaps.
This shows areas stacked on top of each other. The axis is the cumulative total of all the groups.
This shows a Dual-Y graph with the two axes split into different sections so that each can be viewed separately.
This shows a stacked Dual-Y graph with the two axes split into different sections so that each can be viewed separately.
In this section: |
The following illustrations show the horizontal area graphs. All of the illustrations were done without 2.5D depth applied (for example, DepthRadius = 0).
This shows areas drawn on top of each other to represent the absolute relationships between data series. You can use this graph type if certain data overlaps.
This shows areas stacked on top of each other. The axis is the cumulative total of all the groups.
This shows a Dual-Y graph with the two axes split into different sections so that each can be viewed separately.
This shows a stacked Dual-Y graph with the two axes split into different sections so that each can be viewed separately.
In this section: |
This shows lines drawn on top and under each other to represent the absolute relationships between data series.
This shows lines stacked on top of each other. The axis is the cumulative total of all the groups.
This is also called a Dual-Y line graph. You can assign any series to either of the two axes.
This is also called a Dual-Y stacked line graph. Separate stacks will be created for the data on each axis.
This is a Dual-Y graph with the two axes split into different sections so that each can be viewed separately.
This shows a stacked Dual-Y graph with the two axes split into different sections so that each can be viewed separately.
This shows lines drawn on top and under each other to represent the absolute relationships between data series.
This shows lines stacked on top of each other. The axis is the cumulative total of all the groups.
This is also called a Dual-Y line graph. You can assign any series to either of the two axes.
This is also called a Dual-Y stacked line graph. Separate stacks will be created for the data on each axis.
This shows a Dual-Y graph with the two axes split into different sections so that each can be viewed separately.
This shows a stacked Dual-Y graph with the two axes split into different sections so that each can be viewed separately.
In this section: |
This shows a ring variant of a pie graph. The total of all slices is placed in the center.
This shows separate pies to represent each group in the data set. This is a pie variation on percentage bars.
This shows separate ring pies to represent each group in the data set.
This shows each pie sized in proportion to its total across the entire data set.
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The following illustrations show the scatter graphs. All of the illustrations were created with the MarkerSizeDefault set to 90 and UseSeriesShapes set to True.
Note: The X-axis for Scatter graphs is expected to be numeric. While you are allowed to substitute with an alphanumeric X-axis, not all features will work correctly.
This shows two values assigned to each marker, X and Y, in that order. This is a standard X-Y plot.
This is a Dual-Y scatter graph. There are two values assigned to each marker, X and Y, in that order.
This shows three values assigned to each marker—X, Y, and text label—in that order. Each XY point is labeled.
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This shows a polar coordinate scatter graph. It requires that two values are assigned to each marker in the following order: X (degree) and Y (distance from the center).
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This shows a circular line graph. You can use it to represent cyclical data, such as hourly or monthly figures.
This shows a circular area graph. You can use it for comparisons or cyclical data sets.
This graph type requires that four values are assigned to each marker: Open, High, Low, and Close, in that order.
The following is an example of Open-Hi-Lo-Close graph output.
This graph type requires that five values are assigned to each marker: Open, High, Low, Close, and Volume.
This graph type requires that two values are assigned to each marker: Open and Close.
This graph type requires that two values are assigned to each marker: High and Low, in that order. This is a standard financial equity graph.
This shows a Dual-Y HiLo graph. It requires two values per marker: High and Low.
This shows a Dual-Y graph with the axis split into separate sections. It requires that two values are assigned to each marker: High and Low.
This graph type requires that three values are assigned to each marker: High, Low, and Close, in that order. This is a standard financial equity graph.
This shows a Dual-Y version of a Hi-Lo Close graph. It requires that three values are assigned to each marker: High, Low, and Close.
This shows a Dual-Y graph with the axis split into separate sections. It requires that three values are assigned to each marker: High, Low, and Close.
This graph type requires that four values are assigned to each marker: Open, High, Low, and Close. This is a standard financial equity graph.
This shows a Dual-Y version of GraphType 79. It requires that four values are assigned to each marker: Open, High, Low, and Close.
This shows a Dual-Y graph with two axes split into separate sections. It requires that four values are assigned to each marker: Open, High, Low, and Close.
This shows stock performance along with volume. It requires that three values are assigned to each marker: High, Low, and Volume.
This shows stock performance along with volume. It requires that five values are assigned to each marker: Open, High, Low, Close, and Volume.
This shows a stock performance along with volume. It requires that three values are assigned to each marker: Open, Close, and Volume.
In this section: |
This shows a standard histogram. It groups all of the data together and assigns it to "buckets" based on value. There are no series or groups in this graph type.
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Note: The X-axis for Bubble graphs is expected to be numeric. While you are allowed to substitute with an alphanumeric X-axis, not all features will work correctly.
This shows three values assigned to each marker: X, Y, and Z, in that order. This has an X-Y plot in which the marker size depends on Z.
This shows that four values are assigned to each marker: X, Y, Z, and text label, in that order. This has an X-Y plot in which the marker size depends on Z, shown with labels.
This shows that three values are assigned to each marker: X, Y, and Z, in that order. This has an X-Y plot in which the marker size depends on Z.
This shows a pyramid graph that draws only one group of data at a time.
In this section: |
The following illustrations show the two types of box plot graphs. Box plot graphs can be displayed as either a box graph, or a whisker graph. For more information, see BoxPlotType.
WebFOCUS |