{
  "resourceType" : "DiagnosticReport",
  "id" : "r2bo-informe-biopsia-ex",
  "meta" : {
    "profile" : ["https://interoperabilidad.minsal.cl/fhir/ig/r2bo/StructureDefinition/r2bo-informe-biopsia"]
  },
  "text" : {
    "status" : "generated",
    "div" : "<div xmlns=\"http://www.w3.org/1999/xhtml\"><p class=\"res-header-id\"><b>Generated Narrative: DiagnosticReport r2bo-informe-biopsia-ex</b></p><a name=\"r2bo-informe-biopsia-ex\"> </a><a name=\"hcr2bo-informe-biopsia-ex\"> </a><div style=\"display: inline-block; background-color: #d9e0e7; padding: 6px; margin: 4px; border: 1px solid #8da1b4; border-radius: 5px; line-height: 60%\"><p style=\"margin-bottom: 0px\"/><p style=\"margin-bottom: 0px\">Profile: <a href=\"StructureDefinition-r2bo-informe-biopsia.html\">Perfil del Reporte de Anatomía Patológica</a></p></div><h2><span title=\"Codes:{http://loinc.org 66110-8}\">Informe de Biopsia de Mama</span> (<span title=\"Codes:{http://terminology.hl7.org/CodeSystem/v2-0074 PAT}\">Pathology (gross &amp; histopath, not surgical)</span>) </h2><table class=\"grid\"><tr><td>Subject</td><td>Javiera Castilla (official) Female, DoB: 1995-12-12 ( PPN: ACL123456789876\u00a0(use:\u00a0official,\u00a0))</td></tr><tr><td>Reported</td><td>2021-08-01 10:00:00-0400</td></tr><tr><td>Performer</td><td> <a href=\"PractitionerRole-r2bo-anatopatologo-hospital.html\">PractitionerRole MÉDICO CIRUJANO</a></td></tr><tr><td>Identifier</td><td> r2bo-2020-0001</td></tr><tr><td>Presented Form</td><td> application/pdf: JVBERi0xLjcNCiW1tbW1DQoxIDAgb2Jq...</td></tr></table><p><b>Report Details</b></p><table class=\"grid\"><tr><td><b>Code</b></td><td><b>Value</b></td><td><b>Flags</b></td><td><b>Relevant Time</b></td></tr><tr><td><a href=\"Observation-r2bo-estadificacion-tnm-ex.html\"><span title=\"Codes:{http://snomed.info/sct 399588009}\">Pathologic TNM stage grouping</span></a></td><td><span title=\"Codes:{http://loinc.org LA3651-2}\">Stage IV</span></td><td>Final</td><td>2021-06-01 12:00:00-0400</td></tr></table><p>Carcinoma ductal infiltrante de mama, grado histológico 2, estadio pT2N2M1, con márgenes quirúrgicos positivos y con evidencia de necrosis tumoral</p><p><b>Coded Conclusions:</b></p><ul><li><span title=\"Codes:{http://terminology.hl7.org/CodeSystem/icd-o-3 8500/3}\">Carcinoma ductal infiltrante</span></li><li><span title=\"Codes:{http://terminology.hl7.org/CodeSystem/icd-o-3 C50.9}\">Mama</span></li></ul></div>"
  },
  "identifier" : [{
    "value" : "r2bo-2020-0001"
  }],
  "basedOn" : [{
    "reference" : "ServiceRequest/r2bo-solicitud-informe-apa-ej"
  }],
  "status" : "final",
  "category" : [{
    "coding" : [{
      "system" : "http://terminology.hl7.org/CodeSystem/v2-0074",
      "code" : "PAT",
      "display" : "Pathology (gross & histopath, not surgical)"
    }]
  }],
  "code" : {
    "coding" : [{
      "system" : "http://loinc.org",
      "code" : "66110-8"
    }],
    "text" : "Informe de Biopsia de Mama"
  },
  "subject" : {
    "reference" : "Patient/paciente-requiere-examen"
  },
  "issued" : "2021-08-01T10:00:00-04:00",
  "performer" : [{
    "reference" : "PractitionerRole/r2bo-anatopatologo-hospital"
  }],
  "specimen" : [{
    "reference" : "Specimen/r2bo-specimen-example"
  }],
  "result" : [{
    "reference" : "Observation/r2bo-estadificacion-tnm-ex"
  }],
  "conclusion" : "Carcinoma ductal infiltrante de mama, grado histológico 2, estadio pT2N2M1, con márgenes quirúrgicos positivos y con evidencia de necrosis tumoral",
  "conclusionCode" : [{
    "id" : "Morfologico",
    "coding" : [{
      "system" : "http://terminology.hl7.org/CodeSystem/icd-o-3",
      "code" : "8500/3"
    }],
    "text" : "Carcinoma ductal infiltrante"
  },
  {
    "id" : "Topografico",
    "coding" : [{
      "system" : "http://terminology.hl7.org/CodeSystem/icd-o-3",
      "code" : "C50.9"
    }],
    "text" : "Mama"
  }],
  "presentedForm" : [{
    "contentType" : "application/pdf",
    "data" : 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TP158q6xn7O9XLk++8qPL7370f9+ZmTptybG/XZ4+EwirspseJbeuLS1cnL/yvlmEG1fnz9iKT8OSY2JSDRaU9fcnRwaiDVM99w+OnjTMA4V0Bl6/+cPRwQcq0e6yal/thaXmhpXdocm1kyP7xSacykB9aV3airWpjebU2GBvlGXvweeXmsE3mkvHDkXHKHruPzh+qWnW4M7yxLPxt/ZV9j89vlROyjYvJWffevoOT65tuMyejebyS6OD8RG5ygOuArib1Gm9WH9y7RgMWn70sf3RyZGgEQ8dM2oUN9fa5LPRXiavYjd10DJh0yV73ioPDI6+tJKW3pV189Kx2kA1ylp+5Yclzi5tNJeePxh3nDjq4pRj7fRU1GKTYll3qBKRUe3UpKPN128G7bM/qb/dkslQvz5RG4gGbWVgZFI4WdZOxv2+rxIMD7MVgiq/UOtL9qAG1XlsdPL9wqaS8mroxMdmFbKsaGl2ai2Zn7Xs1pTo1o7k2Dviu5Xoi2GDNK0iFgw/lxxTR1pWU2zoWYdNqsiH6ADg4IS5KU9Ybt6BY9mer5WxXqdUFxWJR6WYOlZ0G17eR5O3JkceiG6i+uvr5RrBN+Y6cc34nF5IeTf1KN00cb2ZWY0k3ZfFNvAHj66I27l5shamUMqlHrXnyp10zoxmBuUiW8jkldM82KjcYkWdLjIKxono93hWH3zWupUKph053pQBLcROXAvRC/E03huUoXUPaVzOIKmRuD4ZSeVV2V1ON2VmZnNCMO+7qNivL41/viqLfPB/Rt8oN/L1W1jentXsla5wxnMXezncRnNffUVvgPXwBJl38OXu3ycCANvDxq23zpw5Nzf3+o3flLt+7drM9OmFN977SEQFseXYnbeXXjl99qcrN64sLUQhPBaWrvz8A9PSLsXfv/36/Eyr3jFpo37+YLhD5pODtcMjtceqcgKOn3EtTxweGXki/Lt33+BI8PM3p9ZE3U48LebqfdXB4ZGRw0PREjwwvrKhZ1epVOShs+HB3kOhmSFXhwOh3dXT99TIyPABmWXfc+PD4f8/NJQWQ9+49c7EoFwftKL2jb9T0DQrz/fJxUpkN/h7YTn79hv2xsbKxBNKjeJzHH3Pr+SknCfH5IKlrk2WJlp7+aCskDyUN/Rwj10j0VxDNbH1UVw2JLWt94jS1M0pudFNpjPyVGSepWerrayjNom6L2jMaEHv+27uw974qEvQlkk39Q1YIqLNnoobU5rr1patWJlabR5Xv+fhobD6wWiUuVdGphIpJFqgOiAGmyjVUGSW18af60vaNhrGqj2cVFl8a+RwLTYI+wp8RmuhH8d7TNccLcmxwqzXpo4eHhm8T/THF4MLjoqbUzZUTzWsamBqKvXSn1GXGH6mWdh8vR7dS6Kp456t1E4103SDYj9iDpLojosrvvQVoceMB+nSoZy3KXrpiGsja/PUSDWtiKxspW8g/Ew3SsVk5P3rWtiSNSmTy9yD0c0iqqP0QrphsnlKDMD4bhqK9H4lMyJN2lZhDITw0kOTyy8dDEtcGZwo5YsUd0FP9V+E3743zPepuJOVc5eGHCso588mRg4fFKn0DoY1nZA3YJlOl3qhdqgvvqwWTevVEfX8bNG0szb1zWi56Xn4YHJOWdaiIgZ0ZSBMfPCTntEFJZHlHHq6N+5xd1JFVXaX00HJmbmUHOsRozdcH4ce7jt6XXZoyZGvLPrpHN6rDpt0pSsz47mL7S8/Vw3vz/P6px+fCPXYI8e64Mw5AOwCPnr3p/Onz/z48srfl7p8Y+2tS3Mzs6/J6BpOOXbj6vz0uQvnTv94fvHylTevXr2yNDt77uzpU+culd4LmRTu/StTZ2dbPjsWP13v+85KYgJFT2jVmdZyf9z8rlisBo6mX4sFmmIMRJ61/d/RFE10/KdSm0weQcfxGXqGJxMpuvKdsGhKSIfogWTfc+nj38i6yN8IIevYM5SutusrR+Vyo5j0kSU8UFdSn4pSz7OpnHJsvXl9cuR+02IxNdH746IRg4U1NT8j41CpUXxaqq/+epxUXP7EmhWLoL4/v3liaF9P9b7ROWfW0u41Io28czS8JvfcimylnqcmkvG5fv2otFuU4dFuTymNOWfvVxQqTOxSM9tcXGwI5+bkcI9oE9ORpAx16YsJR2jaBc3Jmu64WXtBNNUhrank4MzfVSifCRuDP1eOReVJurVk1hmbFfUxv7FyVHTKQaVBSgw/3Sz8eGpE/Ll2Mi1RbLim1mx8K6WPC9JBklRcHkfVLTT5xbyn6PJbw5Pahx9PiS5T7rWNZnRy0zRKUz9UC40gjUn9UEx4fq1SHYqfWYlixcEzZbMEvd9T7f2zEpsq3xmPGifosUfrJd39yeyq3ozRLewdTByyuhwrU05rs2JLne5VDr4cd2ncC+mKUHLaydisGHw2msyB8Q3eO5b/uMwkTkrt8SipNMdyVS6zWbHszFxKjgWdXZtUUmpl5KdJCf+yV3n6hDJsxqOqia4rNe1kyDH/pHhIYAZiWjn6gOfyhgMAtM7tt86ePXfhwtWbpYTSxgfLC6/+5JWrv/it/N0lx+6s/HRhfn7h6vuKN+yjW1fmZ8+ePrn4N7fLFy10w50+Nxum32JkxchGrU3ZmwzVFdmUY+IZtX2iJArAmOzOkumYk7C0i/RVTF6pm9/S9EoylZLN2gghTfEcE04uiNr5nYDr4sh8Usdo95QVRUFmmrd3KCPQvWeu5iG6JpIOAms1jw4QJTpCNpdpdcjyx6uh9IaYzySzs157cahasbMuPLcizTlzL5lc3zffU1oB7P2K4SCUdTTKOTd6X7VnnzGGIwMmraNrqEdGjuaOWQ8PpKdje23iqWplnzXUSxyXk/1rHnjJkGPrt5aPfVFuQ6rFHr2yWWfJMWPMy6gRSYOUG36aWRjFnbBCGsoBEHeWe5BETZ1WfEV4hdTLYiGQPcEaVYhKLGSveZosslRNOWb440o1ghw5ec/2paPqyFwbuxqSzZOCIl+8lanZziKQnWXGx41QppymHCvX6XH/GlNltCJEfVp22smQY2YXXxLzTItHVh37gX3znipZ5TJyrOzMXE6OGTKnlZGfJCXX7qGJpval5ed6e6rVkVPrZaedLDkmP7dCKcq7b2Q6ux0AAEqxcXN54SenT5VUSR/duHrq1VPqETOnd8yd0623Zmdm50ufKNtYW5k9M3t26gdL1wtdahlyzJw8rQekxlT8S/Ew7YGjtukwOazOutHqbzwpkzOzbqa6hICuIKSqMn0NfvQ4znsma1GWcZv3HzW3yclVKc5RSj+7RhvymFJOOA5noPvkZER16EUlSa1GWQUzayQXU+uy+EG33HD10qDM7sDh8RPnV5q24skIdL/eXFu7Pjf5w2P1w0PxUYJsOZbV77pd1G5P+dowsPYrhu0QWZIZsnEjqM3N5enJE8+P1uKjQKYc0+0HU7IlGTmCV4RNtXJ+cvJ79ZGn4qbKMwUjw9jsuKz3jkX0HjnftJIqyDpLjpnGj8g6NiZLDj/NLBQR9b3aSesr0sEhpxE5SGw7TV6jfC6N21Qzig7Kj9ERKVy9AFGprDgPci7SjVLjfXYlG2FptCLa/IGh+vemlm/Zd9faxBPR/Tfy/Im56477z0nscKkOPT839x3pIos8HSvf6at8sq/2wxxTf8o5NYlqps+1dDlWppzm5F+q05OMzMvkww3zrF/BtJMhx8x91PKObjHeb15S8T1Vsspl5FjZmbmcHDMeJrQy8uOkMuSSi9xpJ0uOZQxLd7MDALTKxs2rFy6cmzn/9q9LXPzRjaXZ2fP6hsPycsz3P1hemD83M3vtVyWyWn1rZjrQYj9aUqLeZ5Mhx0yrskiOSfPb2DIkiPdmrKfZWTO2y9wtlmPSwqw+OiIOByn/vthnbq101EUPp2DXUVYwsFKMxKOTFDmR5bI8Sutr56WtpbyKRatRpAcnbQmtv1YgCkFgXmas182pw1XVrK8MDNVfWk7drlZHh+/1/qSnfeWBasVdFz0R2/7pTE/5RmNq+xXTnYrmZeKva5OH+3rUyvRUe6u648M11MvJsTB0SXWfkvi+yn55yD1PjmXEJMx471jfUyP1782tmKO0VNZlIytqd3HJ4afWIkNg+vF2PqmdxcuYHC0jn2yova97nbJidKi4nuREksq+Q+X2qryABqXvQf+d8QPq8OrpHTw8PqVGNmhOjah3075K31P1iZ818ypj7jRrTkXbzPrqr88J12GuVyVvdk1rbYbyKC6nMfmX6/T4TJZ9mVGeUtNOyciKmYogj7ykokFbtsrlIiuWm5nLybEOjPxSUXBLTDsFcsxcRJwzLQBAy/zt8tTZmfnLSkCkHG5cnTwze25m+vzc3HzMK2fPB/+dO/vj4L+L1z+ML/3Hj5u/tWyBD6+9Nj87c65Ijm3ceffKT6ZnZ6dfvbxS8qjZNsmx+Lli5+VYJh2RY5m0IcdCol18iVHXkhyLmzeKX+Gul1aw9ebK1POj8fF8QXJ+x+hoEYA9emY7vXxzrbme43VKaEWOtd5TVgGU/YoiAF1inRrllOaTdF5Mzl1fWxPPoN2bFVuXY0tfiZpq5PkTU2/cXLsjal9s1eTKsXI2ZMmst0SORcOvFTkm3aZZLWPLMS2Ooti7aG1wNXDLsYxQ/B2QY+oUt7G+9sZEfTgOFhqinwwNT4xOjT8bh5ER5Gw+lDvi3EFjJAWt0ZYcKy5ni3Is9pXHEQutUqrlKTnt7HI5lmwPKB3ovnhmbk+OtTHyS+2yLjHtIMcAYCe49dbCT6ZfVWRULv975eqbV41/S5fmZ2dnF5aWgp+v/aIZXrZ2bTHQZpfeskJD3bgaCLfZxXfz4jdurL299KPpmdnp6eVf5p8XU+mQHMvcrCi3puibFTskx3ShV56s/UjycLG+WdElMIvIlTCG7V1us6I8EWBsVrTW3OgIgCUzBRvrK9N1GdvwoHr+Jco66qahl5ot1MXP7ne5h2ezPWUVQO5XDI1ScZYn3fWqXyb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  }]
}