{% extends "op_zz_frame.html" %}
{% block centercontent %}


<style>
:root {
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  --accent:#008143; --accent2:#64B32C;
  --ok:#64B32C; --warn:#FFCC00; --danger:#EF7C00;
  --chip:#eef3f1; --border:#D5D5D5;
}
*{box-sizing:border-box}
body{margin:0;padding:0;background:var(--bg);color:var(--text);font-family:system-ui,-apple-system,Segoe UI,Roboto,Ubuntu,Arial,sans-serif}
a{color:var(--accent);text-decoration:none}
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.brand{font-weight:800;letter-spacing:.4px;font-size:18px}
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.card{background:var(--panel);border:1px solid var(--border);border-radius:12px;padding:14px;box-shadow:0 2px 8px rgba(0,0,0,.05)}
.kpi .kpi-label{font-size:12px;color:var(--muted);text-transform:uppercase;letter-spacing:.08em}
.kpi .kpi-value{font-size:28px;font-weight:800;margin-top:8px;color:#0f2b23}
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.veh-sub{color:#64736f;font-size:12px}
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img.hero{width:100%;border-radius:12px;border:1px solid var(--border)}
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hr.sep{border:0;border-top:1px solid var(--border);margin:18px 0}
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.btn:hover{border-color:#b8d2c5}
.conf-num{font-size:12px;color:#64736f;margin-left:6px}
.ref-soh{font-size:12px;line-height:1.3}
</style>


    <div class="brand">Battery Health Indicator</div>
    <div class="right">
      <span class="badge">As of: 2025-08-09 21:19</span>
      <a class="btn" href="bhi_methodology.html#confidence">Confidence & thresholds</a>
      <a class="btn" href="bhi_methodology.html#refs">Ref SoH & correlation</a>
      <a class="btn" href="bhi_methodology.html">Methodology</a>
      <a class="btn" href="degradation_tool.html">Degradation & range tool</a>
    </div>

  <div class="container">
    <div class="grid">
      
    <div class="card kpi">
      <div class="kpi-label">Fleet avg. BHI</div>
      <div class="kpi-value">60.9%</div>
      
    </div>
    
    <div class="card kpi">
      <div class="kpi-label">Avg. confidence</div>
      <div class="kpi-value">47%</div>
      
    </div>
    
    <div class="card kpi">
      <div class="kpi-label">Vehicles critical</div>
      <div class="kpi-value">14</div>
      <div class='kpi-sub'>BHI < 80% OR Δ30 ≤ −3.0 pp OR Δ90 ≤ −6.0 pp</div>
    </div>
    
    <div class="card kpi">
      <div class="kpi-label">Vehicles watch</div>
      <div class="kpi-value">0</div>
      <div class='kpi-sub'>BHI < 85% OR Δ30 ≤ −2.0 pp OR Δ90 ≤ −4.0 pp (not critical)</div>
    </div>
    
    <div class="card kpi">
      <div class="kpi-label">Avg. corr. r (90d)</div>
      <div class="kpi-value">0.996</div>
      
    </div>
    
    <div class="card kpi">
      <div class="kpi-label">Median |bias| (pp)</div>
      <div class="kpi-value">1.08</div>
      
    </div>
    
    </div>

    <div class="cards-row">
      <div class="card">
        <h3 style="margin:0 0 8px 0">BHI distribution</h3>
        <img class="hero" alt="BHI distribution" 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        <small class="help">Histogram of current BHI across all vehicles (demo data).</small>
      </div>
      <div class="card">
        <h3 style="margin:0 0 8px 0">Filter &amp; search</h3>
        <div class="tools">
          <input id="q" type="text" placeholder="Vehicle ID, alias …"/>
        </div>
        <div class="tools">
          <label class="filter">Status&nbsp;
            <select id="statusSel">
              <option value="all">all</option>
              <option value="critical">critical</option>
              <option value="watch">watch</option>
              <option value="ok">ok</option>
            </select>
          </label>
          <label class="filter">min. BHI&nbsp;<span id="minBHILbl">70%</span>&nbsp;<input id="minBHI" min="0" max="100" value="70" step="1" type="range"/></label>
          <button class="btn" onclick="sortByBHI()">sort by BHI</button>
        </div>
        <small class="help">Status is computed from thresholds. See <a href="bhi_methodology.html#thresholds">thresholds</a>.</small>
      </div>
    </div>

    <div class="card" style="margin-top:14px; overflow:auto">
      <table class="table">
        <thead>
          <tr>
            <th>Vehicle</th>
            <th>BHI</th>
            <th>Δ 30 days</th>
            <th>Last charge mode</th>
            <th>Ambient (last)</th>
            <th>Sessions (30d)</th>
            <th>Trend</th>
            <th>Status</th>
            <th>Confidence</th>
            <th>Ref SoH</th>
            <th>Corr. r (90d)</th>
            <th>Plan</th>
            <th></th>
          </tr>
        </thead>
        <tbody>
          
    <tr data-vid="DEK-001" data-bhi="60.0" data-status="critical">
      <td>
        <div class="veh-id">DEK-001</div>
        <div class="veh-sub">Courier 81</div>
      </td>
      <td>
    <div class="progress-wrap">
      <div class="progress-bar" style="width:60.0%"></div>
      <div class="progress-text">60.0%</div>
    </div>
    </td>
      <td><span class="delta">▼ -30.2 pp / 30d</span></td>
      <td>AC</td>
      <td>16.3 °C</td>
      <td>47</td>
      <td><img class="spark" alt="Trend" src="data:image/png;base64,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"/></td>
      <td><span class='chip chip-critical'>critical</span></td>
      <td><span class='chip conf-mid' title='Confidence: 43%'>medium</span> <span class="conf-num">43%</span></td>
      <td class="ref-soh">OEM 65.0% (2025-08-09)<br/>Manual 91.3% (2025-04-27)</td>
      <td class="corr">0.99</td>
      <td><a class="link" href="degradation_tool.html?vid=DEK-001">Open tool</a></td>
      <td><a class="link" href="vehicle_DEK-001.html">Details</a></td>
    </tr>
    
    <tr data-vid="DEK-002" data-bhi="62.6" data-status="critical">
      <td>
        <div class="veh-id">DEK-002</div>
        <div class="veh-sub">Pool 62</div>
      </td>
      <td>
    <div class="progress-wrap">
      <div class="progress-bar" style="width:62.6%"></div>
      <div class="progress-text">62.6%</div>
    </div>
    </td>
      <td><span class="delta">▼ -31.5 pp / 30d</span></td>
      <td>DC</td>
      <td>0.3 °C</td>
      <td>58</td>
      <td><img class="spark" alt="Trend" src="data:image/png;base64,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"/></td>
      <td><span class='chip chip-critical'>critical</span></td>
      <td><span class='chip conf-mid' title='Confidence: 50%'>medium</span> <span class="conf-num">50%</span></td>
      <td class="ref-soh">OEM 65.0% (2025-08-09)<br/>Manual 94.2% (2025-05-31)</td>
      <td class="corr">1.00</td>
      <td><a class="link" href="degradation_tool.html?vid=DEK-002">Open tool</a></td>
      <td><a class="link" href="vehicle_DEK-002.html">Details</a></td>
    </tr>
    
    <tr data-vid="DEK-003" data-bhi="62.0" data-status="critical">
      <td>
        <div class="veh-id">DEK-003</div>
        <div class="veh-sub">Courier 84</div>
      </td>
      <td>
    <div class="progress-wrap">
      <div class="progress-bar" style="width:62.0%"></div>
      <div class="progress-text">62.0%</div>
    </div>
    </td>
      <td><span class="delta">▼ -31.3 pp / 30d</span></td>
      <td>AC</td>
      <td>25.7 °C</td>
      <td>18</td>
      <td><img class="spark" alt="Trend" src="data:image/png;base64,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"/></td>
      <td><span class='chip chip-critical'>critical</span></td>
      <td><span class='chip conf-low' title='Confidence: 35%'>low</span> <span class="conf-num">35%</span></td>
      <td class="ref-soh">OEM 65.0% (2025-08-09)<br/>Manual 93.9% (2025-07-19)</td>
      <td class="corr">1.00</td>
      <td><a class="link" href="degradation_tool.html?vid=DEK-003">Open tool</a></td>
      <td><a class="link" href="vehicle_DEK-003.html">Details</a></td>
    </tr>
    
    <tr data-vid="DEK-004" data-bhi="59.7" data-status="critical">
      <td>
        <div class="veh-id">DEK-004</div>
        <div class="veh-sub">Delivery 88</div>
      </td>
      <td>
    <div class="progress-wrap">
      <div class="progress-bar" style="width:59.7%"></div>
      <div class="progress-text">59.7%</div>
    </div>
    </td>
      <td><span class="delta">▼ -30.1 pp / 30d</span></td>
      <td>AC</td>
      <td>30.9 °C</td>
      <td>38</td>
      <td><img class="spark" alt="Trend" src="data:image/png;base64,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"/></td>
      <td><span class='chip chip-critical'>critical</span></td>
      <td><span class='chip conf-mid' title='Confidence: 57%'>medium</span> <span class="conf-num">57%</span></td>
      <td class="ref-soh">OEM 65.0% (2025-08-09)<br/>Manual 90.1% (2025-06-20)</td>
      <td class="corr">0.99</td>
      <td><a class="link" href="degradation_tool.html?vid=DEK-004">Open tool</a></td>
      <td><a class="link" href="vehicle_DEK-004.html">Details</a></td>
    </tr>
    
    <tr data-vid="DEK-005" data-bhi="58.5" data-status="critical">
      <td>
        <div class="veh-id">DEK-005</div>
        <div class="veh-sub">Regional 57</div>
      </td>
      <td>
    <div class="progress-wrap">
      <div class="progress-bar" style="width:58.5%"></div>
      <div class="progress-text">58.5%</div>
    </div>
    </td>
      <td><span class="delta">▼ -29.9 pp / 30d</span></td>
      <td>DC</td>
      <td>30.9 °C</td>
      <td>51</td>
      <td><img class="spark" alt="Trend" src="data:image/png;base64,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"/></td>
      <td><span class='chip chip-critical'>critical</span></td>
      <td><span class='chip conf-mid' title='Confidence: 53%'>medium</span> <span class="conf-num">53%</span></td>
      <td class="ref-soh">OEM 65.0% (2025-08-09)<br/>Manual 89.6% (2025-04-27)</td>
      <td class="corr">0.99</td>
      <td><a class="link" href="degradation_tool.html?vid=DEK-005">Open tool</a></td>
      <td><a class="link" href="vehicle_DEK-005.html">Details</a></td>
    </tr>
    
    <tr data-vid="DEK-006" data-bhi="61.3" data-status="critical">
      <td>
        <div class="veh-id">DEK-006</div>
        <div class="veh-sub">Transporter 39</div>
      </td>
      <td>
    <div class="progress-wrap">
      <div class="progress-bar" style="width:61.3%"></div>
      <div class="progress-text">61.3%</div>
    </div>
    </td>
      <td><span class="delta">▼ -30.9 pp / 30d</span></td>
      <td>AC</td>
      <td>-3.8 °C</td>
      <td>24</td>
      <td><img class="spark" alt="Trend" src="data:image/png;base64,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"/></td>
      <td><span class='chip chip-critical'>critical</span></td>
      <td><span class='chip conf-low' title='Confidence: 33%'>low</span> <span class="conf-num">33%</span></td>
      <td class="ref-soh">OEM 65.0% (2025-08-09)<br/>Manual 92.5% (2025-05-29)</td>
      <td class="corr">1.00</td>
      <td><a class="link" href="degradation_tool.html?vid=DEK-006">Open tool</a></td>
      <td><a class="link" href="vehicle_DEK-006.html">Details</a></td>
    </tr>
    
    <tr data-vid="DEK-007" data-bhi="61.1" data-status="critical">
      <td>
        <div class="veh-id">DEK-007</div>
        <div class="veh-sub">Pool 67</div>
      </td>
      <td>
    <div class="progress-wrap">
      <div class="progress-bar" style="width:61.1%"></div>
      <div class="progress-text">61.1%</div>
    </div>
    </td>
      <td><span class="delta">▼ -30.6 pp / 30d</span></td>
      <td>AC</td>
      <td>25.0 °C</td>
      <td>39</td>
      <td><img class="spark" alt="Trend" src="data:image/png;base64,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"/></td>
      <td><span class='chip chip-critical'>critical</span></td>
      <td><span class='chip conf-mid' title='Confidence: 50%'>medium</span> <span class="conf-num">50%</span></td>
      <td class="ref-soh">OEM 65.0% (2025-08-09)<br/>Manual 91.9% (2025-08-01)</td>
      <td class="corr">1.00</td>
      <td><a class="link" href="degradation_tool.html?vid=DEK-007">Open tool</a></td>
      <td><a class="link" href="vehicle_DEK-007.html">Details</a></td>
    </tr>
    
    <tr data-vid="DEK-008" data-bhi="63.1" data-status="critical">
      <td>
        <div class="veh-id">DEK-008</div>
        <div class="veh-sub">Van 96</div>
      </td>
      <td>
    <div class="progress-wrap">
      <div class="progress-bar" style="width:63.1%"></div>
      <div class="progress-text">63.1%</div>
    </div>
    </td>
      <td><span class="delta">▼ -31.7 pp / 30d</span></td>
      <td>DC</td>
      <td>25.9 °C</td>
      <td>27</td>
      <td><img class="spark" alt="Trend" src="data:image/png;base64,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"/></td>
      <td><span class='chip chip-critical'>critical</span></td>
      <td><span class='chip conf-mid' title='Confidence: 43%'>medium</span> <span class="conf-num">43%</span></td>
      <td class="ref-soh">OEM 65.0% (2025-08-09)<br/>Manual 95.3% (2025-06-06)</td>
      <td class="corr">1.00</td>
      <td><a class="link" href="degradation_tool.html?vid=DEK-008">Open tool</a></td>
      <td><a class="link" href="vehicle_DEK-008.html">Details</a></td>
    </tr>
    
    <tr data-vid="DEK-009" data-bhi="60.9" data-status="critical">
      <td>
        <div class="veh-id">DEK-009</div>
        <div class="veh-sub">City 36</div>
      </td>
      <td>
    <div class="progress-wrap">
      <div class="progress-bar" style="width:60.9%"></div>
      <div class="progress-text">60.9%</div>
    </div>
    </td>
      <td><span class="delta">▼ -31.1 pp / 30d</span></td>
      <td>AC</td>
      <td>4.1 °C</td>
      <td>29</td>
      <td><img class="spark" alt="Trend" src="data:image/png;base64,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"/></td>
      <td><span class='chip chip-critical'>critical</span></td>
      <td><span class='chip conf-mid' title='Confidence: 46%'>medium</span> <span class="conf-num">46%</span></td>
      <td class="ref-soh">OEM 65.0% (2025-08-09)<br/>Manual 92.0% (2025-08-03)</td>
      <td class="corr">1.00</td>
      <td><a class="link" href="degradation_tool.html?vid=DEK-009">Open tool</a></td>
      <td><a class="link" href="vehicle_DEK-009.html">Details</a></td>
    </tr>
    
    <tr data-vid="DEK-010" data-bhi="62.5" data-status="critical">
      <td>
        <div class="veh-id">DEK-010</div>
        <div class="veh-sub">Service 16</div>
      </td>
      <td>
    <div class="progress-wrap">
      <div class="progress-bar" style="width:62.5%"></div>
      <div class="progress-text">62.5%</div>
    </div>
    </td>
      <td><span class="delta">▼ -31.7 pp / 30d</span></td>
      <td>DC</td>
      <td>15.9 °C</td>
      <td>27</td>
      <td><img class="spark" alt="Trend" src="data:image/png;base64,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"/></td>
      <td><span class='chip chip-critical'>critical</span></td>
      <td><span class='chip conf-mid' title='Confidence: 45%'>medium</span> <span class="conf-num">45%</span></td>
      <td class="ref-soh">OEM 65.0% (2025-08-09)<br/>Manual 94.4% (2025-07-17)</td>
      <td class="corr">1.00</td>
      <td><a class="link" href="degradation_tool.html?vid=DEK-010">Open tool</a></td>
      <td><a class="link" href="vehicle_DEK-010.html">Details</a></td>
    </tr>
    
    <tr data-vid="DEK-011" data-bhi="59.2" data-status="critical">
      <td>
        <div class="veh-id">DEK-011</div>
        <div class="veh-sub">Delivery 37</div>
      </td>
      <td>
    <div class="progress-wrap">
      <div class="progress-bar" style="width:59.2%"></div>
      <div class="progress-text">59.2%</div>
    </div>
    </td>
      <td><span class="delta">▼ -29.9 pp / 30d</span></td>
      <td>DC</td>
      <td>26.4 °C</td>
      <td>36</td>
      <td><img class="spark" alt="Trend" src="data:image/png;base64,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"/></td>
      <td><span class='chip chip-critical'>critical</span></td>
      <td><span class='chip conf-low' title='Confidence: 38%'>low</span> <span class="conf-num">38%</span></td>
      <td class="ref-soh">OEM 65.0% (2025-08-09)<br/>Manual 88.4% (2025-08-06)</td>
      <td class="corr">0.99</td>
      <td><a class="link" href="degradation_tool.html?vid=DEK-011">Open tool</a></td>
      <td><a class="link" href="vehicle_DEK-011.html">Details</a></td>
    </tr>
    
    <tr data-vid="DEK-012" data-bhi="60.0" data-status="critical">
      <td>
        <div class="veh-id">DEK-012</div>
        <div class="veh-sub">Transporter 96</div>
      </td>
      <td>
    <div class="progress-wrap">
      <div class="progress-bar" style="width:60.0%"></div>
      <div class="progress-text">60.0%</div>
    </div>
    </td>
      <td><span class="delta">▼ -30.1 pp / 30d</span></td>
      <td>AC</td>
      <td>31.8 °C</td>
      <td>43</td>
      <td><img class="spark" alt="Trend" src="data:image/png;base64,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"/></td>
      <td><span class='chip chip-critical'>critical</span></td>
      <td><span class='chip conf-mid' title='Confidence: 54%'>medium</span> <span class="conf-num">54%</span></td>
      <td class="ref-soh">OEM 65.0% (2025-08-09)<br/>Manual 89.9% (2025-07-12)</td>
      <td class="corr">1.00</td>
      <td><a class="link" href="degradation_tool.html?vid=DEK-012">Open tool</a></td>
      <td><a class="link" href="vehicle_DEK-012.html">Details</a></td>
    </tr>
    
    <tr data-vid="DEK-013" data-bhi="60.1" data-status="critical">
      <td>
        <div class="veh-id">DEK-013</div>
        <div class="veh-sub">Transporter 84</div>
      </td>
      <td>
    <div class="progress-wrap">
      <div class="progress-bar" style="width:60.1%"></div>
      <div class="progress-text">60.1%</div>
    </div>
    </td>
      <td><span class="delta">▼ -30.4 pp / 30d</span></td>
      <td>DC</td>
      <td>-1.4 °C</td>
      <td>38</td>
      <td><img class="spark" alt="Trend" src="data:image/png;base64,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"/></td>
      <td><span class='chip chip-critical'>critical</span></td>
      <td><span class='chip conf-mid' title='Confidence: 59%'>medium</span> <span class="conf-num">59%</span></td>
      <td class="ref-soh">OEM 65.0% (2025-08-09)<br/>Manual 90.6% (2025-07-23)</td>
      <td class="corr">0.99</td>
      <td><a class="link" href="degradation_tool.html?vid=DEK-013">Open tool</a></td>
      <td><a class="link" href="vehicle_DEK-013.html">Details</a></td>
    </tr>
    
    <tr data-vid="DEK-014" data-bhi="61.4" data-status="critical">
      <td>
        <div class="veh-id">DEK-014</div>
        <div class="veh-sub">Service 66</div>
      </td>
      <td>
    <div class="progress-wrap">
      <div class="progress-bar" style="width:61.4%"></div>
      <div class="progress-text">61.4%</div>
    </div>
    </td>
      <td><span class="delta">▼ -30.7 pp / 30d</span></td>
      <td>AC</td>
      <td>30.3 °C</td>
      <td>36</td>
      <td><img class="spark" alt="Trend" src="data:image/png;base64,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"/></td>
      <td><span class='chip chip-critical'>critical</span></td>
      <td><span class='chip conf-mid' title='Confidence: 49%'>medium</span> <span class="conf-num">49%</span></td>
      <td class="ref-soh">OEM 65.0% (2025-08-09)<br/>Manual 92.1% (2025-07-15)</td>
      <td class="corr">1.00</td>
      <td><a class="link" href="degradation_tool.html?vid=DEK-014">Open tool</a></td>
      <td><a class="link" href="vehicle_DEK-014.html">Details</a></td>
    </tr>
    
        </tbody>
      </table>
    </div>

    <div class="footer">
      © 2025 – Prototype dashboard. Demo data.
    </div>
  </div>

  
  <table border="1" cellspacing="0" cellpadding="5">
  <tr><th>Station</th><th>Messages</th><th>Start</th><th>End</th></tr>
  {% for s in sessions %}
  <tr>
    <td>{{ s.station_id }}</td>
    <td>{{ s.message_count }}</td>
    <td>{{ s.start_ts }}</td>
    <td>{{ s.end_ts }}</td>
  </tr>
  {% endfor %}
</table>

  <script>
function filterTable(){
  const q = document.getElementById('q').value.toLowerCase().trim();
  const statusSel = document.getElementById('statusSel').value;
  const minBHI = parseFloat(document.getElementById('minBHI').value);
  for(const tr of document.querySelectorAll('tbody tr')){
    const txt = tr.innerText.toLowerCase();
    const status = tr.getAttribute('data-status');
    const bhi = parseFloat(tr.getAttribute('data-bhi'));
    let show = true;
    if(q && !txt.includes(q)) show = false;
    if(statusSel && statusSel !== 'all' && status !== statusSel) show = false;
    if(!isNaN(minBHI) && bhi < minBHI) show = false;
    tr.style.display = show ? '' : 'none';
  }
  document.getElementById('minBHILbl').innerText = document.getElementById('minBHI').value + '%';
}
function sortByBHI(){
  const tbody = document.querySelector('tbody');
  const rows = Array.from(tbody.querySelectorAll('tr'));
  const sorted = rows.sort((a,b)=>parseFloat(b.getAttribute('data-bhi')) - parseFloat(a.getAttribute('data-bhi')));
  for(const r of sorted) tbody.appendChild(r);
}
document.addEventListener('DOMContentLoaded',()=>{
  filterTable();
  document.getElementById('q').addEventListener('input', filterTable);
  document.getElementById('statusSel').addEventListener('change', filterTable);
  document.getElementById('minBHI').addEventListener('input', filterTable);
});
</script>









{% endblock %}