As an example I would like to look at the results of the different process steps. In this case the CML of "use chair, production chair, disposel etc". When I connect them together here and run the calculation and the results in Excel under "process uptstream impacts" I sometimes only see the single product flows. like wood instead of the production of wood. can you please tell me how I see the process steps?
![](denied:data:image/png;base64,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)
As you can see it shows the product flows but not the Processes, which I conacted. so I only wanted the process chain with its results, so i chose "auto link-processes" in the product system and linked them together in the model graph.