[
  {
    "id": "ev_0001",
    "step_index": 1,
    "timestamp": "2026-07-23T12:13:42.855851",
    "event_type": "HTTP_REQUEST",
    "step_id": "base_lookup_user",
    "step_name": "Wyszukiwanie użytkownika po e-mail",
    "title": "GET /api/v1/users/lookup?email=kisjusz-clue-tester@local.dev",
    "details": {
      "method": "GET",
      "url": "https://api.kis.mntm.dev/api/v1/users/lookup?email=kisjusz-clue-tester@local.dev",
      "headers": {
        "Content-Type": "application/json",
        "Accept": "application/json",
        "X-API-Key": "kis...foh"
      },
      "params": {
        "email": "kisjusz-clue-tester@local.dev"
      }
    },
    "raw_file": "requests/request_001_base_lookup_user.json"
  },
  {
    "id": "ev_0002",
    "step_index": 2,
    "timestamp": "2026-07-23T12:13:42.856233",
    "event_type": "HTTP_RESPONSE",
    "step_id": "base_lookup_user",
    "step_name": "Wyszukiwanie użytkownika po e-mail",
    "title": "Odpowiedź lookup (200 OK, 0.211s)",
    "details": {
      "status_code": 200,
      "duration_seconds": 0.211,
      "body": {
        "id": "92e8a217-cc79-41ea-93b7-0b256b17132f",
        "username": "kisjusz-clue-tester",
        "email": "kisjusz-clue-tester@local.dev",
        "created_at": "2026-07-23T14:03:00Z",
        "updated_at": "2026-07-23T14:03:00Z"
      }
    },
    "raw_file": "responses/response_001_base_lookup_user.json"
  },
  {
    "id": "ev_0003",
    "step_index": 3,
    "timestamp": "2026-07-23T12:13:42.856335",
    "event_type": "USER_LOOKUP",
    "step_id": "base_lookup_user",
    "step_name": "Pobranie użytkownika",
    "title": "Pobrano użytkownika ID: 92e8a217-cc79-41ea-93b7-0b256b17132f",
    "details": {
      "user_id": "92e8a217-cc79-41ea-93b7-0b256b17132f",
      "email": "kisjusz-clue-tester@local.dev",
      "full_user": {
        "id": "92e8a217-cc79-41ea-93b7-0b256b17132f",
        "username": "kisjusz-clue-tester",
        "email": "kisjusz-clue-tester@local.dev",
        "created_at": "2026-07-23T14:03:00Z",
        "updated_at": "2026-07-23T14:03:00Z"
      }
    }
  },
  {
    "id": "ev_0004",
    "step_index": 4,
    "timestamp": "2026-07-23T12:13:43.076883",
    "event_type": "HTTP_REQUEST",
    "step_id": "base_create_session",
    "step_name": "Utworzenie sesji",
    "title": "POST /api/v1/sessions?user_id=92e8a217-cc79-41ea-93b7-0b256b17132f",
    "details": {
      "method": "POST",
      "url": "https://api.kis.mntm.dev/api/v1/sessions?user_id=92e8a217-cc79-41ea-93b7-0b256b17132f",
      "headers": {
        "Content-Type": "application/json",
        "Accept": "application/json",
        "X-API-Key": "kis...foh"
      },
      "json": {
        "mode": "image_comment",
        "language": "pl"
      }
    },
    "raw_file": "requests/request_002_base_create_session.json"
  },
  {
    "id": "ev_0005",
    "step_index": 5,
    "timestamp": "2026-07-23T12:13:43.077075",
    "event_type": "HTTP_RESPONSE",
    "step_id": "base_create_session",
    "step_name": "Utworzenie sesji",
    "title": "Odpowiedź utworzenia sesji (0.206s)",
    "details": {
      "status_code": 201,
      "duration_seconds": 0.206,
      "body": {
        "id": "55133fc6-bd8f-4079-b8b6-2fb08de28ce4",
        "user_id": "92e8a217-cc79-41ea-93b7-0b256b17132f",
        "mode": "image_comment",
        "status": "active",
        "language": "pl",
        "created_at": "2026-07-23T12:13:43.051367Z",
        "updated_at": "2026-07-23T12:13:43.051373Z"
      }
    },
    "raw_file": "responses/response_002_base_create_session.json"
  },
  {
    "id": "ev_0006",
    "step_index": 6,
    "timestamp": "2026-07-23T12:13:43.077216",
    "event_type": "SESSION_CREATE",
    "step_id": "base_create_session",
    "step_name": null,
    "title": "Utworzono sesję ID: 55133fc6-bd8f-4079-b8b6-2fb08de28ce4",
    "details": {
      "id": "55133fc6-bd8f-4079-b8b6-2fb08de28ce4",
      "user_id": "92e8a217-cc79-41ea-93b7-0b256b17132f",
      "mode": "image_comment",
      "status": "active",
      "language": "pl",
      "created_at": "2026-07-23T12:13:43.051367Z",
      "updated_at": "2026-07-23T12:13:43.051373Z"
    }
  },
  {
    "id": "ev_0007",
    "step_index": 7,
    "timestamp": "2026-07-23T12:13:43.300382",
    "event_type": "HTTP_REQUEST",
    "step_id": "base_create_conv",
    "step_name": "Utworzenie konwersacji",
    "title": "POST /api/v1/sessions/55133fc6-bd8f-4079-b8b6-2fb08de28ce4/conversations",
    "details": {
      "method": "POST",
      "url": "https://api.kis.mntm.dev/api/v1/sessions/55133fc6-bd8f-4079-b8b6-2fb08de28ce4/conversations",
      "headers": {
        "Content-Type": "application/json",
        "Accept": "application/json",
        "X-API-Key": "kis...foh"
      },
      "json": {}
    },
    "raw_file": "requests/request_003_base_create_conv.json"
  },
  {
    "id": "ev_0008",
    "step_index": 8,
    "timestamp": "2026-07-23T12:13:43.300562",
    "event_type": "HTTP_RESPONSE",
    "step_id": "base_create_conv",
    "step_name": "Utworzenie konwersacji",
    "title": "Odpowiedź utworzenia konwersacji (0.205s)",
    "details": {
      "status_code": 201,
      "duration_seconds": 0.205,
      "body": {
        "id": "6060c31e-451e-4225-8f78-d0ae58de915d",
        "session_id": "55133fc6-bd8f-4079-b8b6-2fb08de28ce4",
        "status": "active",
        "system_prompt_override": null,
        "created_at": "2026-07-23T12:13:43.277609Z",
        "updated_at": "2026-07-23T12:13:43.277613Z"
      }
    },
    "raw_file": "responses/response_003_base_create_conv.json"
  },
  {
    "id": "ev_0009",
    "step_index": 9,
    "timestamp": "2026-07-23T12:13:43.300642",
    "event_type": "CONVERSATION_CREATE",
    "step_id": "base_create_conv",
    "step_name": null,
    "title": "Utworzono konwersację ID: 6060c31e-451e-4225-8f78-d0ae58de915d",
    "details": {
      "id": "6060c31e-451e-4225-8f78-d0ae58de915d",
      "session_id": "55133fc6-bd8f-4079-b8b6-2fb08de28ce4",
      "status": "active",
      "system_prompt_override": null,
      "created_at": "2026-07-23T12:13:43.277609Z",
      "updated_at": "2026-07-23T12:13:43.277613Z"
    }
  },
  {
    "id": "ev_0010",
    "step_index": 10,
    "timestamp": "2026-07-23T12:13:43.556995",
    "event_type": "USER_MESSAGE",
    "step_id": "base_load_images",
    "step_name": "Wczytanie zestawu zdjęć",
    "title": "Wczytano 4 obrazów z folderu wizualizacji",
    "details": {
      "images_count": 4,
      "images_meta": [
        {
          "filename": "1 (1).jpg",
          "content_type": "image/jpeg",
          "size_bytes": 359541,
          "sha256": "ed9862756c77abebfa6c5bacd9f56efb5ec19fb526f58333d48358c7fe4c36fa",
          "thumb_url": "data:image/jpeg;base64,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"
        },
        {
          "filename": "1000174477.png",
          "content_type": "image/png",
          "size_bytes": 1694067,
          "sha256": "b3f06c20b100f9a9ea8b31cb7b924d2d9c7942dde4eb8f75b2665008ee31f9a0",
          "thumb_url": "data:image/png;base64,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"
        },
        {
          "filename": "158-BPR_kuchnia_wer.2__2.jpg",
          "content_type": "image/jpeg",
          "size_bytes": 213935,
          "sha256": "27c4d97088f0fd927c276b42f13746a186afb09f516e36d736ef1e0da775c3d3",
          "thumb_url": "data:image/jpeg;base64,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"
        },
        {
          "filename": "158-BPR_kuchnia_wer.2__4.jpg",
          "content_type": "image/jpeg",
          "size_bytes": 207508,
          "sha256": "27ac22282d7b5f5e55b04364491e1352048d0c2094776220b9fa0e8bfe736b4f",
          "thumb_url": "data:image/jpeg;base64,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"
        }
      ]
    }
  },
  {
    "id": "ev_0011",
    "step_index": 11,
    "timestamp": "2026-07-23T12:13:43.557895",
    "event_type": "USER_MESSAGE",
    "step_id": "base_send_images",
    "step_name": "Wysłanie zdjęć do analizy",
    "title": "Użytkownik wysyła początkową wiadomość z 4 zdjęciami",
    "details": {
      "content": "Wyślij zdjęcia i rozpocznij analizę",
      "images_count": 4,
      "filenames": [
        "1 (1).jpg",
        "1000174477.png",
        "158-BPR_kuchnia_wer.2__2.jpg",
        "158-BPR_kuchnia_wer.2__4.jpg"
      ],
      "images_meta": [
        {
          "filename": "1 (1).jpg",
          "content_type": "image/jpeg",
          "size_bytes": 359541,
          "sha256": "ed9862756c77abebfa6c5bacd9f56efb5ec19fb526f58333d48358c7fe4c36fa",
          "thumb_url": "data:image/jpeg;base64,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"
        },
        {
          "filename": "1000174477.png",
          "content_type": "image/png",
          "size_bytes": 1694067,
          "sha256": "b3f06c20b100f9a9ea8b31cb7b924d2d9c7942dde4eb8f75b2665008ee31f9a0",
          "thumb_url": "data:image/png;base64,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"
        },
        {
          "filename": "158-BPR_kuchnia_wer.2__2.jpg",
          "content_type": "image/jpeg",
          "size_bytes": 213935,
          "sha256": "27c4d97088f0fd927c276b42f13746a186afb09f516e36d736ef1e0da775c3d3",
          "thumb_url": "data:image/jpeg;base64,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"
        },
        {
          "filename": "158-BPR_kuchnia_wer.2__4.jpg",
          "content_type": "image/jpeg",
          "size_bytes": 207508,
          "sha256": "27ac22282d7b5f5e55b04364491e1352048d0c2094776220b9fa0e8bfe736b4f",
          "thumb_url": "data:image/jpeg;base64,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"
        }
      ]
    }
  },
  {
    "id": "ev_0012",
    "step_index": 12,
    "timestamp": "2026-07-23T12:13:44.834564",
    "event_type": "HTTP_REQUEST",
    "step_id": "base_send_images",
    "step_name": "POST /chat z obrazami",
    "title": "POST /api/v1/conversations/6060c31e-451e-4225-8f78-d0ae58de915d/chat (z obrazami)",
    "details": {
      "method": "POST",
      "url": "https://api.kis.mntm.dev/api/v1/conversations/6060c31e-451e-4225-8f78-d0ae58de915d/chat",
      "headers": {
        "Content-Type": "application/json",
        "Accept": "application/json",
        "X-API-Key": "kis...foh"
      },
      "json": {
        "content": "Wyślij zdjęcia i rozpocznij analizę",
        "attachments": null,
        "images": [
          {
            "data": "<base64 pominięte w widoku, 479388 znaków, sha256: 931c819c9ee3df54eead7045bf373cf63cc6e5111271109197e844c616924ec8>",
            "content_type": "image/jpeg",
            "filename": "1 (1).jpg"
          },
          {
            "data": "<base64 pominięte w widoku, 2258756 znaków, sha256: db2cee392f8a12d8fe822d1a2d84eba5a931c4d1c9725ce55d0b3ebeb357f432>",
            "content_type": "image/png",
            "filename": "1000174477.png"
          },
          {
            "data": "<base64 pominięte w widoku, 285248 znaków, sha256: ea5639258724ab2d7730e6fbc2c62fec2f809d899fc0728650169afdb79f0d51>",
            "content_type": "image/jpeg",
            "filename": "158-BPR_kuchnia_wer.2__2.jpg"
          },
          {
            "data": "<base64 pominięte w widoku, 276680 znaków, sha256: b97e99ab7d34c7444210979265d407db5b1bf64edde127c1bff4db62322f5531>",
            "content_type": "image/jpeg",
            "filename": "158-BPR_kuchnia_wer.2__4.jpg"
          }
        ],
        "callback_url": null
      },
      "images_meta": [
        {
          "filename": "1 (1).jpg",
          "content_type": "image/jpeg",
          "size_bytes": 359541,
          "sha256": "ed9862756c77abebfa6c5bacd9f56efb5ec19fb526f58333d48358c7fe4c36fa",
          "thumb_url": "data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCACHALQDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDq/Huh2mkXFq9ipjScNmPOQCMcj865hVrvfiz8p0z38z/2WuEjwa9ZHmNC7aUL0NSqAaeqZpmbgPhuZI8bvnHvV+3uEl4Bw3oaobKUR0mi4zlE2lqRWwayIriSLj7y+hq7BdRyHB+VvQ1NjohVTL6tTw1Vg2OlOD0jdMmZuvNWcsscBXIPyjIqgzVov/x62vuUpDY5NRuAoxJkf7QBqGbUbl8gykD2GKrfwr9B/wCzVXlfjNF2Vzy7iu+SSTkmq0klRyy471TluBnrSFYmll5qnLNgVWubpVGWdVHucVlXGrwhiFLufYcVLdilE05ZqpyzYyc1i3GpzvETGFTIyO5qhcSSyIfMdmHuahzKUDZudRhjBy4J9F5rPn1NtpMcWD/tGqUqgIcdqJR8jZ9KlyY+VDzd3J58zH0AoqIAYGRmildjsfQvxN06S9SxMJG+Pf8AKe+cf4V5sUeJykisjjqCMV6z46uoLeawjnkCNLv2Z6HG3v8AjXOzafBflUuFPHRhwR+Ndkdjz0ro4xDjFWEYYrfn8L4yba4P0kH9RWfPod/DkmHzB6xnP6daZPIVl55FSqAe1VyrxttdWU+jDFSo5p2E4khQUxo6kDCncEUieUhSaWE8HK+hq1Hextw3yn3qBhzUEsftUsqLlHY0y47VusP9BsT6tHXDtLJb528r6Gu0Lt/YmjuBy8kAPtk0rG0atymfuJ9F/wDZ6pTuFXkjp/QUsbO8cRZj91OnHeWqsqfIP93/ANlSixXPcxtdv2tDDsTcJN3fGMGudm1C5nUjfsBPRRj9a2PFAwLX6v8AzrAAwgPv/WsZt3OqmtLjGUtJliSQO5zTAvLcd6nI+fn0pgGA31qCyuyjyR34psw+QipGBMQUDLEcAdTVsaReS4Ai2hudzEDFCTewWuZcv3TxTZj8jcdq7TSdBjMoRVWaXqXf7q/hVHx2yfarTTrVFaWNSWCLgszf/qq5UnFXZLaTscvkYHHait2Hw7cNCjNb3UjEZJiQ7R7ZxzRU+zkZ+1ie0fFGxN5c6R8wVEMmfX+Gs/StTh1K9nS3R1W3fyyzfxGuk8eLmbTvq39K4bwOP9N1P/r5P9a7IR9xPuc/KlTTRZi8QTpKQ8UUibiMglTxWpbeILST/WpJGfpkVia1AEv2wAowDgD/AGaz04zipbYJJnaXptNR059hWVQyg8YIrEfR4+fLdl+vIq94bG7Srv8A66pV8x100oKUbs6aUIuOqOZk0ydPubXHscVVeKRPvoy/hXWtH3qAR/IOKboroU8PF7HLc96GHFb1xaxMGYxrnB5xisgpuFc84OJhOhyGbcJuFdsI/wDin9E/66Qfzrlnh3Cu6jt1fQdIDA4UxMPqDUmPJY5WNcRQ/wC6n85aqTDK8D+H/wBlWugMEccaBUHCqOef7/8AjWzBo2kmzge9uXVpYwzRqcYyPQDNS3YtRseQeKh/x659X/8AQqwFyVAXnnoOa96m0/wuhQnR5751ztzEz9/9ogVbtrx7bC6P4RZB2J8uIf8AjoNYSTbuaxq2VrHhdpoWr3zZtNNvJcjqsLY/PGK2bP4c+JrkHNisAJ6zSqv6Ak17BJc+MLhgINM0y1X1lleQj8ABSwaf4qeYteanaLF2SGAL+pyaVhOszzzRfhRqMM6S31/artH3Y1Zzn6nFdTH4EsYRm6vZ2+m1B/WuoOizuP8ASL+d/o5H8sVE3h2zBzJuc+rH/GtoyUVZMj289rnNiPwl4fV0lvbOJurCW43N+WayJ/HXgWxleSCe3abqXhtiSf8AgWP610us+FvDN9EkWpxQOqnIDS7T9Mgg4rOi8M+BrI5j0zTS3q0ZlP65qrt7Gd09zn3+LfhvPyfaivrtUf1orrEk8ORLsjsrVVHQLaKB/Kiq1Fddg+JF09rd6QwKeSTJvUqSx+7jB7VyPgcf6Zqf/X039a6z4nxiV9PyfmRZHHvgpn9K5fwUuLvUv+vlv606UrxSNlrR/ruXtZh3XpwP4B/6DWJHATLs2sT/ALIzXWaig+3c/wB1f/QavaLFK9oqq1wkRYnck8ca/wAt1EtFcyTsjKiik0bRL2TypXBljKh125HtVWLX1P8ArLWQfQ5rpfFMccOgPtkLtuXdmfzcfN61ytsYyoyBW9CTcdD0MK1yarqWZdbg8lzEjCYKdiyDCk9gSM4FNstThlRhcNDEwOFw5bcMDnoMc5GPao5UiIPArNZ7VZI4Cj+bIzFW424AH681rKbXQ3fIb0kkMkbbJY24PRqxggCgEVaWzRRlVxSMm0c1zVJc/QyqK5WEanpxXfW0KPoukox2giPkVi+DNNS81QvPEJLeJSSG6Fu31ruLy/srfassZUghQBGOPSuecrOyRx1NHZGXDYWsSAqikgdTya0U8pFiH2JpZNg+YLUdprFndXcUEQly5wMoAOh9/aq2r+Jn066e3FuHCAHcT7VnKTeljNQk3qagmuAP3Vjt+pxSNJqTD5IIl+p/+vXMP43nMkcaW6eZKSEUKSWx1wM1Qn+IMqZ+eFecfcqPkivZSOyaLV3/AOWsKfQCmR2GpGdWnvcx91HGfyFcFN8RpgcC6RT7Rf8A1qoy/EWds4v3GPSLH9KOZ+Q/YyPXPJOOSKjeEn/9VeMzeP7gru+33WPYMKo3HjmYglry8P4t/jST8w9hI9fv9CtLuRZJlbcucbcCq7aFpyfejH/Amrxq48XMRlpbs/n/AI1Un8R5DM32hu/Qf41oqtuofV2e2nT9MU42Qfi//wBeivCzrpPIjm/If40U/beYfVmex+O4lkvdN3/dCyA46jJQVyHg0Yu9Rz/z8t/Wux8cLI9/pccKF3k8xFXOOTt7+2M/hXIeED/puo4/5+W/rWtCSbUSuWSw6k9n/mbGsvi+49F/9BFcxOA8uTzxVuSfNy53E/vWHJz3FUj8zZHSqm0RBWKnw01W81TSPFkd00Tra6ksMQMYwFGeD6111jE1wSES2JXg4jrlvAehXWh6H4pkmkikN7frcR7M/Kp9c967/wAE2bywNK/KyHK0Qm4xsevglH2MpS7/AOQkejs4+aKH/vion8PwRTiY2sJkAIDBeRXbXYSxhQLH5k8nCL0HuSewFUrmO78jePKlYjPlhCu7/dNYvFa2uW61KXutJX2OIlilQ4ZFGPQVXMLyyKiLlmOAK6C6aORQ6qyhhnDDBH1FJp8Swq93IOVHyCtua6uclWXK2rGh4ajNrqcNnFykUTPMw7ucVoatAt1KgWWEYkU8uAah8PAwX6QNzPMjTTH09BVvWLJ5pUMcbHDqcgdqwb984pu8rmdo+mPDqdrJ5sDBeu2QE9G6CsTxj5o1qYbF8oxZ3buc4GBj8/yrc0u3ng1S0EsTqM4yR6Bv8aw/G97BDq08b7y+wcKpPUU/t79Ck9TjNW1O40u4065s5WinjaTa69Rng0+HxPp91p6xalpUMsyKESWJijE7slm9Saytf3Xxh8pdnllvve9YrI8CKJgBluD2PNZSgpM6IyR2mor4b1BTNZvLYzvKqC3cb0ROMuT9cnFQHwzp7XGppDrVnIlsnmI5GPOOM7V9+3euYXBkHOPlp8Ybc+CcZqfZNFcx0w8CTXVijaZeWV432YTuscmCn+z9f8Kzp/BGsm6a1XT5TceWJdnH3c9etZUcssVqdjsvy84OM1em1/VlkNwNQuhPsEfmCQ7tvpn0pezkHMTQeCNTuY7SQwLFDdSCOOWVgFB9+46HtzWgPBVjb3Gp2mta1aWU9sgZMfMr5Gfb24681zt/qt9NYJayXMzWyNuWJnJVTnqBWZeyO6OSWPB5pezkLmO38N6Z4Nl0qN9Z1S4hvcnciKQoHbHymiuCDHHJP4UUezYr+Z9NajeWlp5YuWZHc/Iy4zgYyOex715T4Lb/AEzUv+vlv6123jhvltPYP/SuB8EMPtWo8g/6Seh+tehSpqPJNdbnK7ex/ruUzP8A6VL/ANdm/wDQhVi0IdM5Fc+ZpmmlZIXI89uScfxU9NUe3t2YeW21sEId/Pp9a5p1EaRizvbWTyfD94wRpT5qfIo5Na3hbWPsNuImtpQo5BY+vauc8K3j3Oj3LyE58+MYIxj2rdVsCu6hSjUp8zOqhV5IODV9TsU8TWzR/vIZNx4wAKrXHiKCQuBBIVI24LY/lXMbqri5iad4llQy43bAwzjpnHpniqWCpJ7E6bpGrql+l1GipAIgmcHeWP5mnabKs2Hl4ih5PuRWPM+BVrSs3Gy3QHYfmkx6f/XpYinGlFKKM6q0Oo8PODe7pBme7Vnwf4Yx0/OjxAJIVZoDIjBhyhIpugDzL57qT5WmDRwLnBCL1P50a1qV1ZFRFKMlwuHUMK4Ffndjmb1M/QJb5dWtkkvp5IiTuR3JB+U+tVfFVhHd6vLIPvqFHXjp3FaelaxJcalBFNa2pL7h5iKVYcGuH8c/2hqXiDV9I0qVYrp47eeORnKbACNzAjuABS2ltYFqUr20jtpR6bgCAKzZrOznvFgvIi0ZY7TkjDD3FdJqljAJrW8uZP39tIHjkZsEt0wfXOcYq/qIjhkhuUVTE+CwI4wevFdFKKvdlxfK7nLR6JYWpaQK0p/h3tkLXNWj7vNU9VcqfwrsvE00dvCXhBYJ82yPkkd8CuCtbnM9y5R0SSUsm4Y4Na1VFWsae0Uloi6ObX220lxzEePSmJKGtOORspZ3zF7cVjYVyO4UbD+FQXgAhcn0NTXLYias/U7lYbd2ZXKgAMVUsQCcZwOeM0rBclVVIHSihoJc/uwJF7MDjNFHKTzrue3eOm+S0+j/ANK898ArtudUOOt0x/nXd+PW+S0+j/0rjPCICz3uOMzk/wA63+zT+YrfugliAmyGGAT8pUY61DJbxnbtxHt5zGoBb68VBPcYlfn+I8fjURuge/NeY2zoSOj0OOOHTLnyyx3XEZOTmtYPWDok27S7j/rvHWoJK9vB/wAFDgty0XrOs7GzsZJHtLaONyWywHJ3NuPPXBYk4qtqet2Gmr/pl1FE3ZM5c/RRzXOXPiu6uCy6XYNtJ4muTtH4KOfzIrWdanD4mXojsJpODzXPjxZfWclzBbLEse4ruA5IHvXOyx31++/Ub2WQf88ozsj/ACHX8c1YW1CKFUAAV5uJxHtdI6A0mdt8MdWvLnxKYnncxi3cqjMWCnI6Z6V3OqaukUyx3dpFODznOCK8z+GbtbeK5CFBK2zkZ6HkV22q6ro0lwq6rG1vK3AkGcfmKxpxVrs462kjS0y50eXUYTbxz29z821GGVb5T3FcL4g+1W3xVi1ERM1ikCxzN6gr2/Kur0vS7f7fBeafqC3EMe4lQQTgqR2+tQXt9Zpq0sVxIiyYXAbjt60Sj1uQjB1QWjCRoLqSW2lLPH5Q2khscMB/EMd+eTWbcXmsXmn29r9mgtURcNIX3n8Bj0xXbGG2cAxqmD3Heq81ijEbcc0+aS2Li7Hnw0WGOQSFS0o/jZiTWdqzRWcBJxu6AdzXZ675enW7yyEKK8t1m+aZmuJAeeI0rNyfUa8h1lcSm1lEqMud2DjjFXJJg0OQc9OlUdI1PU7GELHcEp/cdQy/ka1v7cSRdt7pdnN6lB5Z/SrjVjaw7SXQqXUhMTc01tUNniQQDdGPvIcE/WrzXGhXC4khvbQnurBwPzqC70+xuY2Fpq1uSQcLMpQ1opJ/CyXZ6SQg07UrgtcR6bBMsx8zd5ig8juCOtFdNZJ5drEDbzSnaMvG3yngdOaK0sYM6T4ramdOm0kld0Mnmq+Oo+7g1R02yWxupTExKTNvwe3rVr4p2Ut/NpMcSgj95uY9FHy9az7NksLWJJ7jKRjG+Q4/CpjJ3s9kbX9xIxotI1C6mc+WIkLHDSHHf061s2Phq3UhruV5mHZflH+NZuoeLEjdo7KAysOPMkO1Pwxyf0rCu9Wv77IuLh9h/wCWcfyL+nJ/E1jelDzLvOXkdZ4l1K10nSjHpkcEtz5iEQK+M4PJJAOMD1rj57/WtSz9ou/ssJ/5ZWo28e7df5UyMfLgDA9BU6KR92h4iTVk7I2guVWI7PTLaA7kjBc8l25Y/UmtOOPHao4jyAetWUrG5Y5UHapFjH4UKMipkWlcLlzw7cx6Xqv210ZwsTJsXq2SOP0rS1ez0TxaAiX09pd5yI2by2z9DwfwrGUUkkayrtZVdf8AaGRVwquKt0Mp01N3LnhvwvrmheKbSWW8S608bw7EbXA2Nj2POKPEfiNbDxFPbXMf+jlEbc6ZU8dM9qdpeoXWnOAlxM9vggwSNuXp2J5H4VVvibudpZlBZvbtTlVVvdM1Sd9S9Zajp84DQO9uT0aB/lP4dK0ory6A/wBHuYLoEcB/kb8xXET6TbsxeINBJ/eiO3+VQEapZkGCZLhf7r/K35jj9KlVe4Om1sXvFz3l3LvvxHFBEOEV92fc1xVtC1/cG4cHyV4jB/nW9qMOo6tGqXCC1i/jy+9mHpTmtvssKiNQY14+lKpd7Dpq25SFuAMCmPB7VcDloi0UbSOOqDg49s0/yWZQSpGe3cVlZmjsZLQ5qvLahwQelbDxYOCKgeMjoKAOg0y/szZp5tw8LjgpuIA47UVze31oroVdmLpI9b+IF7HZWtvcTk+WgbOBk9uK8n1C/m1CcSTfKgP7uMdF/wAT70UU8RJ35SqSVrldck81Oi9sc0UVzmxaiXpVqNfzoopgWFTI5AqaNSmM8jp9KKKYFmPlf5VKBiiikA8cnngU/bgYFFFIAoOMdKKKAI3XBqncpMR5kRwq0UU4rUT0KMt3KFZWVT2zWdKzYKlmI9CaKKTbKSREJCjK8Z5HSp5b15EZCu0EYyrYI+hoopJsGkVmMDWiw3zTSkNxIT8wP1FXlSJoh5ZJUDAPeiiqWpDRXQxyruikDL64IoooppJgf//Z"
        },
        {
          "filename": "1000174477.png",
          "content_type": "image/png",
          "size_bytes": 1694067,
          "sha256": "b3f06c20b100f9a9ea8b31cb7b924d2d9c7942dde4eb8f75b2665008ee31f9a0",
          "thumb_url": "data:image/png;base64,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"
        },
        {
          "filename": "158-BPR_kuchnia_wer.2__2.jpg",
          "content_type": "image/jpeg",
          "size_bytes": 213935,
          "sha256": "27c4d97088f0fd927c276b42f13746a186afb09f516e36d736ef1e0da775c3d3",
          "thumb_url": "data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABwALQDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDqbiIqysRhc8nPFM+32ycCTe3otdw2veAb+6ktv7XsorlGKMkjbCGHb5hUkvg/RdTQvY3dtMD0KOG/xoA8+k1hl4ji2+7VXk1OeT70hA9BxXX3/wAPZogTbu4H+y2a5vUPC2oW4Pt3KYNAGcb1V5Zqlt7mSd1EMcrgkAlVJAqKys5rbVIGuUXy1JyTyOhrZuNVtofvNIcdlQ0AdfHpnhaxwbi7u79x2X5VP5Y/nVmPX9LsP+QXo8KMOjycn/H9a8vn8XWqEiG3lc+/FVJPFd9Jxb2ip7nmgD1a58W6pPkI6RA9kT/Gsm7v7q55u7l2H/TR+K80fWdXmOWlCrjdgccVKJpJFDSElj75oA7d76zi+/cx59F5/lVd9dso/uLLIfYYrkd1RzSugBSMvk84PT3/AP1UAdVJ4lI/1Nso93bNVZfEN+/3ZFj/ANxRWJCPP+5PCPUAElfrnGKl8mFf9beD6LtH+NAFmfUbqf8A1txK/sWOKrmUjqcUu2yPGZZPpuOf5VLHbLIR5GnSOO+YQcj6mgB+nahNZXST277ZEOQex9j7V6vorWHi7wzd28h8udPnwD80T44Yeo//AFV5NaeHdU84i3tXW2I4jdslD7H09q7TwF4e1SDxFBJK7W0IVtxQ5LD+6QRjBoA42K9LAAMzN7AmrttbahdNiGyvGGOoiJFe9Wuk2NqoEFtEgHooFXVVVHygD6UAeF2vhnW7osI7GfKnB3FVx9cmtOP4e6zcJtlWCJT13zEn9B/WvVdPA+0X7f3pv5ItXaAPKk+GV+V+fUoQfQRk/wBaK9VooA+KfHOn2tr4+12DyZXnhuJC0aH5XB5z6jBxnH6VyEmou91HPYwiK4TG8QyyK5Prww4/Cu1+Nd5Hpnxd8SOse6dZoXAbO3DxKSePp+teY6jc2SJDc7Z8ygq6oRgHPTJ5FZW1LvodHD8UvE2juIrXxBqMSo4/dyHzj3yMt65HbjHeunt/j/4sgH7yGxu41bBE0ZBIx6rj+VeR3JsrorLPcOCAQV2fvHHbn7v45/CiOWyeRYxNPGCBu3RBh9eDVJ2Ee5R/HWzuLa3uNX8ORlJdwZ7aYHawPIwQO2D+Naln8UfAF+Qk9xd6dIf+esRZR+K5FfO2p28FkrRw3iOGIJQIwyCMgmsm48vzG8sNjJxmiLuDVj7FstI0zW7RL/Rb2C7tJXASVBwex5HvVaXwtcqw8sbuH+62e/vWL8AbgxfDiwJkVB9pdAGOASZGwK9Rt543mjjcqkrCTCk9fmHSrJPNX0a8Ro0MZ+aI9QR6VoWvhu+kjQ4ABA7GuzbYbm1hLfvGgYgYP+z36VeeGVrHZbyiGZo8CXaG2Njg7T1oA4yLwnN/y1nVauReE4B/rblj9BXZR26ufn5boCO+O9Y3i+4uNItLeSyEJZ2IbzVLcAZ4wRQBRTwzpa4LrJIR61Oml6bCcJaKfrXn8/xCvPKdxIFCnB2Wy9fbLVBN421NtMN8bq6VN4jCKiIe/PT2qedDsepwRQJ/q7WMf8BrRgYgjEaj/gNeGN4w1GZVxdXuWIGDc4x+QFeleALiS68ORzzu7SSSMTvcufTqfpQpJ7Csd3DK4H3gPyFX9Jm3akgMoPyscA1iQJmr2hj/AInDe0bdKoDoPtqn+NjTVdHIxvP41EsaDsx/A1NGFUjCN+VAEukgBbpgMZnb+gq/WfpkmIpPkY5lc9vWru5v7h/MUAPoqvJc+W5UoM/71FAHxb+01CIvjNq55AltbaTHrhMf+y15fbn/AFkZxJbS/K3AYr7geor3f9pu7s7H4oot9psF1Hc6fDmTcyOg3uDgg4OMcZFeLzMthLPZWls0G1tu+T5pW59ccZ9h+JrNybfLYpLrcwHVI5Gtp4gsnTkYIPbHsabZQj7Qd7KBjHzNjBq5Np5e2bzJo1vIgT5JJ3lffjGR6ZzzUF5bSS2v2qNGKDAkOOjf0zTUgaGaimbKBw6yCNjEXU9R1Hv61m5yamjcAOjjKuMfQ9jULKUYqwwwODVJW0E9T6u+A8EEfw+tXs5vtIdpldJEGIm9QfXJ/DFd8Y3hQIm6YkK3nSKA6E5LKuB05/QV5p+zg5Pw7Yf3byUf+g16gxpiGAKpezgaZrNpFwHYmRlUY+91zgmp7+K5fT5raxuGtipKQylNzInbOTycetVoT/pkf41runmRsNxVipAYdVz354oYISzM0cEMYlYFcFm2g78DkEnpWJ8QJHa0tFYjG5j+hroolC+5PU+tcx8Q2C2tpnHO/vjtUvYa3Pnq6kYSSoT0bselb0N2v/CLo8g3g3ATBHoDWNcWdxKZAojXJOCxzV8Wc48MQQs8ZcXRY+mMGuSM99RpMzAztfKIzlSc88Yr3r4VpnwXYscHLPyP96vDrTT2SXc8mTz24r6A+F1qI/AmnqnO3f8Aj8xrSjK7Fax1luoxVvw9/wAh2b2Q1Xi4qvZazpei391d61qNrp9ucRrLcyrGpY5wMk9cA/lXSI7KaPY2R900wHkVhL8QvBboQfFehEf9f0f+NRHxv4UXDf8ACTaL5ZPD/bY8H8c0Abunf8ewPq7H/wAeNaMfSszS2DWMLKQVYbgR0IJzWnGeKAMm9b/SpPrRUd2c3Uv+8aKAPm/9rnTBL4y0q8MiAfYNhTPzNh2PA/GvA7681FoQqT3AjxjAc8D0r64+PPgHV/Gmt6Vc6QYFjggeKRpM5yWBGMD615nY/s+aymTdavAmTnAiLYHpywpWvuO589r5iTCTax2MM/4VdVGgdoJpDGrny3+bgj1NfR0XwEt1tXg1HVpJ4ywdQsaoUb1B5/XNc/4z8DeBvBlrbSa5NqdxJMdkSI2S5XrnAAHUdTS1YHz7MhTIJ5Bxio2OVBP0r6NsPB/hm8lWT/hF7sRyAESXdyhzj2EhrrIfDfhayRRbeGrE47tEh5/HNZuvTW8kWqM3sjA/ZrYHwFcAMDi9k/D5Vr1SRgo5OK5uz1GLT4jHa6ZDbQ5zthwoz6kACtSybTtagki1U2Ytm+WS3uZB84x9f84pxr05aJhKlOO6OS+KniKbRfC811pF/HBfrLGFKsrNgtg8HPb2ryGP4t+Mk/5jRb/egi/+Jr6Cufhn4AlV5jounOmMnyJ3z+AVsmvPvF3hz4aac1stt4X8SyYnAuDbQ3AAjw2cFxjOdtapozscKnxk8aKf+QnC31tY/wDCvV/hB4n1PxvY6i/iEwXctvvjgVIQvWInoOpzXFjRPhHczLCsfjC0mboiosp/IKxrrdG+BuganH9o0TVvFliAMhrm0MJ/Dcqk02Bk6TpesRmSK80TUlVRlGktX/LpXXT6UP8AhBrJzp7rdNevuzCQ4Xb34ziqM3wQ1q1UtZ+PNdhUc5dXwPxElYTeFPEVrcvBZ/GK3E6HBjlvWDD2I3muZ4ZO9mKxbksAgO+2ZT7oRVPWPi3qXgu7i0TT9K0+W3hgjkDSb1Yl1DHODjqa07bwz8WAo/s74i6ddr2zc7s/nGa5XxH8GfiVrWpS6jqMmnahdzYDyrdIpbAwOMKOgooYd0m25XBIuL+0Jq2cvoOn++2ZxXLfEb4hXHjfwfPHPp8Nn5OoQMDHKWzlJvUe1Muvgl8Q7cFv7CMqjr5VzE3/ALNWF4k8La/4Y8LuNf0q5smuL+Ixbx94LHLnBBPTcPzrpYziEjZm2IMseMAdatrcXEn2WzunkktYZPlgJwFyecelQJcyqxZXKleeo4qxp0rXWq2aO24yXEY/NhSA/SPRrdV0mzUBl2xKOfpV9FK9eabZjbaQj0Rf5VLQBz9wf38mR/EaKvNyx+tFAFJ581VlkzU08UcKEvIznOAFGKzL2YrEzRjGPXmgClqF4QWWMDjqTXzn+0Xdag97pdvNJGdOkVpEQRgMJFOCd2M4ww4z2r3u4bdknqa8a+OuiX2sPohsV86XzZIhGWwTld2eeMYQ0AeTf8JRrdhm2stcup7Zcbc8r+T8jvVhPHuuI6NPPHMEOcFAv5kYoh8E61LA0wihWJTCpYyjjzduz/0IfStXVfhw+k6bLcanrFmlwpULbRcs2Tjvjp9Kl04PdIpVJLqSxfEu8lXdLpkLEDLmFyB/Wph8QI5dhkgaMfxKSG/wrzu1nmhjkEMskYlXY4RiNy5zg+o4FR7FHRQKj6tTfQtV5rqeuweNtClfHmTRsegePofwzW3Y+KLIsBY6gxlbhY0kZGY9hXhMKnzYzg43Dmur0Bdmt6e2f+W6fzrOWEhZtFLESvZns8fjMaVcxJqviG+0xZB8siRyXLY7/d6V6Z4Z+KHgRbCG3uPGEFxcrndPdq0DvznnIA9vwr5v8eNm8tQARtQjJ79K5tTkYbke9aYamuRMitJ81j7L1ePwF44gWO/1DS9ThAwI11DAx9FcVzdz+z78NL9d1vpMkQPRra9kx+rEV8qva278tBET67BU9qZLQg2dzd2p9YLh4/5GujlZlc+ibr9mDwa53Weoa5aH/ZuEb+aV6P4I+G/hzwbbhNJtp3mIw1xczvLI34k4H0AFfJll4w8V2OPsfirWowOga5Mg/Js1u2fxc+IFmPl8QR3IA6XNnG36jFJphdH1/LHbQRl5dqIOpJrk7vUrefUraCzgURlyGZuSce3asLUtcup9Hlu55A9xFZiZlxhQ3l7unpmk8JTrqV3pl2quPtMKykOhQglP7p5FSM7dtJ0y6H+labYzZ/56W6N/MVR1DwP4TaCSdvDWi+dGpdXFlGGVhyCCB1zW4FMbhT6U/UmxptyR/wA82/lQBPbDFvED/cH8qkPAJpsX+rX2GKdQBmjpRViS2JclCAD2NFAHIX+qRNLtXJVe4rMvNSjMbK2FB9TXGTalO+S0rAegGBVY3bHjq3r/APXoA6C51OJQduW+lcT4y1NhcaNM4jhijvOXduBmKQcnp3rZjV35JAz71ieL9P8AtEeko0jpu1GIb1IyMhhkZBH6UAcDPeh9Huy0l8/lw2ZMUQZUYqFHJAHPGBk1FrXiDSjp0lvBps1lM7oczwEFsMCfmGc/nXZ69p8VlbalFNqa3mo3aRLFAIx5p2Nx8q9evXAFdFeaPprowugx3ZGRGRj8hxQB82WVvFMrsRn5yBg9s1NZ28TJlkBIYjn612Gn+FrSb+1PIvXR4b6aJEePcCoPBJHesy18I6pNbPPZhpV82RcROGPysR9089qtNCMa6ULEoUYG9f51paUhl1SzRSAzSqAT25qhqNnfWeEvIymHGQ6FG6+hrR0c7NXsW6YmTr9aJfCwjujo/H0Sx3Njt/iiJPPfiuXHUV1Xj4AS6dg5/dNz+Irlh1FZ4b+EjSt8bH0opO1LW5kLS9jTacoyR70CPpvxFmPwzqOzAYaew59osCtDQb3+z59Pm1F7eORYlWQ79qbtoyASPXpmsjxkwi8Kax5z7FWykDNnGBswTUFyYHsbaMSM0QVQru24sMcEk9cjnNYlnrsGq214oMQWQjoYZUf+RpL67jayniIkWRlwFaMj+leRx2VtsLqM45ypApkDajA5a1vbuLngCVsflQB7hHd20nCTxMfQMM1K5IQleeK8cj1rXogN9xHOPSaFW/8Ar1dg8T30a4msLY+8LvEf0OKAPVI2LICeD6UV5wnjEhQGg1BT6LcBh+ZFFAHHpYqTlmZj+dOezOfkQlfpWgYm3dwfbtT/ACHbgEr75zQBmmExrl4tvueK5Dx7Bf3cWmLZQST2cV0st0kL7JSq4xtOR79MHpXof2QHliSfXvTHtUHLfrQBwthqdpp0QTTtD1JN33lS0EZJ/wBpi3P1JNUNRfxFqUrLcL/Zdsei48xyP/QR/wCPV6H5Cq3yFvwptxDPJaywxsyCRSoIH3SRjIHrQB41ockdnPqtnaR3N7cC7YjbjHKrku5wo5z7+1bej6XcWtptm2GV5HlIjbhdzE4B46Z61b8N6dqXhqC6tbnQVvkkkDpNYzIF4RV5WQg5O0seepNasM+sXTstno9tZnPEmoXCrj3CJnP0yKAOa8UJcvo4WZHMPnwjMnI/1i8DPWi70HTIXjmW32To4YNG23nP93piutTQVjdb3VLltS1FD8skoAjh/wCucfRfryfepJ9Ot7uNllUZYfeU4NJ7WGtzy3x4R5lh1wqFcnueDXLjnpivb5/DemXEQiu7X7QB0Zz8w49a5/UPhzYz5bT557dv7rfOv68/rRRXJBRY6j5pNo8yB4p1dHfeBdattxt0ju0HeJuT+BrAura7s32XlrLA3o6Fa2uZkdSQDMqD1YfzqEMPXH1qzYjde249ZFH6imB9G+NTKdB1dbaPz5mjZUjB++emKivQ1zOpJEeB8y5yAfT8Ku6oxjvZfKGN7kHnge9VdnloXK7scsRyPxrEoz7iMqy7WViOcipLWeRZACrkezZqfarZY8seeKmghRQWaPINAD0uhnoT7Gpw8TdVBP1zTPLRhnbx7UnlnOEX9aAHgrj7n/jtFIIpMen/AAKigD//2Q=="
        },
        {
          "filename": "158-BPR_kuchnia_wer.2__4.jpg",
          "content_type": "image/jpeg",
          "size_bytes": 207508,
          "sha256": "27ac22282d7b5f5e55b04364491e1352048d0c2094776220b9fa0e8bfe736b4f",
          "thumb_url": "data:image/jpeg;base64,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"
        }
      ]
    },
    "raw_file": "requests/request_004_base_send_images.json"
  },
  {
    "id": "ev_0013",
    "step_index": 13,
    "timestamp": "2026-07-23T12:13:44.875626",
    "event_type": "HTTP_RESPONSE",
    "step_id": "base_send_images",
    "step_name": "POST /chat z obrazami",
    "title": "Odpowiedź 202 Accepted (1.247s)",
    "details": {
      "status_code": 202,
      "duration_seconds": 1.247,
      "body": {
        "id": "6c00eaa6-673c-47a1-9093-a7639f56d99e",
        "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
        "status": "pending",
        "content": "",
        "error_message": null,
        "created_at": "2026-07-23T12:13:44.805835Z",
        "updated_at": "2026-07-23T12:13:44.804331Z",
        "agent_state": null
      }
    },
    "raw_file": "responses/response_004_base_send_images.json"
  },
  {
    "id": "ev_0014",
    "step_index": 14,
    "timestamp": "2026-07-23T12:13:47.451486",
    "event_type": "POLLING_STEP",
    "step_id": "base_send_images",
    "step_name": null,
    "title": "Zakończono polling wiadomości 6c00eaa6-673c-47a1-9093-a7639f56d99e (status: completed, 3 prób, 2.4s)",
    "details": {
      "poll_count": 3,
      "elapsed_seconds": 2.3669999999692664,
      "history": [
        {
          "poll_count": 1,
          "elapsed_seconds": 0.0,
          "status": "processing",
          "duration_seconds": 0.135,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.135,
            "body": {
              "id": "6c00eaa6-673c-47a1-9093-a7639f56d99e",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:44.805835Z",
              "updated_at": "2026-07-23T12:13:44.859731Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 2,
          "elapsed_seconds": 1.15,
          "status": "processing",
          "duration_seconds": 0.202,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.202,
            "body": {
              "id": "6c00eaa6-673c-47a1-9093-a7639f56d99e",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:44.805835Z",
              "updated_at": "2026-07-23T12:13:44.859731Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 3,
          "elapsed_seconds": 2.37,
          "status": "completed",
          "duration_seconds": 0.196,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.196,
            "body": {
              "id": "6c00eaa6-673c-47a1-9093-a7639f56d99e",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "completed",
              "content": "Przepraszam, nie mogę pomóc z tym zapytaniem. Czy mogę pomóc w czymś innym?",
              "error_message": null,
              "created_at": "2026-07-23T12:13:44.805835Z",
              "updated_at": "2026-07-23T12:13:47.029087Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        }
      ]
    }
  },
  {
    "id": "ev_0015",
    "step_index": 15,
    "timestamp": "2026-07-23T12:13:47.451744",
    "event_type": "AGENT_MESSAGE",
    "step_id": "base_send_images",
    "step_name": null,
    "title": "Odpowiedź agenta (75 znaków)",
    "details": {
      "content": "Przepraszam, nie mogę pomóc z tym zapytaniem. Czy mogę pomóc w czymś innym?",
      "agent_state": {
        "phase": "image_intake",
        "images_uploaded": 4,
        "images_assessed": 0,
        "survey_completed": null,
        "questions_answered": null
      },
      "message_id": "6c00eaa6-673c-47a1-9093-a7639f56d99e"
    }
  },
  {
    "id": "ev_0016",
    "step_index": 16,
    "timestamp": "2026-07-23T12:13:47.451843",
    "event_type": "STATE_DIFF",
    "step_id": "base_send_images",
    "step_name": null,
    "title": "Zmiana stanu agenta (Agent State Diff)",
    "details": {
      "old_state": null,
      "new_state": {
        "phase": "image_intake",
        "images_uploaded": 4,
        "images_assessed": 0,
        "survey_completed": null,
        "questions_answered": null
      },
      "diffs": {
        "images_assessed": {
          "old": null,
          "new": 0
        },
        "images_uploaded": {
          "old": null,
          "new": 4
        },
        "phase": {
          "old": null,
          "new": "image_intake"
        }
      }
    }
  },
  {
    "id": "ev_0017",
    "step_index": 17,
    "timestamp": "2026-07-23T12:13:47.451941",
    "event_type": "USER_MESSAGE",
    "step_id": "start_per_image",
    "step_name": "Informacja o gotowości do analizy pojedynczych zdjęć",
    "title": "Wiadomość użytkownika: 'Jestem gotowy, rozpocznijmy analizę poszczególnych zdjęć.'",
    "details": {
      "content": "Jestem gotowy, rozpocznijmy analizę poszczególnych zdjęć."
    }
  },
  {
    "id": "ev_0018",
    "step_index": 18,
    "timestamp": "2026-07-23T12:13:47.705602",
    "event_type": "HTTP_REQUEST",
    "step_id": "start_per_image",
    "step_name": "Informacja o gotowości do analizy pojedynczych zdjęć",
    "title": "POST /api/v1/conversations/6060c31e-451e-4225-8f78-d0ae58de915d/chat",
    "details": {
      "method": "POST",
      "url": "https://api.kis.mntm.dev/api/v1/conversations/6060c31e-451e-4225-8f78-d0ae58de915d/chat",
      "headers": {
        "Content-Type": "application/json",
        "Accept": "application/json",
        "X-API-Key": "kis...foh"
      },
      "json": {
        "content": "Jestem gotowy, rozpocznijmy analizę poszczególnych zdjęć.",
        "attachments": null,
        "images": [],
        "callback_url": null
      }
    },
    "raw_file": "requests/request_005_start_per_image.json"
  },
  {
    "id": "ev_0019",
    "step_index": 19,
    "timestamp": "2026-07-23T12:13:47.705814",
    "event_type": "HTTP_RESPONSE",
    "step_id": "start_per_image",
    "step_name": "Informacja o gotowości do analizy pojedynczych zdjęć",
    "title": "Odpowiedź 202 Accepted (0.24s)",
    "details": {
      "status_code": 202,
      "duration_seconds": 0.24,
      "body": {
        "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
        "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
        "status": "pending",
        "content": "",
        "error_message": null,
        "created_at": "2026-07-23T12:13:47.676294Z",
        "updated_at": "2026-07-23T12:13:47.672832Z",
        "agent_state": null
      }
    },
    "raw_file": "responses/response_005_start_per_image.json"
  },
  {
    "id": "ev_0020",
    "step_index": 20,
    "timestamp": "2026-07-23T12:14:19.840448",
    "event_type": "POLLING_STEP",
    "step_id": "start_per_image",
    "step_name": "Informacja o gotowości do analizy pojedynczych zdjęć",
    "title": "Zakończono polling wiadomości 7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4 (status: completed, 29 prób, 32.0s)",
    "details": {
      "poll_count": 29,
      "elapsed_seconds": 32.01400000008289,
      "history": [
        {
          "poll_count": 1,
          "elapsed_seconds": 0.0,
          "status": "processing",
          "duration_seconds": 0.285,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.285,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 2,
          "elapsed_seconds": 1.3,
          "status": "processing",
          "duration_seconds": 0.103,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.103,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 3,
          "elapsed_seconds": 2.42,
          "status": "processing",
          "duration_seconds": 0.114,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.114,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 4,
          "elapsed_seconds": 3.55,
          "status": "processing",
          "duration_seconds": 0.206,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.206,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 5,
          "elapsed_seconds": 4.78,
          "status": "processing",
          "duration_seconds": 0.102,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.102,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 6,
          "elapsed_seconds": 5.89,
          "status": "processing",
          "duration_seconds": 0.101,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.101,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 7,
          "elapsed_seconds": 7.01,
          "status": "processing",
          "duration_seconds": 0.193,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.193,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 8,
          "elapsed_seconds": 8.21,
          "status": "processing",
          "duration_seconds": 0.097,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.097,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 9,
          "elapsed_seconds": 9.33,
          "status": "processing",
          "duration_seconds": 0.114,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.114,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 10,
          "elapsed_seconds": 10.45,
          "status": "processing",
          "duration_seconds": 0.107,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.107,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 11,
          "elapsed_seconds": 11.57,
          "status": "processing",
          "duration_seconds": 0.104,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.104,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 12,
          "elapsed_seconds": 12.7,
          "status": "processing",
          "duration_seconds": 0.11,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.11,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 13,
          "elapsed_seconds": 13.83,
          "status": "processing",
          "duration_seconds": 0.106,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.106,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 14,
          "elapsed_seconds": 14.95,
          "status": "processing",
          "duration_seconds": 0.103,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.103,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 15,
          "elapsed_seconds": 16.07,
          "status": "processing",
          "duration_seconds": 0.108,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.108,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 16,
          "elapsed_seconds": 17.19,
          "status": "processing",
          "duration_seconds": 0.198,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.198,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 17,
          "elapsed_seconds": 18.4,
          "status": "processing",
          "duration_seconds": 0.106,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.106,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 18,
          "elapsed_seconds": 19.52,
          "status": "processing",
          "duration_seconds": 0.118,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.118,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 19,
          "elapsed_seconds": 20.65,
          "status": "processing",
          "duration_seconds": 0.173,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.173,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 20,
          "elapsed_seconds": 21.84,
          "status": "processing",
          "duration_seconds": 0.106,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.106,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 21,
          "elapsed_seconds": 22.96,
          "status": "processing",
          "duration_seconds": 0.101,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.101,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 22,
          "elapsed_seconds": 24.08,
          "status": "processing",
          "duration_seconds": 0.102,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.102,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "image_intake",
                "images_uploaded": 4,
                "images_assessed": 0,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 23,
          "elapsed_seconds": 25.2,
          "status": "processing",
          "duration_seconds": 0.104,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.104,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "free_form",
                "images_uploaded": 4,
                "images_assessed": 4,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 24,
          "elapsed_seconds": 26.32,
          "status": "processing",
          "duration_seconds": 0.198,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.198,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "free_form",
                "images_uploaded": 4,
                "images_assessed": 4,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 25,
          "elapsed_seconds": 27.54,
          "status": "processing",
          "duration_seconds": 0.102,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.102,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "free_form",
                "images_uploaded": 4,
                "images_assessed": 4,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 26,
          "elapsed_seconds": 28.65,
          "status": "processing",
          "duration_seconds": 0.105,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.105,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "free_form",
                "images_uploaded": 4,
                "images_assessed": 4,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 27,
          "elapsed_seconds": 29.77,
          "status": "processing",
          "duration_seconds": 0.12,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.12,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "free_form",
                "images_uploaded": 4,
                "images_assessed": 4,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 28,
          "elapsed_seconds": 30.9,
          "status": "processing",
          "duration_seconds": 0.102,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.102,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "processing",
              "content": "",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:13:47.708720Z",
              "agent_state": {
                "phase": "free_form",
                "images_uploaded": 4,
                "images_assessed": 4,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        },
        {
          "poll_count": 29,
          "elapsed_seconds": 32.01,
          "status": "completed",
          "duration_seconds": 0.107,
          "response": {
            "status_code": 200,
            "duration_seconds": 0.107,
            "body": {
              "id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4",
              "conversation_id": "6060c31e-451e-4225-8f78-d0ae58de915d",
              "status": "completed",
              "content": "Na podstawie zdjęć widzę, że pociągają Cię wnętrza bardzo uporządkowane, z zabudową na wymiar i wyraźnie przemyślaną kompozycją. Pojawiają się u Ciebie dwa nurty: pierwszy to miękki, pastelowy i przytulny klimat, a drugi to nowoczesna elegancja oparta na kontraście, kamieniu, czerni, bieli i drewnie.\n\nKrótko o zdjęciach:\nobraz 1: pastelowy, miękki, przyjazny i nastrojowy\nobraz 2: spokojny minimalizm z jasnym drewnem i ciepłym kamieniem\nobraz 3: mocny, nowoczesny kontrast czerni, bieli i drewna\nobraz 4: luksusowy, uporządkowany wariant tej samej kuchni z marmurowym efektem\n\nTo sugeruje, że lubisz estetykę dopracowaną, funkcjonalną i wizualnie czystą, ale niekoniecznie surową — ważny jest też klimat i światło.\n\nZacznijmy konkretnie od obrazu 1:\nczy najbardziej podoba Ci się tu pastelowa kolorystyka i miękkość, czy bardziej sama zabudowa i funkcjonalny układ?",
              "error_message": null,
              "created_at": "2026-07-23T12:13:47.676294Z",
              "updated_at": "2026-07-23T12:14:18.853631Z",
              "agent_state": {
                "phase": "free_form",
                "images_uploaded": 4,
                "images_assessed": 4,
                "survey_completed": null,
                "questions_answered": null
              }
            }
          }
        }
      ]
    }
  },
  {
    "id": "ev_0021",
    "step_index": 21,
    "timestamp": "2026-07-23T12:14:19.842032",
    "event_type": "AGENT_MESSAGE",
    "step_id": "start_per_image",
    "step_name": "Informacja o gotowości do analizy pojedynczych zdjęć",
    "title": "Odpowiedź agenta (868 znaków)",
    "details": {
      "content": "Na podstawie zdjęć widzę, że pociągają Cię wnętrza bardzo uporządkowane, z zabudową na wymiar i wyraźnie przemyślaną kompozycją. Pojawiają się u Ciebie dwa nurty: pierwszy to miękki, pastelowy i przytulny klimat, a drugi to nowoczesna elegancja oparta na kontraście, kamieniu, czerni, bieli i drewnie.\n\nKrótko o zdjęciach:\nobraz 1: pastelowy, miękki, przyjazny i nastrojowy\nobraz 2: spokojny minimalizm z jasnym drewnem i ciepłym kamieniem\nobraz 3: mocny, nowoczesny kontrast czerni, bieli i drewna\nobraz 4: luksusowy, uporządkowany wariant tej samej kuchni z marmurowym efektem\n\nTo sugeruje, że lubisz estetykę dopracowaną, funkcjonalną i wizualnie czystą, ale niekoniecznie surową — ważny jest też klimat i światło.\n\nZacznijmy konkretnie od obrazu 1:\nczy najbardziej podoba Ci się tu pastelowa kolorystyka i miękkość, czy bardziej sama zabudowa i funkcjonalny układ?",
      "agent_state": {
        "phase": "free_form",
        "images_uploaded": 4,
        "images_assessed": 4,
        "survey_completed": null,
        "questions_answered": null
      },
      "message_id": "7ee06467-6d9c-4fa6-8ffa-16ea0d32d4b4"
    }
  },
  {
    "id": "ev_0022",
    "step_index": 22,
    "timestamp": "2026-07-23T12:14:19.842191",
    "event_type": "STATE_DIFF",
    "step_id": "start_per_image",
    "step_name": "Informacja o gotowości do analizy pojedynczych zdjęć",
    "title": "Zmiana stanu agenta (Agent State Diff)",
    "details": {
      "old_state": {
        "phase": "image_intake",
        "images_uploaded": 4,
        "images_assessed": 0,
        "survey_completed": null,
        "questions_answered": null
      },
      "new_state": {
        "phase": "free_form",
        "images_uploaded": 4,
        "images_assessed": 4,
        "survey_completed": null,
        "questions_answered": null
      },
      "diffs": {
        "images_assessed": {
          "old": 0,
          "new": 4
        },
        "phase": {
          "old": "image_intake",
          "new": "free_form"
        }
      }
    }
  }
]