ElektroPilot Debug GUI

Nimm gerne Offerte auf Austausch von der Deckenbeleuchtung. Die ich dich die gute Deckenbeleuchtung. Wir haben folgende Arbeit erledigen. Es geht ein Offerte gesplittet nach Arbeit und Material. Wir haben abdecken von der Vitrine und von der Möbel, Demontage Entsorgung von der alte Lichtschine, Montage und Anschluss von der neue Schine. Platzierung und Ausrichtung von der Spot, für rote und probiere von der Lichtmittel. Da dazu machen wir einen Arbeitsposition, wir rechne da mit mit einem Tag von 8 Stunden, mit einem Wert von 125 Franken. Da dazu liefern wir das Material als zweite Strukturposition. Wir haben den eine Lampemaster LED Spot Expert Color GU10. 7,5 Watt 12 Stück. Dann haben wir eine AP-Stromschine SLV einphasig 2 m weiß 2 Stück. Dann haben wir eine AP-Stromschine SLV einphasig 3 m weiß, ebenfalls zwei Stück. Wir haben Endkappe zu der Stromschine, wo man bruchSLV für ein Phase AP-Stromschine weiß, haben wir ein Stück. Auf der anderen Seite dann eine Inspieser SLV für eine einphase AP-Stromschine Erde links, auch ein Stück. Dann dazu auch noch Strahlers SLV Venola Dtrack GU5,5 Watt 1 einphasen Adapter. Das sind total 12 Stück. Die drauf auf deren Offerte geben wir auf Arbeit ein Rabatt von 2 % und aufs Material einen Rabatt von 5 %.

NLP Extracted Items

[
  {
    "confidence": 0.85,
    "quantity": 1,
    "search_query": null,
    "source_text": "abdecken von der Vitrine und von der M\u00f6bel",
    "type": "service",
    "unit": "Pauschal"
  },
  {
    "confidence": 0.95,
    "quantity": 8,
    "search_query": null,
    "source_text": "Demontage Entsorgung von der alte Lichtschine, Montage und Anschluss von der neue Schine",
    "type": "service",
    "unit": "Stunden"
  },
  {
    "confidence": 0.8,
    "quantity": 1,
    "search_query": null,
    "source_text": "Platzierung und Ausrichtung von der Spot, f\u00fcr rote und probiere von der Lichtmittel",
    "type": "service",
    "unit": "Pauschal"
  },
  {
    "confidence": 0.9,
    "quantity": 12,
    "search_query": "LED-Lampe GU10 7.5W",
    "source_text": "Lampemaster LED Spot Expert Color GU10 7,5 Watt 12 St\u00fcck",
    "type": "component",
    "unit": "St\u00fcck"
  },
  {
    "confidence": 0.95,
    "quantity": 2,
    "search_query": "Stromschiene 1-Phasen AP 2m weiss",
    "source_text": "AP-Stromschine SLV einphasig 2 m wei\u00df 2 St\u00fcck",
    "type": "component",
    "unit": "St\u00fcck"
  },
  {
    "confidence": 0.95,
    "quantity": 2,
    "search_query": "Stromschiene 1-Phasen AP 3m weiss",
    "source_text": "AP-Stromschine SLV einphasig 3 m wei\u00df 2 St\u00fcck",
    "type": "component",
    "unit": "St\u00fcck"
  },
  {
    "confidence": 0.9,
    "quantity": 1,
    "search_query": "Endkappe Stromschiene 1-Phasen AP weiss",
    "source_text": "Endkappe zu der Stromschine SLV f\u00fcr ein Phase AP-Stromschine wei\u00df",
    "type": "component",
    "unit": "St\u00fcck"
  },
  {
    "confidence": 0.9,
    "quantity": 1,
    "search_query": "Einspeiser Stromschiene 1-Phasen AP links weiss",
    "source_text": "Inspieser SLV f\u00fcr eine einphase AP-Stromschine Erde links",
    "type": "component",
    "unit": "St\u00fcck"
  },
  {
    "confidence": 0.85,
    "quantity": 12,
    "search_query": "Strahler f\u00fcr 1-Phasen Stromschiene LED",
    "source_text": "Strahlers SLV Venola Dtrack GU5,5 Watt 1 einphasen Adapter 12 St\u00fcck",
    "type": "component",
    "unit": "St\u00fcck"
  }
]

Search Results

[
  {
    "candidates": [
      {
        "_debug": {
          "alpha": 0.6,
          "bm25_rank": 1,
          "bm25_raw": 27.598504,
          "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": 27.598504,
          "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": 26.845059,
          "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": "946269",
        "catalog_item_id": 662180,
        "chapter": "16",
        "description_de": "LED-Lampe PRO PAR16 GU10 9.5W (80W)\r\n575lm dimmbar",
        "description_fr": null,
        "description_it": null,
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        "score": 0.006349206349206349,
        "unit_no": "941811170",
        "vendor": "STEIGER",
        "year": 23
      },
      {
        "_debug": {
          "alpha": 0.6,
          "bm25_rank": 4,
          "bm25_raw": 26.845059,
          "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": "946269",
        "catalog_item_id": 673699,
        "chapter": "16",
        "description_de": "LED-Lampe PRO PAR16 GU10 9.5W (80W)\r\n575lm dimmbar",
        "description_fr": null,
        "description_it": null,
        "image_base64": null,
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        "keywords_de": null,
        "keywords_fr": null,
        "keywords_it": null,
        "price": 9.66,
        "score": 0.00625,
        "unit_no": "941818010",
        "vendor": "STEIGER",
        "year": 24
      },
      {
        "_debug": {
          "alpha": 0.6,
          "bm25_rank": 5,
          "bm25_raw": 26.845059,
          "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": "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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Agent Trace

[
{
"item_count": 9,
"search_result_count": 6,
"step": "input",
"transcript": "Nimm gerne Offerte auf Austausch von der Deckenbeleuchtung. Die ich dich die gute Deckenbeleuchtung. Wir haben folgende Arbeit erledigen. Es geht ein Offerte gesplittet nach Arbeit und Material. Wir haben abdecken von der Vitrine und von der M\u00f6bel, Demontage Entsorgung von der alte Lichtschine, Montage und Anschluss von der neue Schine. Platzierung und Ausrichtung von der Spot, f\u00fcr rote und probiere von der Lichtmittel. Da dazu machen wir einen Arbeitsposition, wir rechne da mit mit einem Tag von 8 Stunden, mit einem Wert von 125 Franken. Da dazu liefern wir das Material als zweite Strukturposition. Wir haben den eine Lampemaster LED Spot Expert Color GU10. 7,5 Watt 12 St\u00fcck. Dann haben wir eine AP-Stromschine SLV einphasig 2 m wei\u00df 2 St\u00fcck. Dann haben wir eine AP-Stromschine SLV einphasig 3 m wei\u00df, ebenfalls zwei St\u00fcck. Wir haben Endkappe zu der Stromschine, wo man bruchSLV f\u00fcr ein Phase AP-Stromschine wei\u00df, haben wir ein St\u00fcck. Auf der anderen Seite dann eine Inspieser SLV f\u00fcr eine einphase AP-Stromschine Erde links, auch ein St\u00fcck. Dann dazu auch noch Strahlers SLV Venola Dtrack GU5,5 Watt 1 einphasen Adapter. Das sind total 12 St\u00fcck. Die drauf auf deren Offerte geben wir auf Arbeit ein Rabatt von 2 % und aufs Material einen Rabatt von 5 %."
},
{
"actions": [],
"step": "plan",
"summary": "Offerte f\u00fcr den Austausch der Deckenbeleuchtung, inklusive Demontage der alten Anlage, Montage des neuen SLV-Stromschienensystems und Installation der LED-Spots."
}
]

ElektroPilot Debug GUI

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