ElektroPilot Debug GUI

Nehmen gerne Offerten auf Austausch von der Deckenbeleuchtung. Die Gleich die gerade Deckenbeleuchtung. Wir haben folgende Arbeiten zu erledigen. Das gibt ein Offerte äh gesplittet nach Arbeit und Material. Wir haben abdecken von der Vitrinen und von der Möbel, Demontage Entsorgung von der alten Lichtschienen, Montage und Anschluss von der neuen Schienen, Platzierung und Ausrichtung von der Spot, für Roten und probieren von der Leuchtmittel. Dazu machen wir eine Arbeitsposition, mir rechnen da mit mit dem Tag von 8 Stunden mit einem Wert von 127 Franken. Dazu liefer liefern wir das Material als zweite Strukturposition. Wir haben den eine Lampe Master LED Spot Expert Color GU10 6,5 bis 50 Watt 12 Stück. Dann haben wir eine Aufstromschiene SLV einphasig 2 m weiß, zwei Stück. Dann haben wir eine Aufstromschiene SLV einphasig 3 m weiß, ebenfalls zwei Stück. Wir haben Endkappe zu der Stromschiene, wo wir brauchen die SLV für ein Phase AP Stromschiene weiß, haben wir ein Stück. Auf der anderen Seite dann eine Inspieser SLV für den Einphasen AP Stromschiene Erde links, auch ein Stück. Dann dazu eine gibt's noch Strahler SLV Benola D-Track GU50 Watt ein Einphasen Adapter. Das sind total 12 Stück. Dett drauf auf dieser Offerte geben wir auf die Arbeit einen Rabatt von 2 % und aufs Material einen Rabatt von 5 %.

NLP Extracted Items

[
  {
    "confidence": 0.8,
    "quantity": 1,
    "search_query": null,
    "source_text": "abdecken von der Vitrinen und von der M\u00f6bel",
    "type": "service",
    "unit": "Pauschale"
  },
  {
    "confidence": 0.9,
    "quantity": 1,
    "search_query": null,
    "source_text": "Demontage Entsorgung von der alten Lichtschienen",
    "type": "service",
    "unit": "Pauschale"
  },
  {
    "confidence": 0.95,
    "quantity": 8,
    "search_query": null,
    "source_text": "Montage und Anschluss von der neuen Schienen, Platzierung und Ausrichtung von der Spot",
    "type": "service",
    "unit": "Stunden"
  },
  {
    "confidence": 0.9,
    "quantity": 12,
    "search_query": "LED-Lampe GU10 6.5W 50W",
    "source_text": "Lampe Master LED Spot Expert Color GU10 6,5 bis 50 Watt 12 St\u00fcck",
    "type": "component",
    "unit": "St\u00fcck"
  },
  {
    "confidence": 0.95,
    "quantity": 2,
    "search_query": "Stromschiene 1-Phasen 2m weiss",
    "source_text": "Aufstromschiene SLV einphasig 2 m wei\u00df, zwei St\u00fcck",
    "type": "component",
    "unit": "St\u00fcck"
  },
  {
    "confidence": 0.95,
    "quantity": 2,
    "search_query": "Stromschiene 1-Phasen 3m weiss",
    "source_text": "Aufstromschiene SLV einphasig 3 m wei\u00df, ebenfalls zwei St\u00fcck",
    "type": "component",
    "unit": "St\u00fcck"
  },
  {
    "confidence": 0.9,
    "quantity": 1,
    "search_query": "Endkappe f\u00fcr 1-Phasen Stromschiene weiss",
    "source_text": "Endkappe zu der Stromschiene SLV f\u00fcr ein Phase AP Stromschiene wei\u00df",
    "type": "component",
    "unit": "St\u00fcck"
  },
  {
    "confidence": 0.9,
    "quantity": 1,
    "search_query": "Einspeiser 1-Phasen Stromschiene links weiss",
    "source_text": "Inspieser SLV f\u00fcr den Einphasen AP Stromschiene Erde links",
    "type": "component",
    "unit": "St\u00fcck"
  },
  {
    "confidence": 0.85,
    "quantity": 12,
    "search_query": "Strahler f\u00fcr 1-Phasen Stromschiene GU10",
    "source_text": "Strahler SLV Benola D-Track GU50 Watt ein Einphasen Adapter 12 St\u00fcck",
    "type": "component",
    "unit": "St\u00fcck"
  }
]

Search Results

[
  {
    "candidates": [
      {
        "_debug": {
          "alpha": 0.6,
          "bm25_rank": 1,
          "bm25_raw": 37.420179,
          "fusion_method": "rrf",
          "rrf_component_bm25": 0.006557,
          "rrf_component_vector": 0.0,
          "rrf_k": 60,
          "rrf_score": 0.006557,
          "vector_rank": null,
          "vector_similarity": 0.0
        },
        "article_no": "946261",
        "catalog_item_id": 662175,
        "chapter": "16",
        "description_de": "LED-Lampe PAR16 GU10 4.5W (50W)\r\n350lm dimmbar",
        "description_fr": null,
        "description_it": null,
        "image_base64": null,
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        "keywords_de": null,
        "keywords_fr": null,
        "keywords_it": null,
        "price": 3.9,
        "score": 0.006557377049180328,
        "unit_no": "941814150",
        "vendor": "STEIGER",
        "year": 23
      },
      {
        "_debug": {
          "alpha": 0.6,
          "bm25_rank": 2,
          "bm25_raw": 37.420179,
          "fusion_method": "rrf",
          "rrf_component_bm25": 0.006452,
          "rrf_component_vector": 0.0,
          "rrf_k": 60,
          "rrf_score": 0.006452,
          "vector_rank": null,
          "vector_similarity": 0.0
        },
        "article_no": "946261",
        "catalog_item_id": 673694,
        "chapter": "16",
        "description_de": "LED-Lampe PAR16 GU10 4.5W (50W)\r\n350lm dimmbar",
        "description_fr": null,
        "description_it": null,
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        "keywords_de": null,
        "keywords_fr": null,
        "keywords_it": null,
        "price": 3.54,
        "score": 0.0064516129032258064,
        "unit_no": "941817760",
        "vendor": "STEIGER",
        "year": 24
      },
      {
        "_debug": {
          "alpha": 0.6,
          "bm25_rank": 3,
          "bm25_raw": 36.3986,
          "fusion_method": "rrf",
          "rrf_component_bm25": 0.006349,
          "rrf_component_vector": 0.0,
          "rrf_k": 60,
          "rrf_score": 0.006349,
          "vector_rank": null,
          "vector_similarity": 0.0
        },
        "article_no": "946261",
        "catalog_item_id": 685092,
        "chapter": "16",
        "description_de": "LED-Lampe P PAR16 GU10 4.5W (50W)\r\n350lm dimmbar 25000h",
        "description_fr": null,
        "description_it": null,
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        "keywords_de": null,
        "keywords_fr": null,
        "keywords_it": null,
        "price": 3.65,
        "score": 0.006349206349206349,
        "unit_no": "941817760",
        "vendor": "STEIGER",
        "year": 25
      },
      {
        "_debug": {
          "alpha": 0.6,
          "bm25_rank": 4,
          "bm25_raw": 28.606053,
          "fusion_method": "rrf",
          "rrf_component_bm25": 0.00625,
          "rrf_component_vector": 0.0,
          "rrf_k": 60,
          "rrf_score": 0.00625,
          "vector_rank": null,
          "vector_similarity": 0.0
        },
        "article_no": "946268",
        "catalog_item_id": 662179,
        "chapter": "16",
        "description_de": "LED-Lampe PRO PAR16 GU10 6W (50W)\r\n350lm dimmbar",
        "description_fr": null,
        "description_it": null,
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        "keywords_de": null,
        "keywords_fr": null,
        "keywords_it": null,
        "price": 6.03,
        "score": 0.00625,
        "unit_no": "941811140",
        "vendor": "STEIGER",
        "year": 23
      },
      {
        "_debug": {
          "alpha": 0.6,
          "bm25_rank": 5,
          "bm25_raw": 28.606053,
          "fusion_method": "rrf",
          "rrf_component_bm25": 0.006154,
          "rrf_component_vector": 0.0,
          "rrf_k": 60,
          "rrf_score": 0.006154,
          "vector_rank": null,
          "vector_similarity": 0.0
        },
        "article_no": "946268",
        "catalog_item_id": 673698,
        "chapter": "16",
        "description_de": "LED-Lampe PRO PAR16 GU10 6W (50W)\r\n350lm dimmbar",
        "description_fr": null,
        "description_it": null,
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Agent Trace

[
{
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"search_result_count": 6,
"step": "input",
"transcript": "Nehmen gerne Offerten auf Austausch von der Deckenbeleuchtung. Die Gleich die gerade Deckenbeleuchtung. Wir haben folgende Arbeiten zu erledigen. Das gibt ein Offerte \u00e4h gesplittet nach Arbeit und Material. Wir haben abdecken von der Vitrinen und von der M\u00f6bel, Demontage Entsorgung von der alten Lichtschienen, Montage und Anschluss von der neuen Schienen, Platzierung und Ausrichtung von der Spot, f\u00fcr Roten und probieren von der Leuchtmittel. Dazu machen wir eine Arbeitsposition, mir rechnen da mit mit dem Tag von 8 Stunden mit einem Wert von 127 Franken. Dazu liefer liefern wir das Material als zweite Strukturposition. Wir haben den eine Lampe Master LED Spot Expert Color GU10 6,5 bis 50 Watt 12 St\u00fcck. Dann haben wir eine Aufstromschiene SLV einphasig 2 m wei\u00df, zwei St\u00fcck. Dann haben wir eine Aufstromschiene SLV einphasig 3 m wei\u00df, ebenfalls zwei St\u00fcck. Wir haben Endkappe zu der Stromschiene, wo wir brauchen die SLV f\u00fcr ein Phase AP Stromschiene wei\u00df, haben wir ein St\u00fcck. Auf der anderen Seite dann eine Inspieser SLV f\u00fcr den Einphasen AP Stromschiene Erde links, auch ein St\u00fcck. Dann dazu eine gibt\u0027s noch Strahler SLV Benola D-Track GU50 Watt ein Einphasen Adapter. Das sind total 12 St\u00fcck. Dett drauf auf dieser Offerte geben wir auf die Arbeit einen Rabatt von 2 % und aufs Material einen Rabatt von 5 %."
},
{
"actions": [],
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"summary": "Offerte f\u00fcr den Austausch der Deckenbeleuchtung, inklusive Demontage der Altanlage, Montage des neuen 1-Phasen-Schienensystems sowie der Leuchtmittel."
}
]

ElektroPilot Debug GUI

ASR File Upload

Persisted Job Insights

Selected Job Details

Response