# How is hex radar diagram in a scorecard is built?
# Question

How exactly hex radar diagram is built and all metrics there are caluclated?

# Answer

The diagram uses the following logic:

1.  All values are normalized to their goals.
2.  Blue line indicates the goal and is always equal to 1 (or 100%)
3.  Green line indicates the normalized value as ratio of metric value to the goal in the following manner:

    *   **Link Rate = Link rate moving avg for the chosen period /  Link rate goal x 100%**
    *   **Link Accuracy = Link accuracy moving avg for chosen period / Link accuracy goal x 100%**
    *   **AQI = AQI moving average for chosen period / AQI goal x 100%**
    *   **CSAT = CSAT moving average for chosen period / CSAT goal x 100%**
    *   **FCR = FCR moving average for chosen period / FCR goal x 100%**
    *   **Tickets resolved = Tickets resolved moving avg for chosen period  /  Proficiency level for chosen period x 100%**

where chosen period is the period that's been chosen in calendar (by default is last 12 months)

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![](data:image/png;base64,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)
