> ## Documentation Index
> Fetch the complete documentation index at: https://help.honestly.com/llms.txt
> Use this file to discover all available pages before exploring further.

# How do I read my 360° feedback results dashboard?

> Learn how to read your 360° feedback dashboard: the Competency Matrix, Competency Profile, AI Analysis, and Personal Context that personalises insights.

### How do I read my 360° feedback results dashboard?

When a 360° feedback run is scheduled, a results dashboard is created for the run. The dashboard combines numerical results, open text responses and AI-generated insights — and lets you tailor the AI analysis to your own development situation.

You find it in the main navigation under **Dashboards**. 360° feedback dashboards are listed alongside your other dashboards and marked with a **360°** badge.

<Note>
  * The dashboard is visible to the Feedback Recipient, account admins, and — if **manager access** was enabled on the run — the recipient's manager. See [Who can see the results of a 360° feedback run?](/help/360-feedback/result-visibility).
  * Numbers and text are hidden behind anonymity thresholds. See [How does anonymity work in 360° Feedback?](/help/360-feedback/anonymity).
  * The **AI Analysis of this Data** section requires consent for Microsoft to act as a sub-processor. Consent is given in your account settings.
</Note>

<img src="https://mintcdn.com/honestly/pfDC0-M9Pz06l2cT/images/72d35f911cd3.png?fit=max&auto=format&n=pfDC0-M9Pz06l2cT&q=85&s=7322e11c80949df093a8f88060890966" alt="Dashboard overview with all 360° charts visible" width="2454" height="3617" data-path="images/72d35f911cd3.png" />

#### The Competency Matrix

The **Competency Matrix** is a heatmap of your competencies against each perspective. Rows are dimensions (and, when expanded, the individual questions inside them). Columns are the perspectives that were active in your run: **Self-assessment** , **Manager** , **Peers** and **Direct Reports**.

Each cell is coloured by score band. The legend below the matrix shows four bands, from red (lowest) through orange and light green to dark green (highest).

The exact thresholds depend on the scale of your questionnaire — they are derived from the first quantitative question in your run. For the default 1–5 scale, the bands are **\< 3.0**, **3.0 – 3.5** , **3.5 – 4.5** and **≥ 4.5**. For a 1–10 scale the same proportions land at roughly **\< 5.5**, **5.5 – 6.6** , **6.6 – 8.9** and **≥ 8.9**. The legend always shows the actual numbers for your scale.

A **ring** around a cell tells you that ratings within that group vary strongly. Rings only appear when at least 6 ratings are available (n ≥ 6).

Two summary columns sit on the right of the matrix:

* **Ø External** — average of all perspectives **except** your self-assessment. It tells you how you are perceived overall by those around you.
* **σ Deviation** — how much the perspectives differ from each other.  *Low* ,  *Medium* or  *High*. A high deviation does not automatically indicate a problem — it simply shows that different groups experience you differently.

Hover any cell for the exact mean, response count, and within-group deviation. The **How to read the heatmap** tooltip in the chart header gives you the same legend at any time.

If a cell shows no number, the anonymity threshold for that perspective has not been reached yet.

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#### The Competency Profile

The **Competency Profile** shows the same scores as a radar chart. Each axis is a dimension; each coloured line is one perspective. Use it for the shape, not the precise number — the matrix is the place to read exact values.

Two viewing modes sit at the top of the chart:

* **Separate** — every perspective is drawn as its own line. Best for spotting which group rates which dimension differently.
* **Ø Others** — your self-assessment is overlaid on the average of all other perspectives. Best for spotting self-other gaps at a glance.

<img src="https://mintcdn.com/honestly/VMRjyUj_k3T5egLO/images/e0499dc7ad10.png?fit=max&auto=format&n=VMRjyUj_k3T5egLO&q=85&s=287df88594eaef9d98890447bb7e50aa" alt="Competency Profile in Separate mode" width="1118" height="620" data-path="images/e0499dc7ad10.png" />

<img src="https://mintcdn.com/honestly/RHnmdNI6i6v29PMC/images/0ac99aeb57c1.png?fit=max&auto=format&n=RHnmdNI6i6v29PMC&q=85&s=a94e0b65f19fc31e51f9d8077d0d8d6b" alt="Competency Profile in Ø Others mode" width="1118" height="620" data-path="images/0ac99aeb57c1.png" />

#### Text Responses

Open answers are shown in the **Text Responses** chart, grouped by perspective. Text responses have their own anonymity threshold (see the anonymity article) so you may see numerical results in a perspective before the open answers from the same group become visible.

If a perspective has not yet reached its text threshold, you will see:  \_Some text responses are not displayed for privacy reasons as the minimum number of responses was not reached.

<img src="https://mintcdn.com/honestly/pfDC0-M9Pz06l2cT/images/7186d3b4a352.png?fit=max&auto=format&n=pfDC0-M9Pz06l2cT&q=85&s=bd156b43c8240608513b21804c1f3aa5" alt="Text Responses card grouped by perspective" width="1118" height="904" data-path="images/7186d3b4a352.png" />

#### Export to Excel

You can download the matrix data as Excel using the **Export to Excel** button at the top of the matrix card. Anonymity rules apply to the export the same way they apply on screen.

#### AI Analysis of this Data

The **AI Analysis of this Data** card sits below the Competency Matrix and turns the numbers into up to four insight cards. The analysis is done in two steps: a rule-based pre-analysis detects data reliability (confidence) and patterns (e.g. perception gap, development priority); then the AI formulates the insight, a reflection question and a first development step.

### The five insight types

| Type (label on card)       | What triggered it                                       |
| -------------------------- | ------------------------------------------------------- |
| **Strength** (consistent)  | High ratings across all perspectives                    |
| **Strength** (hidden)      | Others rate you higher than you rate yourself           |
| **Development Area**       | Your self-rating differs notably from external feedback |
| **Perspective Difference** | Different rater groups disagree                         |
| **Opportunity**            | High-impact area for growth                             |

Some cards are flagged as the **impetus for development** — a hint that development in that dimension is likely to have the greatest impact. You decide whether to follow the prompt.

### What every card contains

* **Interpretation** — what the pattern in the data means in your context.
* **Reflection Question** — a prompt to think through.
* **First Development Step** — one concrete action you could take next.
* **Qualitative Hints** — short quotes from open answers that support the insight (when the **Include open text answers** toggle is on and enough text is available).

Each card carries a **Confidence** badge (*High* ,  *Medium* or  *Low*). Confidence depends on how many people responded and how consistent they were — significant disagreement within a single perspective lowers confidence.

<img src="https://mintcdn.com/honestly/iyFkM6_8NJ4WWHPk/images/4d37dddb8c84.png?fit=max&auto=format&n=iyFkM6_8NJ4WWHPk&q=85&s=f28bed7140dc5df38345ecf42b0a5a54" alt="AI Analysis cards showing insight type, confidence badge and the impetus for development flag" width="2888" height="724" data-path="images/4d37dddb8c84.png" />

### Include open text answers

By default, the analysis uses scores only. Turn on **Include open text answers** above the cards to re-run the analysis with the qualitative responses included. We recommend doing this — open answers help to better understand and contextualize the quantitative patterns.

### What it looks like during an active run

If your run has not yet finished, a banner reads:  *This feedback cycle is still active. The insights are based on the current responses and will update as more come in.* Treat early insights as directional; they will sharpen as more responses arrive.

#### Personal Context

The AI uses your **Personal Context** to tailor the framing of insights to your role and goals. Without it, you still get insights — they are just more generic.

You manage your context under **Profile → Development Context**. The first time you open your 360° dashboard, a modal invites you to set it up:  \_Before we show your 360° results...

Each insights card shows whether context was used:  *Generated at English · with personalised context* or  *Generated at English · without personal context*. If it is missing, you will see an **Add personal context** link directly on the card.

<img src="https://mintcdn.com/honestly/iyFkM6_8NJ4WWHPk/images/64775480f9ae.png?fit=max&auto=format&n=iyFkM6_8NJ4WWHPk&q=85&s=bb5090981876ede61af8b7a887e67f27" alt="The Development Context tab before any context has been set" width="1182" height="479" data-path="images/64775480f9ae.png" />

### What you fill in

The wizard has four short steps. Two are required:

| Step | Field                                       | What you choose                                                                                                    |
| ---- | ------------------------------------------- | ------------------------------------------------------------------------------------------------------------------ |
| 1    | **Role Maturity**  *(required)*             | New to the role (\< 1 year), Established (1–3 years), or Very experienced (3+ years)                               |
| 2    | **Leadership Responsibility**  *(required)* | None / Technical / Disciplinary / Leading leaders                                                                  |
| 3    | **Key Challenges**                          | Up to two from a list of nine (e.g.  *Stabilize my team* ,  *Scale growth* ,  *Resolve conflicts*)                 |
| 4    | **Development Focus**                       | Up to five from a list of ten (e.g.  *Improve my communication* ,  *Grow into a bigger role* ,  *Delegate better*) |

Use **Remind me later** on step 1 to dismiss the wizard for now; **Back** and **Next** move between steps; **Save** on the final step stores everything. You will see  \_Development context has been saved.

<img src="https://mintcdn.com/honestly/iyFkM6_8NJ4WWHPk/images/656dcd645aad.png?fit=max&auto=format&n=iyFkM6_8NJ4WWHPk&q=85&s=2c6376e6ce08b5538383c2b580c99ed2" alt="Step 1 of the Development Context wizard – Role Maturity" width="1182" height="762" data-path="images/656dcd645aad.png" />

<img src="https://mintcdn.com/honestly/pfDC0-M9Pz06l2cT/images/78b317e1647b.png?fit=max&auto=format&n=pfDC0-M9Pz06l2cT&q=85&s=4337bbf5f612aedc8ec0696f400ee9ba" alt="Step 2 – Leadership Responsibility" width="1182" height="834" data-path="images/78b317e1647b.png" />

<img src="https://mintcdn.com/honestly/pfDC0-M9Pz06l2cT/images/738171c0bb48.png?fit=max&auto=format&n=pfDC0-M9Pz06l2cT&q=85&s=e38b59386688e1ba7d45e3a65e1018b0" alt="Step 3 – Key Challenges" width="1182" height="730" data-path="images/738171c0bb48.png" />

<img src="https://mintcdn.com/honestly/RHnmdNI6i6v29PMC/images/1ab7f112a321.png?fit=max&auto=format&n=RHnmdNI6i6v29PMC&q=85&s=4751566752da644e6252196a44fe4582" alt="Step 4 – Development Focus" width="1182" height="730" data-path="images/1ab7f112a321.png" />

### How your context shapes the AI output

The AI is told to:

* match the language of reflection questions to your seniority,
* frame development steps in terms of your stated challenges and focuses,
* make interpretations relevant to your professional situation.

The data itself is never re-weighted. Scores, gaps and patterns are always reported as observed — your context only changes the framing and the suggested next steps.

### Editing or resetting your context

On the **Development Context** tab you will see the saved values, when they were last updated, a **Customize** button to update them, and a **Reset** button. Reset asks you to confirm:  \_Your development context will be deleted. You can set it up again at any time.

Updating your context invalidates the cached AI insights. Open your dashboard again and the cards will be re-generated with the new framing.

#### Tips

* **Read the matrix first, then the Competency Profile.** The matrix gives precision; the profile gives shape.
* **Use Ø Others mode to spot self-other gaps quickly.** Then go to the matrix to find which dimension drives the gap.
* **Turn on Include open text answers when you want depth.** It often surfaces the  *why* behind a number.
* **Set your Personal Context before reading the AI insights.** It is much faster to do once than to re-read insights with two framings.
* **A low confidence badge is a signal, not a verdict.** It usually means more responses are needed before you over-interpret a pattern.

#### What's next?

* [How does anonymity work in 360° Feedback?](/help/360-feedback/anonymity)
* [Who can see the results of a 360° feedback run?](/help/360-feedback/result-visibility)
* [What is 360° Feedback and how does it work?](/help/360-feedback/overview)

If you have any questions, please do not hesitate to contact us.
