Hi Team,
When we are trying to use [LINQ Reporting Engine] to bind the json data with the chart in our words template, we found that chart display area has the limit. We have more than 300 series y[value] in our json file, but the chart only could display first 100s.
Do we have anyway to auto generate the chart setting to make sure it contains all the data?
![image](data:image/png;base64,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)
For example, this is our chart screenshot.
Please share any ideas if you have.
Thank you,
Yiyang
@YiyangShi Could you please attach your template and sample data here for testing? We will check the issue and provide you more information.
Hi Alexey,
Here is our sample template and json file.
areaChartSample.zip (33.1 KB)
What we got from this template and json file is:
But what we are expecting is:
As you can see, there are a lot of the data not showing in the chart.
![](https://forum.aspose.com/uploads/default/88239)
Above is how we use the LINQ Reporting Engine.
Please advise.
Thank you.
@iampranoti @YiyangShi The problem occurs because the maximum bunds for horizontal axis is explicitly set in your template:
Reset this value and the result will be correct. Please see the updated template and output produced by the following code:
JsonDataSource ds = new JsonDataSource("C:\\Temp\\data.json");
Document doc = new Document("C:\\Temp\\in.docx");
ReportingEngine engine = new ReportingEngine();
engine.setOptions(ReportBuildOptions.ALLOW_MISSING_MEMBERS);
engine.buildReport(doc, ds, "areaCharts");
doc.save("C:\\Temp\\out.docx");
data.zip (1.6 KB)
in.docx (37.4 KB)
out.docx (29.8 KB)