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Carta 1 de 4 • Oclusão de Imagem
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Carta 4 de 10 • Oclusão de Imagem
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"q": "O que é o 'resetting' (reajuste) dos barorreceptores?",
"a": "Em hipertensão sustentada, os barorreceptores se adaptam ao novo nível de pressão em 1-2 dias, passando a 'defender' a PA elevada. Por isso o reflexo não corrige a hipertensão crônica — ele regula apenas a curto prazo (o controle de longo prazo é renal).",
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"deck": "899dfcaf-f124-4391-8d0a-c03a3b277c8c",
"q": "Quais os sintomas típicos da DvW?",
"a": "Sangramento MUCOCUTÂNEO: epistaxe recorrente, sangramento gengival, menorragia (menstruação abundante), sangramento pós-extração dentária e equimoses fáceis. Raramente hemartrose ou sangramento profundo (só no tipo 3).",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 2 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 12 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 12 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
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"tags": [
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"label": "Estrutura 3",
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"label": "Estrutura 4",
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"label": "Estrutura 11",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 15 de 27 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 15 revelada na imagem
",
"ref": "",
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"label": "Estrutura 12",
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"label": "Estrutura 13",
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"width": 12.509999999999998,
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{
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"label": "Estrutura 23",
"width": 8.18,
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{
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"label": "Estrutura 24",
"width": 12.389999999999999,
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{
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"label": "Estrutura 25",
"width": 12.389999999999999,
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{
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"imageTitle": "Oclusão Anatômica",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 8 de 16 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"width": 7.3,
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{
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"label": "Estrutura 9",
"width": 13.96,
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{
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{
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"width": 9.09,
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{
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{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
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"tags": [
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{
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"id": "c_4",
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{
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{
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{
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"label": "Estrutura 8",
"width": 15.620000000000001,
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{
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"label": "Estrutura 9",
"width": 20.79,
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{
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"label": "Estrutura 10",
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{
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"id": "c_11",
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"width": 15.290000000000001,
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{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 15 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
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"tags": [
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{
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{
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{
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Carta 5 de 12 • Oclusão de Imagem
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Carta 6 de 7 • Oclusão de Imagem
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Carta 8 de 10 • Oclusão de Imagem
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Carta 3 de 8 • Oclusão de Imagem
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"id": "c_1",
"label": "Estrutura 1",
"width": 12.17,
"height": 4.34
},
{
"x": 69.19,
"y": 15.709999999999999,
"id": "c_2",
"label": "Estrutura 2",
"width": 22.16,
"height": 3.2099999999999995
},
{
"x": 68.88,
"y": 19.67,
"id": "c_3",
"label": "Estrutura 3",
"width": 24.65,
"height": 2.83
},
{
"x": 69.19,
"y": 23.07,
"id": "c_4",
"label": "Estrutura 4",
"width": 14.979999999999999,
"height": 2.64
},
{
"x": 66.38,
"y": 26.650000000000002,
"id": "c_5",
"label": "Estrutura 5",
"width": 30.89,
"height": 4.15
},
{
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"y": 31.56,
"id": "c_6",
"label": "Estrutura 6",
"width": 33.08,
"height": 4.53
},
{
"x": 69.82000000000001,
"y": 39.1,
"id": "c_7",
"label": "Estrutura 7",
"width": 30.89,
"height": 6.23
},
{
"x": 60.45,
"y": 48.730000000000004,
"id": "c_8",
"label": "Estrutura 8",
"width": 25.28,
"height": 5.09
}
],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_3"
},
"created": "2026-10-08T19:37:13.565071+00:00"
},
{
"id": "03f6703e-39ae-4683-a4a0-af59a38654e0",
"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Qual a função do centro apnêustico?",
"a": "Prolongar a inspiração (inspiração sustentada), na ponte inferior",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica, Cap. 41-42",
"group": "EstruturasNeurais",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "03fa4bbe-b60d-4c17-8486-5705ffa10a22",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual a origem do músculo em destaque ?
",
"a": "Músculo oblíquo externo
![\"Imagem](\"/cards-media/img_93519f6e6242.jpg\")
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T19:36:14.531098+00:00"
},
{
"id": "040677bc-2c3f-4a28-9340-de05c2ca3676",
"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Qual o principal mecanismo do Cheyne-Stokes na insuficiência cardíaca?",
"a": "Tempo de circulação prolongado, que atrasa o feedback dos quimiorreceptores e aumenta o ganho de alça",
"ref": "Guyton & Hall, Cap. 41-42; Levitzky, Cap. 9; Harrison, Medicina Interna (Insuficiência Cardíaca)",
"group": "CheyneStokes",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "045145ae-ee86-4fe7-a5ae-9f247e282cef",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
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"y": 19.48,
"id": "c_1",
"label": "Estrutura 1",
"width": 18.41,
"height": 9.06
},
{
"x": 7.290000000000001,
"y": 57.97,
"id": "c_2",
"label": "Estrutura 2",
"width": 16.919999999999998,
"height": 8.870000000000001
},
{
"x": 62.39,
"y": 85.14,
"id": "c_3",
"label": "Estrutura 3",
"width": 36.83,
"height": 12.26
}
],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_2"
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},
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 9 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 9 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"label": "Estrutura 1",
"width": 21.39,
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 32.09,
"height": 5.28
},
{
"x": 3.62,
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"id": "c_3",
"label": "Estrutura 3",
"width": 18.63,
"height": 4.34
},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 21.21,
"height": 5.28
},
{
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"y": 37.59,
"id": "c_5",
"label": "Estrutura 5",
"width": 20.1,
"height": 5.28
},
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"y": 45.71,
"id": "c_6",
"label": "Estrutura 6",
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},
{
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"id": "c_7",
"label": "Estrutura 7",
"width": 16.6,
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},
{
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"id": "c_8",
"label": "Estrutura 8",
"width": 21.39,
"height": 6.79
},
{
"x": 3.9899999999999998,
"y": 70.99,
"id": "c_9",
"label": "Estrutura 9",
"width": 20.47,
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},
{
"x": 3.06,
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"id": "c_10",
"label": "Estrutura 10",
"width": 29.880000000000003,
"height": 4.91
},
{
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"id": "c_11",
"label": "Estrutura 11",
"width": 17.71,
"height": 4.72
},
{
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"y": 92.5,
"id": "c_12",
"label": "Estrutura 12",
"width": 19.73,
"height": 5.8500000000000005
},
{
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"id": "c_13",
"label": "Estrutura 13",
"width": 23.98,
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},
{
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"id": "c_14",
"label": "Estrutura 14",
"width": 23.05,
"height": 4.53
},
{
"x": 71.49,
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"id": "c_15",
"label": "Estrutura 15",
"width": 26.369999999999997,
"height": 3.9600000000000004
},
{
"x": 71.3,
"y": 72.88,
"id": "c_16",
"label": "Estrutura 16",
"width": 24.9,
"height": 7.920000000000001
},
{
"x": 52.86,
"y": 7.41,
"id": "c_17",
"label": "Estrutura 17",
"width": 18.26,
"height": 6.419999999999999
},
{
"x": 77.02,
"y": 7.03,
"id": "c_18",
"label": "Estrutura 18",
"width": 21.95,
"height": 6.419999999999999
},
{
"x": 38.29,
"y": 87.41,
"id": "c_19",
"label": "Estrutura 19",
"width": 11.99,
"height": 3.4000000000000004
},
{
"x": 53.779999999999994,
"y": 85.71,
"id": "c_20",
"label": "Estrutura 20",
"width": 17.52,
"height": 5.66
}
],
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"imageTitle": "Oclusão Anatômica",
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},
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},
{
"id": "04a8cae3-9038-46ba-8ad3-f1839ae0cad6",
"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "O que a Lei de Laplace descreve?",
"a": "A pressão de distensão de um alvéolo é proporcional à tensão superficial e inversa ao raio",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Ventilação Pulmonar)",
"group": "MecanicaRespiratoria",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "04ec001e-c2ee-4fda-86e0-d6998d7f4d7f",
"deck": "8bd079cb-66f4-4091-9b28-f51a9c09aaf3",
"q": "O que representam as ondas P, QRS e T no ECG?",
"a": "P: despolarização dos átrios. QRS: despolarização dos ventrículos. T: repolarização ventricular. Intervalo PR: condução AV; intervalo QT: duração total da sístole elétrica ventricular.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Harrison (Medicina Interna)",
"group": "Objetivo 3",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.573762+00:00"
},
{
"id": "055657a4-d517-471a-a0bd-7bbdd3228ee1",
"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "O núcleo do trato solitário (NTS) recebe aferências de quais nervos?",
"a": "Nervo vago (X) e glossofaríngeo (IX)",
"ref": "Levitzky, Pulmonary Physiology, Cap. 9; West, Fisiologia Respiratória, Cap. 8",
"group": "EstruturasNeurais",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "0597839b-7e8a-43f5-b661-97fcf48ac850",
"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Quais características da hemácia madura?",
"a": "Anucleada",
"ref": "bicôncava e sem organelas citoplasmáticas",
"group": "Histologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
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"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Qual túnica é mais desenvolvida nas veias?",
"a": "Túnica adventícia",
"ref": "Junqueira & Carneiro, Histologia Básica (Sistema Cardiovascular)",
"group": "Histologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
"id": "0607e38e-3bd8-496a-ac2b-787617cff585",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Plexo sacral
Carta 1 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
Nervo isquiático se divide em -> N. Fibular comum (lateral) e N. Tibial (medial)\n\nN. Fibular comum -> N. Fibular superficial (lateral) e N. Fibular profundo (anterior)\n\n\nNervo sural = N. Fibular comum + N. Tibial
",
"ref": "",
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"tags": [
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],
"occlusion": {
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"id": "c_1",
"label": "Estrutura 1",
"width": 22.35,
"height": 3.7800000000000002
},
{
"x": 79.5,
"y": 36.76,
"id": "c_2",
"label": "Estrutura 2",
"width": 15.079999999999998,
"height": 2.2399999999999998
},
{
"x": 67.24,
"y": 51.59,
"id": "c_3",
"label": "Estrutura 3",
"width": 33.93,
"height": 2.86
},
{
"x": 0.58,
"y": 64.22,
"id": "c_4",
"label": "Estrutura 4",
"width": 29.67,
"height": 2.8899999999999997
},
{
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"id": "c_5",
"label": "Estrutura 5",
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],
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"imageTitle": "Plexo sacral",
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},
"created": "2026-10-08T18:39:05.631612+00:00"
},
{
"id": "067154e2-0111-4946-bd5b-ece33bc19c4e",
"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "O que significa um NNT = 4?",
"a": "Tratar 4 pacientes para evitar 1 evento (número necessário para tratar = 1/risco absoluto)",
"ref": "Fletcher & Fletcher, Epidemiologia Clínica (Medidas de Efeito)",
"group": "Fisiologia",
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"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"y": 5.86,
"id": "c_1",
"label": "Estrutura 1",
"width": 7.95,
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 21.790000000000003,
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},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 13.04,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 10.72,
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},
{
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"id": "c_5",
"label": "Estrutura 5",
"width": 10.81,
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{
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"id": "c_6",
"label": "Estrutura 6",
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:17:52.91864+00:00"
},
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"label": "Estrutura 2",
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{
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"id": "c_3",
"label": "Estrutura 3",
"width": 12.31,
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},
{
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"y": 74.17,
"id": "c_4",
"label": "Estrutura 4",
"width": 8.450000000000001,
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{
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"id": "c_5",
"label": "Estrutura 5",
"width": 17.79,
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{
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"id": "c_6",
"label": "Estrutura 6",
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{
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"y": 93.77,
"id": "c_7",
"label": "Estrutura 7",
"width": 16.009999999999998,
"height": 4.53
},
{
"x": 58.53,
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"id": "c_8",
"label": "Estrutura 8",
"width": 12.16,
"height": 7.199999999999999
},
{
"x": 78.10000000000001,
"y": 94.03,
"id": "c_9",
"label": "Estrutura 9",
"width": 20.169999999999998,
"height": 5.33
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{
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"id": "c_10",
"label": "Estrutura 10",
"width": 15.72,
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{
"x": 88.63,
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"id": "c_11",
"label": "Estrutura 11",
"width": 10.23,
"height": 5.87
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{
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"id": "c_12",
"label": "Estrutura 12",
"width": 17.64,
"height": 4.93
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{
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"id": "c_13",
"label": "Estrutura 13",
"width": 13.05,
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{
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"id": "c_14",
"label": "Estrutura 14",
"width": 16.009999999999998,
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:18:53.66493+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"masks": [
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"id": "c_1",
"label": "Estrutura 1",
"width": 11.37,
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{
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"id": "c_2",
"label": "Estrutura 2",
"width": 7.61,
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},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 17.02,
"height": 3.81
},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 13.420000000000002,
"height": 4.3999999999999995
},
{
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"y": 22.29,
"id": "c_5",
"label": "Estrutura 5",
"width": 19.64,
"height": 3.93
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],
"imageUrl": "/cards-media/occl_b0e3387043a2.webp",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_2"
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"created": "2026-10-08T20:16:47.147307+00:00"
},
{
"id": "07d2ab01-a728-4c6b-ae45-efe6fdfdabfb",
"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "O que acontece com o retorno venoso na imobilidade ortostática?",
"a": "Sem a contração muscular, as bombas param e a pressão hidrostática se acumula: o sangue se acumula nas veias das pernas, o retorno venoso cai, o débito cardíaco diminui e pode ocorrer hipotensão (ex.: mal-estar em fila, 'escurecer a visão').",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Cirurgia Vascular Clássica",
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"created": "2026-10-08T17:52:35.573762+00:00"
},
{
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"q": "O que é o gradiente alvéolo-arterial de O2 (A-a)?",
"a": "A diferença entre a PAO2 e a PaO2, que aumenta em distúrbios de V/Q e shunt",
"ref": "West, Fisiologia Respiratória (Relação V/Q)",
"group": "VentilacaoPerfusao",
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"created": "2026-10-08T17:52:33.55386+00:00"
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{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Medula Espinal (sintética)
Carta 1 de 11 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
Estruturas que podem cair na prova prática
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"label": "Estrutura 4",
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"label": "Estrutura 7",
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},
{
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"label": "Estrutura 8",
"width": 18.740000000000002,
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{
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"id": "c_9",
"label": "Estrutura 9",
"width": 17.95,
"height": 4.12
},
{
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"id": "c_10",
"label": "Estrutura 10",
"width": 17.599999999999998,
"height": 3.39
},
{
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"label": "Estrutura 11",
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"imageTitle": "Medula Espinal (sintética)",
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"created": "2026-10-08T18:38:33.32277+00:00"
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"deck": "899dfcaf-f124-4391-8d0a-c03a3b277c8c",
"q": "Qual a função do fator XIII?",
"a": "Fator estabilizador da fibrina: ativado pela trombina, forma LIGAÇÕES COVALENTES entre as moléculas de fibrina, tornando o coágulo resistente à fibrinólise e à dissolução mecânica.",
"ref": "Robbins & Cotran (Patologia), Guyton & Hall (Tratado de Fisiologia Médica), Harrison (Medicina Interna)",
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"tags": [],
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"created": "2026-10-08T17:52:35.022941+00:00"
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{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
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"id": "c_2",
"label": "Estrutura 2",
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"id": "c_3",
"label": "Estrutura 3",
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"id": "c_4",
"label": "Estrutura 4",
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"label": "Estrutura 5",
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"imageUrl": "/cards-media/occl_5467bd7f0595.jpg",
"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T18:39:52.880831+00:00"
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{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 13 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 13 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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{
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"label": "Estrutura 2",
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{
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"label": "Estrutura 3",
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"label": "Estrutura 4",
"width": 21.21,
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"id": "c_5",
"label": "Estrutura 5",
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"id": "c_6",
"label": "Estrutura 6",
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"label": "Estrutura 7",
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"label": "Estrutura 8",
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{
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"label": "Estrutura 9",
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"label": "Estrutura 10",
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{
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"label": "Estrutura 11",
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"label": "Estrutura 13",
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"label": "Estrutura 14",
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{
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"label": "Estrutura 15",
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{
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"id": "c_16",
"label": "Estrutura 16",
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"label": "Estrutura 17",
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{
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"id": "c_18",
"label": "Estrutura 18",
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{
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{
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],
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"imageTitle": "Oclusão Anatômica",
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{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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{
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"id": "c_3",
"label": "Estrutura 3",
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{
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"id": "c_4",
"label": "Estrutura 4",
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"id": "c_5",
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"created": "2026-10-08T20:16:52.59852+00:00"
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
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{
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"label": "Estrutura 2",
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"label": "Estrutura 3",
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"label": "Estrutura 4",
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"imageTitle": "Oclusão Anatômica",
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 17 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 17 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
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"id": "c_4",
"label": "Estrutura 4",
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"label": "Estrutura 6",
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"label": "Estrutura 7",
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{
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"id": "c_9",
"label": "Estrutura 9",
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{
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"label": "Estrutura 10",
"width": 16.3,
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"id": "c_11",
"label": "Estrutura 11",
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{
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"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "Quais as complicações das varizes?",
"a": "Flebite superficial (cordão doloroso e hiperemiado), sangramento por erosão da pele sobre a varize, trombose venosa profunda associada, hiperpigmentação e úlcera venosa de difícil cicatrização.",
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},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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{
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{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual a inserção do músculo em destaque ?
![\"Imagem](\"/cards-media/img_2182cea7390a.jpg\")
![\"Imagem](\"/cards-media/img_eccf55b556fa.jpg\")
",
"a": "Músculo intercostal externo
![\"Imagem](\"/cards-media/img_f721ea4fc838.jpg\")
",
"ref": "",
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"created": "2026-10-08T19:36:09.085212+00:00"
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Quais artérias formam a área de Kiesselbach?",
"a": "Etmoidal anterior",
"ref": "etmoidal posterior",
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"created": "2026-10-08T17:52:34.436167+00:00"
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{
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"deck": "899dfcaf-f124-4391-8d0a-c03a3b277c8c",
"q": "Como interpretar: TTPa prolongado com TP NORMAL? E ambos prolongados?",
"a": "TTPa↑ isolado: defeito da via intrínseca (VIII, IX, XI, XII — hemofilia, DvW), heparina ou anticoagulante lúpico. AMBOS↑: defeito da via comum (X, V, II, I), deficiência de vitamina K avançada, doença hepática grave ou DIC (consumo de múltiplos fatores).",
"ref": "Robbins & Cotran (Patologia), Guyton & Hall (Tratado de Fisiologia Médica), Harrison (Medicina Interna)",
"group": "Objetivo 3",
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"clinical": false,
"reverse": false,
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"created": "2026-10-08T17:52:35.022941+00:00"
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{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
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"label": "Estrutura 4",
"width": 25.69,
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"deck": "8bd079cb-66f4-4091-9b28-f51a9c09aaf3",
"q": "Em quem ocorre o IAM silencioso e como se apresenta?",
"a": "Mais comum em IDOSOS, DIABÉTICOS (neuropatia autonômica) e mulheres. Apresenta-se sem dor típica: dispneia, fadiga, síncope, confusão ou apenas mal-estar.",
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"clinical": false,
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"tags": [],
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"created": "2026-10-08T17:52:35.573762+00:00"
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{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 8 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
",
"ref": "",
"group": "",
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"label": "Estrutura 16",
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"label": "Estrutura 17",
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"x": 78.67,
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"label": "Estrutura 18",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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"label": "Estrutura 4",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 24 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 24 revelada na imagem
",
"ref": "",
"group": "",
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"tags": [
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"width": 10.549999999999999,
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Quantos e quais são os lobos do pulmão direito?",
"a": "Três: superior",
"ref": "médio e inferior (fissuras oblíqua e horizontal)",
"group": "Anatomia",
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"clinical": false,
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{
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"q": "Como o parassimpático (vago) reduz a frequência cardíaca?",
"a": "A acetilcolina nos receptores muscarínicos do nó SA desacelera a despolarização lenta, reduzindo a FC. O tônus vagal é dominante em repouso (vagotonia) e é retirado rapidamente na queda da PA — a taquicardia postural inicial é principalmente por retirada vagal.",
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
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{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
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"q": "Caso clínico: recém-nascido com sialorreia",
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"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "Quanto varia a pressão venosa do tornozelo entre as situações?",
"a": "Decúbito: ~5-10 mmHg. Em pé imóvel: ~90-100 mmHg (coluna hidrostática completa). Deambulando com bombas e válvulas funcionais: cai para ~20-30 mmHg — é a 'bomba venosa em ação'.",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
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"q": "Qual o estímulo efetivo dos quimiorreceptores centrais?",
"a": "H+ (íons hidrogênio) no líquido cefalorraquidiano (LCR)",
"ref": "West, Fisiologia Respiratória, Cap. 8",
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"q": "Qual a sequência do fluxo sanguíneo do lado direito ao esquerdo?",
"a": "Veias cavas",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
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"q": "Caso clínico: asmática adolescente com broncoconstrição. Qual o receptor envolvido?",
"a": "Receptor muscarínico M3 acoplado à proteína Gq",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Sistema Respiratório)",
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"q": "Quais os sintomas da doença venosa crônica?",
"a": "Sensação de peso e cansaço nas pernas, dor difusa, edema vespertino, queimação, coceira e cãibras noturnas. Sinais: telangiectasias, varizes, edema, hiperpigmentação, lipodermatoesclerose e úlcera (classificação CEAP).",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 9 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
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"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "Qual a causa do pneumotórax espontâneo primário?",
"a": "Ruptura de blebs subpleurais em indivíduos sem doença pulmonar aparente",
"ref": "Harrison, Medicina Interna (Doenças Pleurais)",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 16 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
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Carta 4 de 5 • Oclusão de Imagem
",
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Carta 5 de 27 • Oclusão de Imagem
",
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Carta 2 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
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Carta 3 de 5 • Oclusão de Imagem
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Carta 3 de 4 • Oclusão de Imagem
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Gânglio sensitivo- uma \"bolinha\"/parte mais alargada que sai do saco dural.Nervo Espinal- nervinho mais longe da medula, após o gânglio.\nRaízes anteriores- quando o prof colocar o alfinete por baixo da medula, mais inclinado.\nRaízes posteriores- vai sair próximo a onde sai o nervo, alfinete reto.
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Carta 1 de 11 • Oclusão de Imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 7 • Oclusão de Imagem
",
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Carta 11 de 11 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 11 revelada na imagem
Estruturas que podem cair na prova prática
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Carta 1 de 4 • Oclusão de Imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 11 de 16 • Oclusão de Imagem
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Carta 8 de 14 • Oclusão de Imagem
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Carta 9 de 12 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 9 revelada na imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 6 • Oclusão de Imagem
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Carta 6 de 20 • Oclusão de Imagem
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Carta 4 de 4 • Oclusão de Imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 22 de 27 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 22 revelada na imagem
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Carta 4 de 5 • Oclusão de Imagem
",
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Nervo isquiático se divide em -> N. Fibular comum (lateral) e N. Tibial (medial)\n\nN. Fibular comum -> N. Fibular superficial (lateral) e N. Fibular profundo (anterior)\n\n\nNervo sural = N. Fibular comum + N. Tibial
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Carta 6 de 12 • Oclusão de Imagem
",
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Carta 1 de 4 • Oclusão de Imagem
",
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Nervo isquiático se divide em -> N. Fibular comum (lateral) e N. Tibial (medial)\n\nN. Fibular comum -> N. Fibular superficial (lateral) e N. Fibular profundo (anterior)\n\n\nNervo sural = N. Fibular comum + N. Tibial
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Carta 2 de 4 • Oclusão de Imagem
",
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",
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Carta 8 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
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"suspended": false,
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Carta 2 de 2 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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"q": "O que estimula a excreção renal de H+?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
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Carta 7 de 14 • Oclusão de Imagem
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Carta 3 de 8 • Oclusão de Imagem
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Carta 5 de 20 • Oclusão de Imagem
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Carta 1 de 3 • Oclusão de Imagem
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Carta 18 de 25 • Oclusão de Imagem
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Carta 6 de 8 • Oclusão de Imagem
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Carta 14 de 20 • Oclusão de Imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
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"q": "Quais são os principais fatores de risco MODIFICÁVEIS para doença arterial coronariana?",
"a": "Tabagismo, hipertensão arterial, dislipidemia (LDL alto, HDL baixo), diabetes mellitus, obesidade, sedentarismo e dieta aterogênica.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Harrison (Medicina Interna)",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
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"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "Qual a fórmula da capacidade inspiratória?",
"a": "CI = volume corrente + VRI (cerca de 3500 mL)",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Ventilação Pulmonar)",
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"q": "Quais são os três sistemas venosos do embrião e o que cada um se torna?",
"a": "Vitelínicas: drenam o saco vitelino → originam o sistema porta hepático, veias mesentéricas e o segmento hepático da veia cava inferior. Umbilicais: trazem sangue oxigenado da placenta; só a esquerda persiste como veia umbilical definitiva, desembocando no ducto venoso. Cardinais: drenam o próprio embrião → originam as veias cavas superior e inferior, braquiocefálicas e ázigos.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
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"q": "Medula Espinal (sintética)
Carta 2 de 11 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
Estruturas que podem cair na prova prática
",
"ref": "",
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"imageTitle": "Medula Espinal (sintética)",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 8 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 9 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Nervos do plexo braquial
Carta 1 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
Raiz medial do n. Mediano + Raiz lateral do nervo mediano = n. Mediano.\n\nNervo ulnar cruza o compartimento anterior do braço\n\n\nNn. Subescapulares no m. Subescapular \n\n\nN. Musculocutâneo e axilar não dá de ver direito na imagem
",
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},
{
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},
{
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},
{
"id": "189509b5-7b6a-4532-845e-4856d42ae7af",
"deck": "6634374e-fbf6-49ba-95c4-cb4571955656",
"q": "O que é hipotensão ortostática e quando ocorre?",
"a": "Queda da PA sistólica ≥20 mmHg (ou diastólica ≥10 mmHg) ao assumir a posição ortostática, com sintomas (tontura, escurecimento visual, síncope). Ocorre quando o barorreflexo falha: disautonomia, neuropatia diabética, medicamentos (vasodilatadores, diuréticos), depleção de volume ou imobilização prolongada.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica)",
"group": "Objetivo 2",
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"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "18baab7b-e865-44ba-806d-86e4374749f2",
"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "O que é a associação VACTERL?",
"a": "Vertebral, Anal, Cardíaca, TE (fístula traqueoesofágica), Renal/Rádio, Limb. ~50% dos casos têm malformações associadas → ecocardiograma, RX de coluna e USG urinária antes da cirurgia.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
"group": "Fístula Traqueoesofágica",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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"label": "Estrutura 3",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 24 de 27 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 24 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
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"q": "Medula espinal (cadáver do laboratório)
Carta 2 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
Gânglio sensitivo- uma \"bolinha\"/parte mais alargada que sai do saco dural.Nervo Espinal- nervinho mais longe da medula, após o gânglio.\nRaízes anteriores- quando o prof colocar o alfinete por baixo da medula, mais inclinado.\nRaízes posteriores- vai sair próximo a onde sai o nervo, alfinete reto.
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
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"deck": "6634374e-fbf6-49ba-95c4-cb4571955656",
"q": "Quais os tipos de síncope?",
"a": "1) Reflexa/vasovagal (a mais comum): dor, emoção ou ortostatismo prolongado → hiperatividade vagal → bradicardia + vasodilatação; 2) Hipotensão ortostática; 3) Cardíaca (arritmias, obstruções) — a mais perigosa; 4) Cerebrovascular (rara como causa isolada).",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica)",
"group": "Objetivo 4",
"suspended": false,
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"reverse": false,
"tags": [],
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"created": "2026-10-08T17:52:35.022941+00:00"
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"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "Qual a função do surfactante?",
"a": "Reduzir a tensão superficial e evitar o colapso alveolar",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Ventilação Pulmonar)",
"group": "MecanicaRespiratoria",
"suspended": false,
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"tags": [],
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"created": "2026-10-08T17:52:33.55386+00:00"
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Qual a pressão normal na cavidade pleural?",
"a": "Negativa (subatmosférica) em relação à pressão alveolar",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Sistema Respiratório)",
"group": "Anatomia",
"suspended": false,
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"created": "2026-10-08T17:52:34.436167+00:00"
},
{
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"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "O que a Lei de Henry afirma?",
"a": "A quantidade de gás dissolvido em um líquido é proporcional à sua pressão parcial e à sua solubilidade",
"ref": "West, Fisiologia Respiratória (Difusão)",
"group": "Difusao",
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"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "Caso clínico: montanhista a 4000 m com respiração periódica noturna. Qual o mecanismo?",
"a": "Hipóxia estimula hiperventilação, que reduz a PaCO2 abaixo do limiar apneico durante o sono",
"ref": "West, Fisiologia Respiratória (Altitude)",
"group": "Altitude",
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"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Caso clínico: prematuro com desconforto respiratório. Qual a causa histológica?",
"a": "Deficiência de surfactante por imaturidade dos pneumócitos tipo II",
"ref": "Junqueira & Carneiro, Histologia Básica (Sistema Respiratório)",
"group": "Histologia",
"suspended": false,
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 9 de 10 • Oclusão de Imagem
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Carta 18 de 35 • Oclusão de Imagem
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Carta 29 de 35 • Oclusão de Imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 5 • Oclusão de Imagem
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Carta 9 de 15 • Oclusão de Imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 16 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 3 revelada na imagem
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Carta 6 de 14 • Oclusão de Imagem
",
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Carta 1 de 10 • Oclusão de Imagem
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Carta 7 de 10 • Oclusão de Imagem
",
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Carta 4 de 6 • Oclusão de Imagem
",
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Carta 22 de 35 • Oclusão de Imagem
",
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",
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![\"Imagem](\"/cards-media/img_18884373297c.jpg\")
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Carta 1 de 6 • Oclusão de Imagem
",
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Possuem ordem de medial para lateral
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Carta 5 de 16 • Oclusão de Imagem
",
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![\"Imagem](\"/cards-media/img_e66dc5b022af.jpg\")
![\"Imagem](\"/cards-media/img_ca29bfe292b4.jpg\")
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Carta 5 de 8 • Oclusão de Imagem
",
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",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 18 de 27 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 18 revelada na imagem
",
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Carta 19 de 25 • Oclusão de Imagem
",
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",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 12 de 25 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 12 revelada na imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 5 • Oclusão de Imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
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Carta 8 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
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"q": "Quais orientações gerais ao paciente com doença venosa crônica?",
"a": "Evitar ortostatismo prolongado e calor direto, elevar as pernas (dormir com elevação dos pés), controlar o peso, deambular regularmente (ativa as bombas), usar meias de compressão conforme prescrição e hidratar a pele para prevenir complicações tróficas.",
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"q": "Como localizar o infarto pelas derivações do ECG?",
"a": "Parede ANTERIOR: V1-V4 (descendente anterior). LATERAL: I, aVL, V5-V6 (circunflexo). INFERIOR: II, III, aVF (coronária direita). POSTERIOR: infra de ST em V1-V2 com R alta (confirmar em V7-V9).",
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
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"q": "Como funciona a bomba muscular da panturrilha?",
"a": "A contração do tríceps sural comprime as veias profundas e perfurantes: as válvulas proximais abrem e o sangue sobe; as distais fecham, impedindo refluxo. No relaxamento, o sangue entra das veias superficiais. É o principal motor do retorno na deambulação.",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
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"q": "Qual a função do pneumócito tipo I?",
"a": "Revestir o alvéolo e participar das trocas gasosas (célula achatada)",
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"q": "O que significa INFRA de ST e qual sua causa?",
"a": "Indica isquemia SUBENDOCÁRDICA — suboclusão coronária (NSTEMI/angina instável). O subendocárdio é o primeiro a sofrer porque é a zona de menor fluxo, comprimida na sístole.",
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"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "Caso clínico: mulher em UTI",
"a": "pH 7",
"ref": "49",
"group": "Fisiologia",
"suspended": false,
"clinical": true,
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"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
"id": "233ad343-406a-484f-b005-a0cde294f0c4",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 10 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 10 revelada na imagem
",
"ref": "",
"group": "",
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"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
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{
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},
{
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{
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{
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{
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{
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},
{
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"width": 17.580000000000002,
"height": 4.53
},
{
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"id": "c_9",
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},
{
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},
{
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},
{
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}
],
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"imageTitle": "Oclusão Anatômica",
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},
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},
{
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"deck": "f37b70a1-e498-47d7-9015-af931146ed6c",
"q": "O que promove o fechamento do ducto arterioso?",
"a": "Queda das prostaglandinas e aumento da PaO2 após o nascimento",
"ref": "Moore & Persaud, Embriologia Clínica (Circulação Fetal)",
"group": "Embriologia",
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},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Medula espinal (cadáver)
Carta 2 de 2 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
Quando o profº colocar o alfinete em só um \"fiozinho' (mais claro), é o filamento terminal.Quando colocar o alfinete em vários \"fiozinhos\" é a cauda equina.
",
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{
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}
],
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"imageTitle": "Medula espinal (cadáver)",
"activeMaskId": "c_2"
},
"created": "2026-10-08T18:38:38.756487+00:00"
},
{
"id": "2415898c-d5d4-4a1a-b210-82848100b43d",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo representado pelo 15 ?
![\"Imagem](\"/cards-media/img_8c91b13a5e27.jpg\")
",
"a": "M. auricular anterior",
"ref": "",
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"created": "2026-10-08T19:36:51.117123+00:00"
},
{
"id": "2416f7e5-5a49-4feb-9a83-14b7b958886c",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Medula espinal (atlas)
Carta 1 de 1 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
Vião mais clara do gânglio sensitivo dos nn. espinais.
",
"ref": "",
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"clinical": false,
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],
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}
],
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",
"imageTitle": "Medula espinal (atlas)",
"activeMaskId": "c_1"
},
"created": "2026-10-08T18:38:47.766312+00:00"
},
{
"id": "241f77b0-c717-4eee-a41b-adea3118db4c",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 11.68,
"y": 67.21000000000001,
"id": "c_5",
"label": "Estrutura 5",
"width": 22.95,
"height": 2.12
},
{
"x": 8.61,
"y": 28.549999999999997,
"id": "c_1",
"label": "Estrutura 1",
"width": 22.54,
"height": 5.220000000000001
},
{
"x": 13.320000000000002,
"y": 69.66,
"id": "c_6",
"label": "Estrutura 6",
"width": 30.330000000000002,
"height": 4.89
},
{
"x": 8.200000000000001,
"y": 54,
"id": "c_4",
"label": "Estrutura 4",
"width": 25.2,
"height": 4.73
},
{
"x": 14.57,
"y": 36.41,
"id": "c_2",
"label": "Estrutura 2",
"width": 23.36,
"height": 2.2800000000000002
},
{
"x": 16.1,
"y": 39.32,
"id": "c_3",
"label": "Estrutura 3",
"width": 32.379999999999995,
"height": 3.5900000000000003
}
],
"imageUrl": "/cards-media/occl_7e091fdc4718.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_1"
},
"created": "2026-10-08T19:37:12.165291+00:00"
},
{
"id": "2438c65b-7302-4ab6-ac25-6c022654f73a",
"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Caso clínico: crise asmática com broncoespasmo. Qual estrutura se contrai?",
"a": "A musculatura lisa dos bronquíolos (que não possuem cartilagem)",
"ref": "Junqueira & Carneiro, Histologia Básica (Sistema Respiratório)",
"group": "Histologia",
"suspended": false,
"clinical": true,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "2453ea81-0547-4eb7-8dd4-be32925377b5",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 25 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 74.29,
"y": 60.25,
"id": "c_22",
"label": "Estrutura 22",
"width": 13.33,
"height": 3.7699999999999996
},
{
"x": 76.83,
"y": 69.04,
"id": "c_24",
"label": "Estrutura 24",
"width": 12.06,
"height": 4.6
},
{
"x": 77.78,
"y": 20.919999999999998,
"id": "c_3",
"label": "Estrutura 3",
"width": 10.79,
"height": 4.18
},
{
"x": 4.130000000000001,
"y": 29.709999999999997,
"id": "c_5",
"label": "Estrutura 5",
"width": 19.37,
"height": 5.0200000000000005
},
{
"x": 4.760000000000001,
"y": 57.32000000000001,
"id": "c_9",
"label": "Estrutura 9",
"width": 23.169999999999998,
"height": 4.6
},
{
"x": 77.14,
"y": 49.79,
"id": "c_20",
"label": "Estrutura 20",
"width": 12.06,
"height": 2.5100000000000002
},
{
"x": 74.6,
"y": 89.96,
"id": "c_26",
"label": "Estrutura 26",
"width": 19.37,
"height": 5.0200000000000005
},
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"label": "Estrutura 15",
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"label": "Estrutura 16",
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"label": "Estrutura 6",
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{
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"label": "Estrutura 12",
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"label": "Estrutura 25",
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{
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"label": "Estrutura 11",
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{
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{
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"label": "Estrutura 18",
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{
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"label": "Estrutura 21",
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{
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"label": "Estrutura 23",
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],
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Qual a equação da hidratação do CO2 no LCR?",
"a": "CO2 + H2O -> H2CO3 -> H+ + HCO3-, catalisada pela anidrase carbônica",
"ref": "Silverthorn, Fisiologia Humana, Cap. 17; Guyton & Hall, Cap. 41-42",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual a origem do músculo em destaque ?
",
"a": "Músculo oblíquo interno do abdome
![\"Imagem](\"/cards-media/img_7bda189a2d9c.jpg\")
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},
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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},
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"label": "Estrutura 6",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
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"deck": "8bd079cb-66f4-4091-9b28-f51a9c09aaf3",
"q": "Qual a relevância epidemiológica das doenças cardiovasculares?",
"a": "São a principal causa de morte no mundo e no Brasil (cerca de 1/3 das mortes). A doença arterial coronariana responde pela maior parte, com IAM como apresentação mais temida.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Harrison (Medicina Interna)",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
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"tags": [
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"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "Qual o eixo molecular que inicia o brotamento pulmonar?",
"a": "Ácido retinóico (RALDH2) → indução de TBX4 no endoderma ventral → evaginação do divertículo. Ablação de AR/TBX4 = aplasia traqueopulmonar.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
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"created": "2026-10-08T17:52:35.022941+00:00"
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{
"id": "26674ede-3e28-424f-98ba-fe4ca66d7564",
"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "Qual o efeito da elevação dos membros inferiores?",
"a": "Colocar as pernas acima do nível do coração ZERA a pressão hidrostática, drena o edema por gradiente e alivia a sensação de peso — é a base da conduta clínica de 'elevar as pernas' e da posição de Trendelenburg.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Cirurgia Vascular Clássica",
"group": "Objetivo 3",
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"created": "2026-10-08T17:52:35.573762+00:00"
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{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
"group": "",
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"tags": [
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 11 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 11 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
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"tags": [
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"label": "Estrutura 9",
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{
"x": 2.06,
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"id": "c_10",
"label": "Estrutura 10",
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"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Qual a classificação do tecido sanguíneo?",
"a": "Tecido conjuntivo especializado (células suspensas no plasma)",
"ref": "Junqueira & Carneiro, Histologia Básica (Sangue)",
"group": "Histologia",
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"created": "2026-10-08T17:52:33.86559+00:00"
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{
"id": "26fc6ab0-f771-4a8f-a135-f35df03cd8a0",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Plexo lombar
Carta 6 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
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Carta 7 de 12 • Oclusão de Imagem
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Carta 6 de 16 • Oclusão de Imagem
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Carta 3 de 3 • Oclusão de Imagem
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Carta 4 de 20 • Oclusão de Imagem
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Carta 11 de 12 • Oclusão de Imagem
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Carta 13 de 35 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 1 revelada na imagem
Gânglio sensitivo- uma \"bolinha\"/parte mais alargada que sai do saco dural.Nervo Espinal- nervinho mais longe da medula, após o gânglio.\nRaízes anteriores- quando o prof colocar o alfinete por baixo da medula, mais inclinado.\nRaízes posteriores- vai sair próximo a onde sai o nervo, alfinete reto.
",
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"occlusion": {
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{
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},
{
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"label": "Estrutura 2",
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},
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"y": 78.36,
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"width": 32.51,
"height": 8.5
},
{
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"y": 59.150000000000006,
"id": "c_4",
"label": "Estrutura 4",
"width": 25.15,
"height": 4.63
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],
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"imageTitle": "Medula espinal (cadáver do laboratório)",
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},
{
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"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "Lei de Laplace no pulmão?",
"a": "P = 2T/r: raio menor + tensão alta → maior pressão de colapso. Surfactante (DPPC + SP-A/B/C/D) reduz a tensão superficial e estabiliza alvéolos.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
"group": "Surfactante e SDR",
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"created": "2026-10-08T17:52:35.022941+00:00"
},
{
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"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "Como se formam o nó sinusal (SA) e o nó atrioventricular (AV)?",
"a": "Nó SA: surge no canto direito do seio venoso e, com a absorção do seio venoso pelo átrio direito, migra para perto da abertura da veia cava superior — torna-se o marcapasso definitivo do coração. Nó AV e feixe atrioventricular: derivam das células do endocárdio e do miocárdio primitivo na região dos coxins endocárdicos.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
"group": "Complementar",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
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"created": "2026-10-08T17:52:35.573762+00:00"
},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Nervos do plexo braquial
Carta 3 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
Raiz medial do n. Mediano + Raiz lateral do nervo mediano = n. Mediano.\n\nNervo ulnar cruza o compartimento anterior do braço\n\n\nNn. Subescapulares no m. Subescapular \n\n\nN. Musculocutâneo e axilar não dá de ver direito na imagem
",
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"width": 20.66,
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},
{
"x": 76.48,
"y": 15.75,
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"label": "Estrutura 2",
"width": 14.57,
"height": 2.87
},
{
"x": 0.32,
"y": 36.82,
"id": "c_3",
"label": "Estrutura 3",
"width": 22.39,
"height": 4.74
},
{
"x": 67.56,
"y": 58.06,
"id": "c_4",
"label": "Estrutura 4",
"width": 24.9,
"height": 5.04
},
{
"x": 1.1900000000000002,
"y": 54.94,
"id": "c_5",
"label": "Estrutura 5",
"width": 12.34,
"height": 2.85
},
{
"x": 17.630000000000003,
"y": 86.74,
"id": "c_6",
"label": "Estrutura 6",
"width": 53.779999999999994,
"height": 5.18
}
],
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"imageTitle": "Nervos do plexo braquial",
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},
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"deck": "f37b70a1-e498-47d7-9015-af931146ed6c",
"q": "De onde se desenvolve a porção muscular do septo interventricular?",
"a": "Do assoalho do ventrículo primitivo",
"ref": "crescendo em direção aos coxins endocárdicos",
"group": "Embriologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
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{
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"width": 13.930000000000001,
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},
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"label": "Estrutura 2",
"width": 5.45,
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},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 11.97,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 10.18,
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},
{
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"id": "c_5",
"label": "Estrutura 5",
"width": 14.829999999999998,
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},
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"id": "c_6",
"label": "Estrutura 6",
"width": 16.7,
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},
{
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"id": "c_7",
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 25,
"id": "c_1",
"label": "Estrutura 1",
"width": 16.56,
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},
{
"x": 1.37,
"y": 39.14,
"id": "c_2",
"label": "Estrutura 2",
"width": 19.72,
"height": 7.66
},
{
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"y": 16.34,
"id": "c_3",
"label": "Estrutura 3",
"width": 22.98,
"height": 5.27
},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 18.11,
"height": 4.71
},
{
"x": 78.22,
"y": 28.73,
"id": "c_5",
"label": "Estrutura 5",
"width": 20.11,
"height": 6
},
{
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"id": "c_6",
"label": "Estrutura 6",
"width": 19.29,
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},
{
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"id": "c_7",
"label": "Estrutura 7",
"width": 18.23,
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},
{
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"y": 49.94,
"id": "c_8",
"label": "Estrutura 8",
"width": 13.43,
"height": 4.35
},
{
"x": 10.2,
"y": 55.06999999999999,
"id": "c_9",
"label": "Estrutura 9",
"width": 16.02,
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},
{
"x": 6.87,
"y": 58.08,
"id": "c_10",
"label": "Estrutura 10",
"width": 16.3,
"height": 3.19
},
{
"x": 9.21,
"y": 62.419999999999995,
"id": "c_11",
"label": "Estrutura 11",
"width": 16.49,
"height": 4.4799999999999995
},
{
"x": 2.88,
"y": 67.35,
"id": "c_12",
"label": "Estrutura 12",
"width": 24.43,
"height": 4.51
},
{
"x": 8.649999999999999,
"y": 75.07000000000001,
"id": "c_13",
"label": "Estrutura 13",
"width": 13.780000000000001,
"height": 8.799999999999999
},
{
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"y": 88.79,
"id": "c_14",
"label": "Estrutura 14",
"width": 15.24,
"height": 7.75
},
{
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"y": 84.22,
"id": "c_15",
"label": "Estrutura 15",
"width": 19.67,
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},
{
"x": 81.49,
"y": 77.77,
"id": "c_16",
"label": "Estrutura 16",
"width": 17.8,
"height": 4.33
},
{
"x": 82.85,
"y": 73.94,
"id": "c_17",
"label": "Estrutura 17",
"width": 6.4399999999999995,
"height": 3
},
{
"x": 78.67,
"y": 69.66,
"id": "c_18",
"label": "Estrutura 18",
"width": 19.77,
"height": 4.35
},
{
"x": 80.51,
"y": 66,
"id": "c_19",
"label": "Estrutura 19",
"width": 17.05,
"height": 3.04
},
{
"x": 78.3,
"y": 62.239999999999995,
"id": "c_20",
"label": "Estrutura 20",
"width": 21.25,
"height": 3.2099999999999995
}
],
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"imageTitle": "Oclusão Anatômica",
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},
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Cheyne-Stokes em paciente acordado deve levantar suspeita de?",
"a": "Lesão neurológica aguda (AVC) ou insuficiência cardíaca descompensada",
"ref": "Harrison, Medicina Interna (Doenças Cerebrovasculares)",
"group": "Clinico",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "2d8a226f-e53e-4764-b95b-66ee0da467b7",
"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Qual a cartilagem da traqueia?",
"a": "Hialina",
"ref": "em forma de C (anel descontínuo",
"group": "Histologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
"id": "2da0bc98-261c-4e9d-a822-ec96ca5bb517",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"width": 29.65,
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 31.16,
"height": 2.93
},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 36.730000000000004,
"height": 3.5999999999999996
},
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"id": "c_4",
"label": "Estrutura 4",
"width": 16.259999999999998,
"height": 8.129999999999999
},
{
"x": 71,
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"id": "c_5",
"label": "Estrutura 5",
"width": 23.93,
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},
{
"x": 3.42,
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"id": "c_6",
"label": "Estrutura 6",
"width": 23.78,
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},
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"id": "c_7",
"label": "Estrutura 7",
"width": 14.899999999999999,
"height": 5.47
},
{
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"id": "c_8",
"label": "Estrutura 8",
"width": 17.61,
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},
{
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"id": "c_9",
"label": "Estrutura 9",
"width": 12.790000000000001,
"height": 6
},
{
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"label": "Estrutura 10",
"width": 12.04,
"height": 11.33
},
{
"x": 71.45,
"y": 58.03,
"id": "c_11",
"label": "Estrutura 11",
"width": 19.259999999999998,
"height": 2.8000000000000003
},
{
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"id": "c_12",
"label": "Estrutura 12",
"width": 21.98,
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}
],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:18:57.342335+00:00"
},
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
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"masks": [
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"y": 4.43,
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"width": 19.45,
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},
{
"x": 62.07,
"y": 4.7,
"id": "c_2",
"label": "Estrutura 2",
"width": 12.920000000000002,
"height": 3.5999999999999996
},
{
"x": 6.35,
"y": 16.03,
"id": "c_3",
"label": "Estrutura 3",
"width": 28.71,
"height": 3.0700000000000003
},
{
"x": 4.91,
"y": 78.97,
"id": "c_4",
"label": "Estrutura 4",
"width": 13.83,
"height": 10.27
},
{
"x": 46.410000000000004,
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"id": "c_5",
"label": "Estrutura 5",
"width": 20.23,
"height": 6.800000000000001
},
{
"x": 78.25,
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"id": "c_6",
"label": "Estrutura 6",
"width": 20.23,
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:18:46.677061+00:00"
},
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual a ação do músculo em destaque ?
",
"a": "Músculo intercostal externo
![\"Imagem](\"/cards-media/img_8d17a127a011.jpg\")
",
"ref": "",
"group": "",
"suspended": false,
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"tags": [],
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"created": "2026-10-08T19:36:09.085212+00:00"
},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"id": "c_1",
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},
{
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"width": 31.71,
"height": 5.050000000000001
},
{
"x": 81.99,
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"id": "c_3",
"label": "Estrutura 3",
"width": 18.01,
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}
],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T18:39:34.671614+00:00"
},
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"id": "2e410cff-d852-41cd-873b-0ed05c950082",
"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "O que acontece com a circulação na transição para a vida neonatal?",
"a": "Com a primeira respiração, os pulmões passam a oxigenar o sangue e o fluxo placentário cessa. O ducto venoso contrai, o forame oval fecha (pela elevação da pressão no átrio esquerdo) e o ducto arterioso contrai.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
"group": "Objetivo 1",
"suspended": false,
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"created": "2026-10-08T17:52:35.573762+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"width": 14.39,
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},
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},
{
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 12 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 12 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 10 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 10 revelada na imagem
",
"ref": "",
"group": "",
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"tags": [
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"occlusion": {
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo representado pelo 2 ?
![\"Imagem](\"/cards-media/img_e711f6d34be6.jpg\")
",
"a": "M. depressor do lábio inferior da boca",
"ref": "",
"group": "",
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"created": "2026-10-08T19:36:50.184054+00:00"
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"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "Por que a posição ortostática é um desafio ao retorno venoso?",
"a": "A gravidade cria uma coluna de sangue do coração ao pé: cada centímetro abaixo do coração soma ~0,77 mmHg. No tornozelo, ~90-100 mmHg em pé imóvel. Esse valor só cai com o funcionamento das bombas musculares e das válvulas.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Cirurgia Vascular Clássica",
"group": "Objetivo 3",
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"q": "De onde e quando se origina o divertículo respiratório?",
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"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo representado pelo 6 ?
",
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"deck": "f37b70a1-e498-47d7-9015-af931146ed6c",
"q": "Quais estruturas participam da septação atrial?",
"a": "Septum primum",
"ref": "septum secundum e coxins endocárdicos",
"group": "Embriologia",
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"created": "2026-10-08T17:52:33.86559+00:00"
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
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"tags": [
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"occlusion": {
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Carta 1 de 3 • Oclusão de Imagem
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Carta 10 de 14 • Oclusão de Imagem
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Carta 35 de 35 • Oclusão de Imagem
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Carta 3 de 20 • Oclusão de Imagem
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Carta 4 de 4 • Oclusão de Imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 4 • Oclusão de Imagem
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],
"imageUrl": "/cards-media/occl_670f41f68b96.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_3"
},
"created": "2026-10-08T19:36:20.9783+00:00"
},
{
"id": "31b8f9c8-01b8-4a48-ab0d-def03c35a8ba",
"deck": "6634374e-fbf6-49ba-95c4-cb4571955656",
"q": "Quais sinais sugerem síncope CARDÍACA (alto risco)?",
"a": "Síncope súbita sem pródromos, durante esforço, em posição deitada, com história de cardiopatia, palpitações, morte súbita familiar ou alterações no ECG. Exige investigação urgente.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica)",
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"suspended": false,
"clinical": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 1.63,
"y": 32.769999999999996,
"id": "c_1",
"label": "Estrutura 1",
"width": 14.14,
"height": 5.71
},
{
"x": 0.51,
"y": 53.949999999999996,
"id": "c_2",
"label": "Estrutura 2",
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"height": 6.3100000000000005
},
{
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"id": "c_3",
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},
{
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{
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{
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},
{
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{
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"width": 18.43,
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},
{
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"label": "Estrutura 9",
"width": 20.810000000000002,
"height": 4.17
},
{
"x": 79.94,
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"id": "c_10",
"label": "Estrutura 10",
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}
],
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"imageTitle": "Oclusão Anatômica",
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},
{
"id": "32387506-1e15-4e36-98f8-04e17d5b7123",
"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "Paciente jovem alto e magro com dor torácica súbita e dispneia. Qual a hipótese?",
"a": "Pneumotórax espontâneo primário (ruptura de bleb subpleural)",
"ref": "Harrison, Medicina Interna (Doenças Pleurais)",
"group": "Pneumotorax",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Paciente com lesão pontina apresenta inspiração sustentada com pausa. Qual o padrão?",
"a": "Apneuse",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica, Cap. 41-42",
"group": "Clinico",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "32e25520-f3ef-4fce-8e13-66e3392ccac6",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 8 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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},
{
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"label": "Estrutura 2",
"width": 27.950000000000003,
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},
{
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"label": "Estrutura 3",
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 28.74,
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},
{
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"id": "c_5",
"label": "Estrutura 5",
"width": 32.51,
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},
{
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"id": "c_6",
"label": "Estrutura 6",
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},
{
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"id": "c_7",
"label": "Estrutura 7",
"width": 32.11,
"height": 24.81
},
{
"x": 3.92,
"y": 54.02,
"id": "c_8",
"label": "Estrutura 8",
"width": 25.369999999999997,
"height": 13.450000000000001
}
],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T19:36:21.89741+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 6.32,
"y": 10.05,
"id": "c_1",
"label": "Estrutura 1",
"width": 17.05,
"height": 12.08
},
{
"x": 39.98,
"y": 28.92,
"id": "c_2",
"label": "Estrutura 2",
"width": 17.83,
"height": 10.190000000000001
},
{
"x": 75.52,
"y": 48.35,
"id": "c_3",
"label": "Estrutura 3",
"width": 24.36,
"height": 8.3
},
{
"x": 64.01,
"y": 63.24999999999999,
"id": "c_4",
"label": "Estrutura 4",
"width": 15.61,
"height": 6.98
},
{
"x": 61.79,
"y": 77.97,
"id": "c_5",
"label": "Estrutura 5",
"width": 25.36,
"height": 15.85
},
{
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"y": 89.48,
"id": "c_6",
"label": "Estrutura 6",
"width": 26.8,
"height": 8.870000000000001
},
{
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"id": "c_7",
"label": "Estrutura 7",
"width": 18.05,
"height": 8.110000000000001
}
],
"imageUrl": "/cards-media/occl_443e9c4c35d0.jpg",
"imageTitle": "Oclusão Anatômica",
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},
"created": "2026-10-08T19:36:56.023802+00:00"
},
{
"id": "33291b85-c5e9-4604-97ff-1498f9a876fd",
"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Caso clínico: hemorragia com formação de coágulo. Qual a sequência?",
"a": "Fibrinogênio é convertido em fibrina",
"ref": "que adere à parede do vaso e retém os glóbulos sanguíneos",
"group": "Histologia",
"suspended": false,
"clinical": true,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "335309d7-1dc1-4f12-83bf-9c20ac40a45d",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual a origem das respectivas partes do músculo em destaque ?
![\"Imagem](\"/cards-media/img_38abbb27d67c.jpg\")
![\"Imagem](\"/cards-media/img_8108ffa17e10.jpg\")
",
"a": "Peitoral maior
1 - Clavicular
2 - Esternocostal
3 - Abdome
![\"Imagem](\"/cards-media/img_a1a4bb35966a.jpg\")
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T19:36:03.867439+00:00"
},
{
"id": "337a9cbc-560f-4f7f-9a74-9dd232b16ff7",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 9.83,
"y": 85.1,
"id": "c_1",
"label": "Estrutura 1",
"width": 23.05,
"height": 2.93
},
{
"x": 59.660000000000004,
"y": 75.22999999999999,
"id": "c_2",
"label": "Estrutura 2",
"width": 31.65,
"height": 3.73
},
{
"x": 62.260000000000005,
"y": 27.900000000000002,
"id": "c_3",
"label": "Estrutura 3",
"width": 34.410000000000004,
"height": 3.73
}
],
"imageUrl": "/cards-media/occl_2de4789f23e4.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_3"
},
"created": "2026-10-08T20:18:27.200274+00:00"
},
{
"id": "33a20a37-45c0-4c79-a70e-8f420bf3adc4",
"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "Qual lei rege a difusão de gases pela membrana respiratória?",
"a": "Lei de Fick: fluxo ∝ (área × diferença de pressão) / espessura",
"ref": "West, Fisiologia Respiratória (Difusão)",
"group": "Difusao",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "33d843e5-3a4b-4540-b6ec-8751c0b1d74f",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 5.06,
"y": 37.65,
"id": "c_1",
"label": "Estrutura 1",
"width": 16.919999999999998,
"height": 4.05
},
{
"x": 44.4,
"y": 78.96,
"id": "c_2",
"label": "Estrutura 2",
"width": 45.89,
"height": 4.64
},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 26.22,
"height": 5.949999999999999
},
{
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"y": 16.7,
"id": "c_4",
"label": "Estrutura 4",
"width": 45.26,
"height": 4.64
},
{
"x": 6.12,
"y": 25.15,
"id": "c_5",
"label": "Estrutura 5",
"width": 33.839999999999996,
"height": 4.05
}
],
"imageUrl": "/cards-media/occl_a74c4ff5e9ff.jpg",
"imageTitle": "Oclusão Anatômica",
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},
"created": "2026-10-08T20:17:01.02842+00:00"
},
{
"id": "34333343-3d5c-47af-b3b0-fe4e4f89c817",
"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "O que compõe o septo interalveolar?",
"a": "Pneumócitos tipos I e II",
"ref": "interstício com fibras reticulares e elásticas e capilares sanguíneos",
"group": "Histologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "343de396-32cb-4d04-992c-a992951cf80d",
"deck": "6634374e-fbf6-49ba-95c4-cb4571955656",
"q": "Por que deitar interrompe a síncope vasovagal?",
"a": "Ao deitar, a coluna hidrostática desaparece, o retorno venoso e a perfusão cerebral se restabelecem, e os barorreceptores detectam a recuperação da PA — reduzindo o estímulo vagal excessivo que sustentou o episódio. Por isso se recomenda deitar (ou sentar) ao sentir pródromos.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica)",
"group": "Objetivo 2",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "344a6e42-b21e-420f-980e-0af3040db1fd",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 10.97,
"y": 24.79,
"id": "c_1",
"label": "Estrutura 1",
"width": 7.39,
"height": 5.48
},
{
"x": 11.86,
"y": 85.86,
"id": "c_2",
"label": "Estrutura 2",
"width": 16.11,
"height": 5.24
},
{
"x": 74.88,
"y": 10.51,
"id": "c_3",
"label": "Estrutura 3",
"width": 13.26,
"height": 9.17
},
{
"x": 62.419999999999995,
"y": 0.15,
"id": "c_4",
"label": "Estrutura 4",
"width": 12.280000000000001,
"height": 7.9799999999999995
},
{
"x": 43.99,
"y": 0.63,
"id": "c_5",
"label": "Estrutura 5",
"width": 9.35,
"height": 8.1
},
{
"x": 30.459999999999997,
"y": 6.93,
"id": "c_6",
"label": "Estrutura 6",
"width": 10.77,
"height": 4.52
},
{
"x": 5.72,
"y": 4.91,
"id": "c_7",
"label": "Estrutura 7",
"width": 21.72,
"height": 4.3999999999999995
}
],
"imageUrl": "/cards-media/occl_2ef000245bca.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_5"
},
"created": "2026-10-08T20:17:56.412795+00:00"
},
{
"id": "345f01c9-9e26-41e1-9d5c-d13d28ca1def",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 1.71,
"y": 1.77,
"id": "c_1",
"label": "Estrutura 1",
"width": 36.36,
"height": 3.5999999999999996
},
{
"x": 71.34,
"y": 14.829999999999998,
"id": "c_2",
"label": "Estrutura 2",
"width": 18.990000000000002,
"height": 5.87
},
{
"x": 82.06,
"y": 47.63,
"id": "c_3",
"label": "Estrutura 3",
"width": 14.12,
"height": 7.33
}
],
"imageUrl": "/cards-media/occl_2346919aaf1f.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_2"
},
"created": "2026-10-08T20:18:30.363447+00:00"
},
{
"id": "3470fd6d-809a-46f0-978d-3537bac0b9fc",
"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "Quais são as principais causas dos defeitos cardíacos congênitos (DCC)?",
"a": "Fatores genéticos e exposição a teratógenos. A maioria é tolerada na vida fetal, mas alguns são incompatíveis com a vida extrauterina.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
"group": "Objetivo 3",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.573762+00:00"
},
{
"id": "34fe46ba-e1e8-43eb-8159-f6b3b283f696",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 10 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 10 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 5.52,
"id": "c_1",
"label": "Estrutura 1",
"width": 21.39,
"height": 6.04
},
{
"x": 2.5100000000000002,
"y": 13.25,
"id": "c_2",
"label": "Estrutura 2",
"width": 32.09,
"height": 5.28
},
{
"x": 3.62,
"y": 21.37,
"id": "c_3",
"label": "Estrutura 3",
"width": 18.63,
"height": 4.34
},
{
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"y": 28.54,
"id": "c_4",
"label": "Estrutura 4",
"width": 21.21,
"height": 5.28
},
{
"x": 3.4299999999999997,
"y": 37.59,
"id": "c_5",
"label": "Estrutura 5",
"width": 20.1,
"height": 5.28
},
{
"x": 2.1399999999999997,
"y": 45.71,
"id": "c_6",
"label": "Estrutura 6",
"width": 30.98,
"height": 4.91
},
{
"x": 3.8,
"y": 53.25,
"id": "c_7",
"label": "Estrutura 7",
"width": 16.6,
"height": 4.53
},
{
"x": 2.88,
"y": 59.67,
"id": "c_8",
"label": "Estrutura 8",
"width": 21.39,
"height": 6.79
},
{
"x": 3.9899999999999998,
"y": 70.99,
"id": "c_9",
"label": "Estrutura 9",
"width": 20.47,
"height": 3.7699999999999996
},
{
"x": 3.06,
"y": 77.97,
"id": "c_10",
"label": "Estrutura 10",
"width": 29.880000000000003,
"height": 4.91
},
{
"x": 3.62,
"y": 85.71,
"id": "c_11",
"label": "Estrutura 11",
"width": 17.71,
"height": 4.72
},
{
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 12 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 12 revelada na imagem
",
"ref": "",
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"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "Quais as consequências da ortostatismo prolongado (ex.: profissão que exige ficar de pé)?",
"a": "Hipertensão venosa crônica: dilatação venosa, insuficiência valvular progressiva, edema vespertino, hiperpigmentação e risco aumentado de varizes — a base fisiopatológica da doença venosa crônica.",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
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"id": "35c20bbb-c31b-43d9-8bb0-fcd02769d979",
"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "Como é a afinidade da hemoglobina fetal pelo O2?",
"a": "Maior que a hemoglobina do adulto (curva desviada à esquerda)",
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{
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"q": "Quais são os cofatores da coagulação e qual o papel do cálcio?",
"a": "Cofatores aceleram as reações: VIII (na via intrínseca), V (na via comum), fator tecidual e trombomodulina. O CÁLCIO (fator IV) é essencial para a ligação dos fatores às superfícies fosfolipídicas das plaquetas — por isso quelantes de cálcio (citrato, EDTA) anticoagulam as amostras de sangue.",
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{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
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Carta 5 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 11 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
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"q": "Cronologia histológica da traqueia?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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"q": "Onde se localiza o grupo respiratório dorsal (GRD)?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
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"q": "Por que a imobilização prolongada no leito prejudica a resposta postural?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 16 de 25 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 16 revelada na imagem
",
"ref": "",
"group": "",
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"clinical": false,
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Carta 7 de 20 • Oclusão de Imagem
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Carta 3 de 14 • Oclusão de Imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
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"q": "Qual a resposta ventilatória imediata à altitude?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 8 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 7 revelada na imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 19 de 27 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 19 revelada na imagem
",
"ref": "",
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Carta 9 de 12 • Oclusão de Imagem
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Carta 5 de 5 • Oclusão de Imagem
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Carta 3 de 5 • Oclusão de Imagem
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Carta 3 de 8 • Oclusão de Imagem
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Carta 11 de 12 • Oclusão de Imagem
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![\"Imagem](\"/cards-media/img_e4a993b0f3f3.jpg\")
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Carta 5 de 7 • Oclusão de Imagem
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Carta 3 de 3 • Oclusão de Imagem
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Carta 12 de 20 • Oclusão de Imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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"q": "Qual característica das valvas semilunares?",
"a": "Não possuem cordas tendíneas",
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Carta 5 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
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"group": "",
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"q": "Qual estrutura separa a parede rugosa do cone arterial no VD?",
"a": "Crista supraventricular",
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"q": "Nervos plexo lombar
Carta 4 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
Possuem uma ordem de lateral para medial.
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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"q": "Como se forma o tubo cardíaco primitivo?",
"a": "Na área cardiogênica, células mesenquimais formam cordões angioblásticos, que se canalizam originando os tubos endocárdicos (4ª semana). Com o dobramento lateral, os tubos se fundem formando o coração tubular único, levado à posição ventral pelo dobramento cefálico.",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
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"clinical": false,
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"tags": [
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
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"q": "Quais os sinais de insuficiência ventricular esquerda no IAM?",
"a": "Dispneia, ortopneia, estertores crepitantes nas bases, tosse, edema agudo de pulmão nos casos graves — reflexo da elevação da pressão de enchimento do VE.",
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{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "O que é dextrocardia e quais seus tipos?",
"a": "Ocorre quando o tubo cardíaco embrionário se dobra para o lado esquerdo, posicionando o coração à direita. Pode vir com situs inversus (transposição das vísceras abdominais) ou ser isolada (sem deslocamento de outras vísceras).",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
"group": "Objetivo 3",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.573762+00:00"
},
{
"id": "3def7b89-aa55-4cc4-a09b-be15e36cdd4e",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"x": 55.15,
"y": 10.42,
"id": "c_1",
"label": "Estrutura 1",
"width": 12.17,
"height": 4.34
},
{
"x": 69.19,
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"id": "c_2",
"label": "Estrutura 2",
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},
{
"x": 68.88,
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"id": "c_3",
"label": "Estrutura 3",
"width": 24.65,
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},
{
"x": 69.19,
"y": 23.07,
"id": "c_4",
"label": "Estrutura 4",
"width": 14.979999999999999,
"height": 2.64
},
{
"x": 66.38,
"y": 26.650000000000002,
"id": "c_5",
"label": "Estrutura 5",
"width": 30.89,
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},
{
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"label": "Estrutura 6",
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},
{
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"label": "Estrutura 7",
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},
{
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}
],
"imageUrl": "/cards-media/occl_d6d7e6a56dfe.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_1"
},
"created": "2026-10-08T19:37:13.565071+00:00"
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"deck": "8bd079cb-66f4-4091-9b28-f51a9c09aaf3",
"q": "Como o sistema nervoso regula o fluxo coronário?",
"a": "Simpático: estimula diretamente receptores alfa (vasoconstricção), mas o efeito LÍQUIDO é vasodilatação, pois o aumento da frequência e da força (beta-1) eleva o metabolismo e libera vasodilatadores locais. Parassimpático (vago): causa leve vasodilatação direta.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Harrison (Medicina Interna)",
"group": "Objetivo 1",
"suspended": false,
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"created": "2026-10-08T17:52:35.573762+00:00"
},
{
"id": "3e4ad811-fce9-4ec5-843b-3aa28b0ee909",
"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "Como as meias de compressão elástica atuam?",
"a": "Compressão decrescente (maior no tornozelo, menor na coxa) reduz o calibre venoso, melhora a função valvular, aumenta a velocidade do fluxo e reduz a filtração capilar. É a base do tratamento clínico da doença venosa crônica.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Cirurgia Vascular Clássica",
"group": "Objetivo 5",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "3e568de5-a2c7-4946-88dd-d276d18450d5",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"label": "Estrutura 1",
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 43.99,
"height": 3.93
},
{
"x": 79.71000000000001,
"y": 38.01,
"id": "c_3",
"label": "Estrutura 3",
"width": 18.19,
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},
{
"x": 83.31,
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"id": "c_4",
"label": "Estrutura 4",
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},
{
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"id": "c_5",
"label": "Estrutura 5",
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"id": "c_6",
"label": "Estrutura 6",
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},
{
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"id": "c_7",
"label": "Estrutura 7",
"width": 25.590000000000003,
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},
{
"x": 1.25,
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"id": "c_8",
"label": "Estrutura 8",
"width": 29.82,
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},
{
"x": 6.75,
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"id": "c_9",
"label": "Estrutura 9",
"width": 23.26,
"height": 5.24
},
{
"x": 0.62,
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"id": "c_10",
"label": "Estrutura 10",
"width": 25.590000000000003,
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}
],
"imageUrl": "/cards-media/occl_d57c37f528cf.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_5"
},
"created": "2026-10-08T20:17:09.045261+00:00"
},
{
"id": "3e5c4032-58ea-481b-bfad-2171abe829ba",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 17 de 27 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 17 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"id": "c_1",
"label": "Estrutura 1",
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 9.5,
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},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 10.7,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 12.629999999999999,
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{
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"id": "c_5",
"label": "Estrutura 5",
"width": 13.71,
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},
{
"x": 38.64,
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"id": "c_6",
"label": "Estrutura 6",
"width": 12.26,
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{
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"id": "c_7",
"label": "Estrutura 7",
"width": 15.15,
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},
{
"x": 54.15,
"y": 4.95,
"id": "c_8",
"label": "Estrutura 8",
"width": 11.06,
"height": 4.34
},
{
"x": 65.69,
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"id": "c_9",
"label": "Estrutura 9",
"width": 12.02,
"height": 4.72
},
{
"x": 79.16,
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"id": "c_10",
"label": "Estrutura 10",
"width": 8.540000000000001,
"height": 4.34
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{
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"id": "c_11",
"label": "Estrutura 11",
"width": 13.71,
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{
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"id": "c_12",
"label": "Estrutura 12",
"width": 12.629999999999999,
"height": 4.72
},
{
"x": 65.09,
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"id": "c_13",
"label": "Estrutura 13",
"width": 12.629999999999999,
"height": 6.23
},
{
"x": 78.32000000000001,
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"id": "c_14",
"label": "Estrutura 14",
"width": 12.509999999999998,
"height": 5.47
},
{
"x": 91.42,
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"id": "c_15",
"label": "Estrutura 15",
"width": 7.7,
"height": 5.09
},
{
"x": 48.5,
"y": 48.16,
"id": "c_16",
"label": "Estrutura 16",
"width": 12.139999999999999,
"height": 7.920000000000001
},
{
"x": 61.24000000000001,
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"id": "c_17",
"label": "Estrutura 17",
"width": 13.469999999999999,
"height": 8.110000000000001
},
{
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"id": "c_18",
"label": "Estrutura 18",
"width": 13.469999999999999,
"height": 6.04
},
{
"x": 88.06,
"y": 48.730000000000004,
"id": "c_19",
"label": "Estrutura 19",
"width": 8.18,
"height": 4.91
},
{
"x": 50.9,
"y": 74.2,
"id": "c_20",
"label": "Estrutura 20",
"width": 12.509999999999998,
"height": 6.79
},
{
"x": 63.77,
"y": 74.58,
"id": "c_21",
"label": "Estrutura 21",
"width": 12.389999999999999,
"height": 7.55
},
{
"x": 76.75,
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"id": "c_22",
"label": "Estrutura 22",
"width": 12.389999999999999,
"height": 7.739999999999999
},
{
"x": 89.74,
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"id": "c_23",
"label": "Estrutura 23",
"width": 8.18,
"height": 6.04
},
{
"x": 52.1,
"y": 89.48,
"id": "c_24",
"label": "Estrutura 24",
"width": 12.389999999999999,
"height": 7.359999999999999
},
{
"x": 65.09,
"y": 90.42,
"id": "c_25",
"label": "Estrutura 25",
"width": 12.389999999999999,
"height": 7.359999999999999
},
{
"x": 77.60000000000001,
"y": 89.48,
"id": "c_26",
"label": "Estrutura 26",
"width": 12.989999999999998,
"height": 6.04
},
{
"x": 91.06,
"y": 89.67,
"id": "c_27",
"label": "Estrutura 27",
"width": 7.580000000000001,
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}
],
"imageUrl": "/cards-media/occl_e1770c01fb7c.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_17"
},
"created": "2026-10-08T19:37:10.244236+00:00"
},
{
"id": "3ecd0d3f-63d6-46d0-9535-a9ff07b7ee06",
"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Por que o CO2 atravessa a barreira hematoencefálica e o H+ não?",
"a": "CO2 é lipossolúvel e difunde livremente; H+ e HCO3- não atravessam prontamente",
"ref": "West, Fisiologia Respiratória, Cap. 8; Boron & Boulpaep, Medical Physiology (Control of Breathing)",
"group": "ControleQuimico",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "3eceadf1-4217-4352-936e-565b1200508e",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"id": "c_1",
"label": "Estrutura 1",
"width": 14.82,
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},
{
"x": 75.76,
"y": 17.77,
"id": "c_2",
"label": "Estrutura 2",
"width": 14.11,
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},
{
"x": 80.53,
"y": 41.5,
"id": "c_3",
"label": "Estrutura 3",
"width": 19.650000000000002,
"height": 5.35
},
{
"x": 66.35,
"y": 91.5,
"id": "c_4",
"label": "Estrutura 4",
"width": 33.650000000000006,
"height": 4.92
},
{
"x": 30.72,
"y": 95.17,
"id": "c_5",
"label": "Estrutura 5",
"width": 27.060000000000002,
"height": 4.61
}
],
"imageUrl": "/cards-media/occl_0effb1400236.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_4"
},
"created": "2026-10-08T18:39:40.585181+00:00"
},
{
"id": "3edc3578-e359-401f-a8e8-3f0d83902d3e",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual a inserção do músculo em destaque ?
",
"a": "Músculo intercostal interno
![\"Imagem](\"/cards-media/img_7c456e049b80.jpg\")
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T19:36:09.085212+00:00"
},
{
"id": "3ef640cb-cb66-4bee-87e6-cde9fea3085a",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"id": "c_1",
"label": "Estrutura 1",
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 43.99,
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{
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"id": "c_3",
"label": "Estrutura 3",
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},
{
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"id": "c_4",
"label": "Estrutura 4",
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{
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"id": "c_5",
"label": "Estrutura 5",
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"id": "c_6",
"label": "Estrutura 6",
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{
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"label": "Estrutura 7",
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{
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"label": "Estrutura 8",
"width": 29.82,
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{
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"id": "c_9",
"label": "Estrutura 9",
"width": 23.26,
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},
{
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"label": "Estrutura 10",
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:17:10.178308+00:00"
},
{
"id": "3f4d16a6-2438-4155-96c5-f941e4cff65f",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo representado pelo 11 ?
",
"a": "M. prócero",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T19:36:50.184054+00:00"
},
{
"id": "3f6edf76-4eb2-4c04-9cf8-b35b1a750853",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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{
"x": 37.85,
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"id": "c_2",
"label": "Estrutura 2",
"width": 31.380000000000003,
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},
{
"x": 50.349999999999994,
"y": 79.67,
"id": "c_3",
"label": "Estrutura 3",
"width": 24.3,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 14.16,
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},
{
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"y": 25.71,
"id": "c_5",
"label": "Estrutura 5",
"width": 21,
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},
{
"x": 49.17,
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"id": "c_6",
"label": "Estrutura 6",
"width": 23.36,
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}
],
"imageUrl": "/cards-media/occl_ee5888c5dba1.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_1"
},
"created": "2026-10-08T19:37:12.165291+00:00"
},
{
"id": "3f85360f-65a6-4033-9bbc-2d21c60e83c7",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 13 de 27 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 13 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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{
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"label": "Estrutura 3",
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Carta 5 de 5 • Oclusão de Imagem
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Carta 11 de 15 • Oclusão de Imagem
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Carta 4 de 4 • Oclusão de Imagem
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Carta 10 de 14 • Oclusão de Imagem
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Carta 14 de 16 • Oclusão de Imagem
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Carta 8 de 10 • Oclusão de Imagem
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Carta 10 de 14 • Oclusão de Imagem
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Carta 10 de 15 • Oclusão de Imagem
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Carta 5 de 9 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
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Carta 5 de 6 • Oclusão de Imagem
",
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Possuem ordem de medial para lateral
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Carta 2 de 12 • Oclusão de Imagem
",
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",
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Carta 10 de 10 • Oclusão de Imagem
",
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",
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Carta 19 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 19 revelada na imagem
",
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Carta 14 de 27 • Oclusão de Imagem
",
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",
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Carta 4 de 5 • Oclusão de Imagem
",
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Carta 4 de 7 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
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"q": "O meato inferior recebe drenagem de?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 1 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
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"q": "Qual o nome do músculo em destaque ?
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 11 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 11 revelada na imagem
",
"ref": "",
"group": "",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
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"label": "Estrutura 17",
"width": 11.959999999999999,
"height": 5.06
},
{
"x": 38.22,
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"id": "c_20",
"label": "Estrutura 20",
"width": 12.19,
"height": 3.92
},
{
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"id": "c_24",
"label": "Estrutura 24",
"width": 12.31,
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},
{
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"id": "c_5",
"label": "Estrutura 5",
"width": 5.74,
"height": 4.89
},
{
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"label": "Estrutura 23",
"width": 11.61,
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},
{
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"id": "c_10",
"label": "Estrutura 10",
"width": 6.21,
"height": 6.529999999999999
},
{
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"id": "c_29",
"label": "Estrutura 29",
"width": 13.01,
"height": 5.38
},
{
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"id": "c_18",
"label": "Estrutura 18",
"width": 11.959999999999999,
"height": 5.71
},
{
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"id": "c_30",
"label": "Estrutura 30",
"width": 12.659999999999998,
"height": 4.89
},
{
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"id": "c_34",
"label": "Estrutura 34",
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"height": 4.32
},
{
"x": 78.48,
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"id": "c_35",
"label": "Estrutura 35",
"width": 13.16,
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],
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"imageTitle": "Oclusão Anatômica",
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},
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"deck": "6634374e-fbf6-49ba-95c4-cb4571955656",
"q": "O que são barorreceptores e onde estão localizados?",
"a": "Receptores de estiramento (mecanorreceptores) nas paredes das grandes artérias: seno carotídeo (bifurcação carotídea) e arco aórtico. Detectam a distensão da parede arterial, que reflete a pressão arterial.",
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},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
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"label": "Estrutura 2",
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"label": "Estrutura 3",
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"id": "c_4",
"label": "Estrutura 4",
"width": 16.71,
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{
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Qual estrutura é o gerador de ritmo inspiratório?",
"a": "Complexo pré-Bötzinger no grupo respiratório ventral (GRV)",
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"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "Como se formam as veias cavas superior e inferior?",
"a": "VCS: das veias cardinais anteriores, unidas pela veia anastomótica (que forma a braquiocefálica esquerda). VCI: mosaico de três origens — segmento hepático das vitelínicas direitas, segmento prerenal das subcardinais direitas e segmento renal/suprarrenal das supracardinais.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
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},
{
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"q": "O que causa o espessamento da membrana respiratória para 0",
"a": "8 µm?",
"ref": "Diminuição da taxa de difusão de oxigênio (difusão é inversamente proporcional à espessura)",
"group": "Fisiologia",
"suspended": false,
"clinical": false,
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"created": "2026-10-08T17:52:33.86559+00:00"
},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Medula Espinal (sintética)
Carta 9 de 11 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 9 revelada na imagem
Estruturas que podem cair na prova prática
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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},
{
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"width": 20.21,
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{
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"label": "Estrutura 3",
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{
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{
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"label": "Estrutura 7",
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{
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"label": "Estrutura 8",
"width": 18.740000000000002,
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{
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"id": "c_9",
"label": "Estrutura 9",
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"label": "Estrutura 10",
"width": 17.599999999999998,
"height": 3.39
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{
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"label": "Estrutura 11",
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],
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"imageTitle": "Medula Espinal (sintética)",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo representado pelo 7 ?
",
"a": "M. nasal",
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},
{
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"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Qual a função do surfactante?",
"a": "Reduzir a tensão superficial e evitar o colapso alveolar",
"ref": "Junqueira & Carneiro, Histologia Básica (Sistema Respiratório)",
"group": "Histologia",
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 17.380000000000003,
"height": 9.81
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{
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"id": "c_3",
"label": "Estrutura 3",
"width": 18.12,
"height": 10.38
},
{
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"y": 46.08,
"id": "c_4",
"label": "Estrutura 4",
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"height": 10.94
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T19:36:17.72726+00:00"
},
{
"id": "49d716a1-d3ec-4c7f-89bb-c65ec30cac6b",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"id": "c_1",
"label": "Estrutura 1",
"width": 22.74,
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 14.729999999999999,
"height": 2.4
},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 25.2,
"height": 1.6
},
{
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"y": 90.57,
"id": "c_4",
"label": "Estrutura 4",
"width": 25.69,
"height": 2.13
},
{
"x": 43.54,
"y": 94.69999999999999,
"id": "c_5",
"label": "Estrutura 5",
"width": 17.02,
"height": 4.67
},
{
"x": 20.14,
"y": 87.1,
"id": "c_6",
"label": "Estrutura 6",
"width": 22.25,
"height": 2.4
},
{
"x": 4.43,
"y": 77.37,
"id": "c_7",
"label": "Estrutura 7",
"width": 25.03,
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],
"imageUrl": "/cards-media/occl_975c5e3b9ddb.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_1"
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"created": "2026-10-08T20:18:41.567096+00:00"
},
{
"id": "4a04f417-686c-46a7-83c4-8a204b2671cc",
"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Qual o epitélio que reveste os alvéolos?",
"a": "Epitélio pavimentoso simples (pneumócitos tipo I)",
"ref": "Junqueira & Carneiro, Histologia Básica (Sistema Respiratório)",
"group": "Histologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "4a0fa1dd-9273-4903-aa25-6412a6e775a8",
"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Quais os tipos de trabéculas cárneas?",
"a": "Crista",
"ref": "ponte e pilar",
"group": "Anatomia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "4a4e7e5c-5a68-4bcf-8091-f41f9b993fb7",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"y": 25,
"id": "c_1",
"label": "Estrutura 1",
"width": 16.56,
"height": 8.05
},
{
"x": 1.37,
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"id": "c_2",
"label": "Estrutura 2",
"width": 19.72,
"height": 7.66
},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 22.98,
"height": 5.27
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{
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"id": "c_4",
"label": "Estrutura 4",
"width": 18.11,
"height": 4.71
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{
"x": 78.22,
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"id": "c_5",
"label": "Estrutura 5",
"width": 20.11,
"height": 6
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{
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"id": "c_6",
"label": "Estrutura 6",
"width": 19.29,
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{
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"label": "Estrutura 7",
"width": 18.23,
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{
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"id": "c_8",
"label": "Estrutura 8",
"width": 13.43,
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},
{
"x": 10.2,
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"id": "c_9",
"label": "Estrutura 9",
"width": 16.02,
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{
"x": 6.87,
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"id": "c_10",
"label": "Estrutura 10",
"width": 16.3,
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{
"x": 9.21,
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"id": "c_11",
"label": "Estrutura 11",
"width": 16.49,
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},
{
"x": 2.88,
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"id": "c_12",
"label": "Estrutura 12",
"width": 24.43,
"height": 4.51
},
{
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"id": "c_13",
"label": "Estrutura 13",
"width": 13.780000000000001,
"height": 8.799999999999999
},
{
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"id": "c_14",
"label": "Estrutura 14",
"width": 15.24,
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},
{
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"id": "c_15",
"label": "Estrutura 15",
"width": 19.67,
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},
{
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"id": "c_16",
"label": "Estrutura 16",
"width": 17.8,
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},
{
"x": 82.85,
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"id": "c_17",
"label": "Estrutura 17",
"width": 6.4399999999999995,
"height": 3
},
{
"x": 78.67,
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"id": "c_18",
"label": "Estrutura 18",
"width": 19.77,
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},
{
"x": 80.51,
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"id": "c_19",
"label": "Estrutura 19",
"width": 17.05,
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},
{
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"id": "c_20",
"label": "Estrutura 20",
"width": 21.25,
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],
"imageUrl": "/cards-media/occl_87bdf410f3e4.jpg",
"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T18:40:10.317027+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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{
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"label": "Estrutura 2",
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{
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"label": "Estrutura 3",
"width": 34.89,
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{
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"label": "Estrutura 4",
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{
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"label": "Estrutura 5",
"width": 16.28,
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:17:06.740891+00:00"
},
{
"id": "4a7b102a-e3a7-4a74-aab1-bca87b9d83a2",
"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Quais vias medeiam o controle voluntário da respiração?",
"a": "Córtex cerebral -> trato corticoespinhal -> motoneurônios respiratórios, sem passar pelo bulbo",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica, Cap. 41-42; Silverthorn, Fisiologia Humana, Cap. 17",
"group": "ControleQuimico",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "4a999cae-9efb-48f9-bd83-0867829a1ceb",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 27 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 26.61,
"y": 4.01,
"id": "c_1",
"label": "Estrutura 1",
"width": 7.9399999999999995,
"height": 5.28
},
{
"x": 34.67,
"y": 14.580000000000002,
"id": "c_2",
"label": "Estrutura 2",
"width": 9.5,
"height": 5.09
},
{
"x": 39.24,
"y": 26.650000000000002,
"id": "c_3",
"label": "Estrutura 3",
"width": 10.7,
"height": 5.47
},
{
"x": 35.03,
"y": 47.97,
"id": "c_4",
"label": "Estrutura 4",
"width": 12.629999999999999,
"height": 10.57
},
{
"x": 36.71,
"y": 74.00999999999999,
"id": "c_5",
"label": "Estrutura 5",
"width": 13.71,
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},
{
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"id": "c_6",
"label": "Estrutura 6",
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"height": 8.870000000000001
},
{
"x": 38.64,
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"label": "Estrutura 7",
"width": 15.15,
"height": 5.47
},
{
"x": 54.15,
"y": 4.95,
"id": "c_8",
"label": "Estrutura 8",
"width": 11.06,
"height": 4.34
},
{
"x": 65.69,
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"id": "c_9",
"label": "Estrutura 9",
"width": 12.02,
"height": 4.72
},
{
"x": 79.16,
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"id": "c_10",
"label": "Estrutura 10",
"width": 8.540000000000001,
"height": 4.34
},
{
"x": 60.64000000000001,
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"id": "c_11",
"label": "Estrutura 11",
"width": 13.71,
"height": 5.8500000000000005
},
{
"x": 51.13999999999999,
"y": 27.779999999999998,
"id": "c_12",
"label": "Estrutura 12",
"width": 12.629999999999999,
"height": 4.72
},
{
"x": 65.09,
"y": 26.840000000000003,
"id": "c_13",
"label": "Estrutura 13",
"width": 12.629999999999999,
"height": 6.23
},
{
"x": 78.32000000000001,
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"id": "c_14",
"label": "Estrutura 14",
"width": 12.509999999999998,
"height": 5.47
},
{
"x": 91.42,
"y": 27.22,
"id": "c_15",
"label": "Estrutura 15",
"width": 7.7,
"height": 5.09
},
{
"x": 48.5,
"y": 48.16,
"id": "c_16",
"label": "Estrutura 16",
"width": 12.139999999999999,
"height": 7.920000000000001
},
{
"x": 61.24000000000001,
"y": 48.16,
"id": "c_17",
"label": "Estrutura 17",
"width": 13.469999999999999,
"height": 8.110000000000001
},
{
"x": 74.35000000000001,
"y": 47.589999999999996,
"id": "c_18",
"label": "Estrutura 18",
"width": 13.469999999999999,
"height": 6.04
},
{
"x": 88.06,
"y": 48.730000000000004,
"id": "c_19",
"label": "Estrutura 19",
"width": 8.18,
"height": 4.91
},
{
"x": 50.9,
"y": 74.2,
"id": "c_20",
"label": "Estrutura 20",
"width": 12.509999999999998,
"height": 6.79
},
{
"x": 63.77,
"y": 74.58,
"id": "c_21",
"label": "Estrutura 21",
"width": 12.389999999999999,
"height": 7.55
},
{
"x": 76.75,
"y": 75.71,
"id": "c_22",
"label": "Estrutura 22",
"width": 12.389999999999999,
"height": 7.739999999999999
},
{
"x": 89.74,
"y": 74.39,
"id": "c_23",
"label": "Estrutura 23",
"width": 8.18,
"height": 6.04
},
{
"x": 52.1,
"y": 89.48,
"id": "c_24",
"label": "Estrutura 24",
"width": 12.389999999999999,
"height": 7.359999999999999
},
{
"x": 65.09,
"y": 90.42,
"id": "c_25",
"label": "Estrutura 25",
"width": 12.389999999999999,
"height": 7.359999999999999
},
{
"x": 77.60000000000001,
"y": 89.48,
"id": "c_26",
"label": "Estrutura 26",
"width": 12.989999999999998,
"height": 6.04
},
{
"x": 91.06,
"y": 89.67,
"id": "c_27",
"label": "Estrutura 27",
"width": 7.580000000000001,
"height": 5.28
}
],
"imageUrl": "/cards-media/occl_e1770c01fb7c.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_6"
},
"created": "2026-10-08T19:37:06.93771+00:00"
},
{
"id": "4ac98eb8-080f-49b5-80a5-f80381652873",
"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "Caso clínico: fibrose pulmonar com membrana espessada. Qual a consequência?",
"a": "Redução da capacidade de difusão e da PaO2 (hipoxemia por distúrbio de difusão)",
"ref": "Harrison, Medicina Interna (Doenças Pulmonares Intersticiais)",
"group": "Difusao",
"suspended": false,
"clinical": true,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "4ad241c6-1283-452c-a84d-fa8bd3ac3375",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 1.6099999999999999,
"y": 5.92,
"id": "c_1",
"label": "Estrutura 1",
"width": 14.39,
"height": 6.4399999999999995
},
{
"x": 37.13,
"y": 18.8,
"id": "c_2",
"label": "Estrutura 2",
"width": 11.129999999999999,
"height": 4.73
},
{
"x": 1.73,
"y": 56.489999999999995,
"id": "c_3",
"label": "Estrutura 3",
"width": 13.819999999999999,
"height": 3.9800000000000004
},
{
"x": 2.29,
"y": 16.34,
"id": "c_4",
"label": "Estrutura 4",
"width": 14.84,
"height": 7.580000000000001
},
{
"x": 1.8399999999999999,
"y": 31.11,
"id": "c_5",
"label": "Estrutura 5",
"width": 13.819999999999999,
"height": 4.73
},
{
"x": 2.06,
"y": 40.96,
"id": "c_6",
"label": "Estrutura 6",
"width": 15.85,
"height": 7.199999999999999
},
{
"x": 36.79,
"y": 27.51,
"id": "c_7",
"label": "Estrutura 7",
"width": 14.39,
"height": 7.580000000000001
},
{
"x": 36.79,
"y": 41.9,
"id": "c_8",
"label": "Estrutura 8",
"width": 15.620000000000001,
"height": 5.489999999999999
},
{
"x": 36.57,
"y": 55.54,
"id": "c_9",
"label": "Estrutura 9",
"width": 20.79,
"height": 5.489999999999999
},
{
"x": 2.06,
"y": 65.58,
"id": "c_10",
"label": "Estrutura 10",
"width": 14.16,
"height": 6.63
},
{
"x": 2.06,
"y": 76.55999999999999,
"id": "c_11",
"label": "Estrutura 11",
"width": 15.290000000000001,
"height": 8.14
},
{
"x": 2.5100000000000002,
"y": 88.68,
"id": "c_12",
"label": "Estrutura 12",
"width": 15.4,
"height": 8.709999999999999
}
],
"imageUrl": "/cards-media/occl_af6a6ba96f25.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_3"
},
"created": "2026-10-08T19:36:21.89741+00:00"
},
{
"id": "4ad690f2-9c5a-4b45-8c70-a767e311af36",
"deck": "899dfcaf-f124-4391-8d0a-c03a3b277c8c",
"q": "Qual o tratamento da DvW?",
"a": "DESMOPRESSINA (DDAVP): libera FvW dos corpos de Weibel-Palade do endotélio — primeira linha nos tipos 1 e alguns do 2. Casos graves: concentrado de FvW/fator VIII. Evitar AAS e AINEs (pioram o sangramento plaquetário).",
"ref": "Robbins & Cotran (Patologia), Guyton & Hall (Tratado de Fisiologia Médica), Harrison (Medicina Interna)",
"group": "Objetivo 2",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "4adf880c-888c-4b6f-9fe7-0c0fe265fbfb",
"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "Qual a fórmula da pressão transpulmonar?",
"a": "Pressão transpulmonar = pressão alveolar − pressão pleural",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Ventilação Pulmonar)",
"group": "Pressoes",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "4af46c0d-9708-4c44-8e7e-31157cf8c509",
"deck": "8bd079cb-66f4-4091-9b28-f51a9c09aaf3",
"q": "De onde se originam as artérias coronárias?",
"a": "Da aorta ascendente, nos seios aórticos (esquerdo e direito), logo acima da valva aórtica. Coronária esquerda (CE) e coronária direita (CD).",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Harrison (Medicina Interna)",
"group": "Objetivo 1",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.573762+00:00"
},
{
"id": "4b3a18d6-f6bd-4221-9915-37ce29ee3e4e",
"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "Quais os 4 derivados do diafragma?",
"a": "Septo transverso (tendão central), membranas pleuroperitoneais, mesentério esofágico (pilares) e musculatura da parede corporal. Inervação: frênico (C3-C5).",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
"group": "Embriologia — Q4",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "4b50c057-9381-4143-95a9-c8319253a9d7",
"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Qual a função do pneumócito tipo II?",
"a": "Produzir surfactante (célula arredondada e secretora)",
"ref": "Junqueira & Carneiro, Histologia Básica (Sistema Respiratório)",
"group": "Histologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "4bad21e7-234f-43fb-9fc9-f927b99a647b",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Nervos plexo lombar
Carta 3 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
Possuem uma ordem de lateral para medial.
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 21.529999999999998,
"y": 11.65,
"id": "c_1",
"label": "Estrutura 1",
"width": 18.790000000000003,
"height": 3.63
},
{
"x": 7.84,
"y": 51.73,
"id": "c_2",
"label": "Estrutura 2",
"width": 25.569999999999997,
"height": 3.2
},
{
"x": 69.99,
"y": 60.8,
"id": "c_3",
"label": "Estrutura 3",
"width": 30.53,
"height": 3.42
},
{
"x": 74.92999999999999,
"y": 72.19,
"id": "c_4",
"label": "Estrutura 4",
"width": 25.14,
"height": 6.16
},
{
"x": 58.879999999999995,
"y": 82.85,
"id": "c_5",
"label": "Estrutura 5",
"width": 25.729999999999997,
"height": 2.91
},
{
"x": 18.459999999999997,
"y": 81.61,
"id": "c_6",
"label": "Estrutura 6",
"width": 35.65,
"height": 2.9499999999999997
}
],
"imageUrl": "/cards-media/occl_02d31cec2323.webp",
"imageTitle": "Nervos plexo lombar",
"activeMaskId": "c_3"
},
"created": "2026-10-08T18:39:11.804143+00:00"
},
{
"id": "4bd92103-654d-45a6-8753-744f1fc1cb57",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual a inserção do músculo em destaque ?
![\"Imagem](\"/cards-media/img_0ab4e433525f.jpg\")
![\"Imagem](\"/cards-media/img_e78bd6f0163a.jpg\")
",
"a": "Sublávio
![\"Imagem](\"/cards-media/img_de9baf4a8ce5.jpg\")
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T19:36:05.686318+00:00"
},
{
"id": "4c4f24f9-faed-46bd-a565-9249f6e16a30",
"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "Qual a pressão parcial de O2 no ar alveolar?",
"a": "Cerca de 100 mmHg",
"ref": "West, Fisiologia Respiratória (Difusão)",
"group": "Difusao",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "4c8fffd3-91d4-48ec-afdb-288100d2f8cc",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 44.14,
"y": 86.13,
"id": "c_5",
"label": "Estrutura 5",
"width": 40.86,
"height": 13.700000000000001
},
{
"x": 20.34,
"y": 84.17999999999999,
"id": "c_6",
"label": "Estrutura 6",
"width": 16.900000000000002,
"height": 13.700000000000001
},
{
"x": 69.31,
"y": 31.319999999999997,
"id": "c_1",
"label": "Estrutura 1",
"width": 29.310000000000002,
"height": 6.36
},
{
"x": 65.69,
"y": 40.78,
"id": "c_2",
"label": "Estrutura 2",
"width": 31.03,
"height": 5.87
},
{
"x": 63.23,
"y": 49.44,
"id": "c_3",
"label": "Estrutura 3",
"width": 34.32,
"height": 7.9399999999999995
},
{
"x": 62.870000000000005,
"y": 59.8,
"id": "c_4",
"label": "Estrutura 4",
"width": 33.77,
"height": 10.879999999999999
}
],
"imageUrl": "/cards-media/occl_a952f2a419bc.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_3"
},
"created": "2026-10-08T19:36:55.666595+00:00"
},
{
"id": "4c917250-e944-4025-bbc0-7bdf24f4a661",
"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "Efeitos da fumaça de queimadas?",
"a": "PM2.5/PM10 → estresse oxidativo e inflamação; agravamento de asma e DPOC; vulneráveis: crianças, idosos e populações tradicionais.",
"ref": "Guyton & Hall (14ª ed., cap. 38), West (Fisiologia Respiratória), Langman, CHEST 2020",
"group": "Umidade e Queimadas",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "4c91aab9-0142-47b7-bfe0-7f2831187028",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 0.52,
"y": 46.27,
"id": "c_1",
"label": "Estrutura 1",
"width": 12.27,
"height": 5.66
},
{
"x": 36.57,
"y": 46.46,
"id": "c_2",
"label": "Estrutura 2",
"width": 10.96,
"height": 5.66
},
{
"x": 17.62,
"y": 90.8,
"id": "c_3",
"label": "Estrutura 3",
"width": 20.28,
"height": 6.04
}
],
"imageUrl": "/cards-media/occl_c4795b9f44d9.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_2"
},
"created": "2026-10-08T19:36:49.402003+00:00"
},
{
"id": "4c97dc1c-59b5-473f-85cd-398284b93e55",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 39.910000000000004,
"y": 20.150000000000002,
"id": "c_1",
"label": "Estrutura 1",
"width": 23.03,
"height": 5.6000000000000005
},
{
"x": 75.97,
"y": 50.029999999999994,
"id": "c_2",
"label": "Estrutura 2",
"width": 12.870000000000001,
"height": 6.550000000000001
},
{
"x": 79.78,
"y": 71.82,
"id": "c_3",
"label": "Estrutura 3",
"width": 10.639999999999999,
"height": 5.12
},
{
"x": 55.48,
"y": 87.17,
"id": "c_4",
"label": "Estrutura 4",
"width": 25.259999999999998,
"height": 5.48
},
{
"x": 7.51,
"y": 70.63000000000001,
"id": "c_5",
"label": "Estrutura 5",
"width": 15.73,
"height": 5
}
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 15 de 16 • Oclusão de Imagem
",
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Carta 6 de 25 • Oclusão de Imagem
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"q": "Caso clínico: feto de 22 semanas com aorta grande e estenose do tronco pulmonar. Qual a causa?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 13 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 13 revelada na imagem
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Carta 14 de 14 • Oclusão de Imagem
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Carta 2 de 8 • Oclusão de Imagem
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Carta 3 de 5 • Oclusão de Imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
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},
{
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},
{
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},
{
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"label": "Estrutura 4",
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},
{
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"label": "Estrutura 5",
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},
{
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"id": "c_6",
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},
{
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],
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"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "Caso clínico: vômitos repetidos com perda de HCl. Qual o distúrbio?",
"a": "Alcalose metabólica hipoclorêmica",
"ref": "Aires, Fisiologia (Equilíbrio Ácido-Base)",
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"clinical": true,
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},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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{
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},
{
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},
{
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"label": "Estrutura 3",
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],
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"imageTitle": "Oclusão Anatômica",
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{
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Quais as partes da pleura parietal?",
"a": "Costal",
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"clinical": false,
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"tags": [],
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},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"id": "c_1",
"label": "Estrutura 1",
"width": 31.45,
"height": 4.3999999999999995
},
{
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"y": 43.6,
"id": "c_2",
"label": "Estrutura 2",
"width": 18.9,
"height": 5.949999999999999
},
{
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"y": 57.29,
"id": "c_3",
"label": "Estrutura 3",
"width": 18.59,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 17.47,
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},
{
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"id": "c_5",
"label": "Estrutura 5",
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},
{
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"id": "c_6",
"label": "Estrutura 6",
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:18:13.392019+00:00"
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{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
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},
{
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"label": "Estrutura 2",
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},
{
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"id": "c_3",
"label": "Estrutura 3",
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{
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"id": "c_4",
"label": "Estrutura 4",
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"id": "c_6",
"label": "Estrutura 6",
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},
{
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"id": "c_7",
"label": "Estrutura 7",
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},
{
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"id": "c_8",
"label": "Estrutura 8",
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},
{
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"label": "Estrutura 9",
"width": 23.26,
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},
{
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"label": "Estrutura 10",
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],
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"imageTitle": "Oclusão Anatômica",
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},
{
"id": "5162e9fd-f0ff-473a-ad32-6a45ea3cc8a8",
"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "O aumento da afinidade da Hb pelo O2 associa-se a?",
"a": "Aumento do pH",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Sistema Respiratório)",
"group": "Fisiologia",
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"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 8 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
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"id": "c_1",
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{
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"id": "c_5",
"label": "Estrutura 5",
"width": 27.82,
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},
{
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"id": "c_7",
"label": "Estrutura 7",
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"height": 5.55
},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 23.22,
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},
{
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"y": 65.58,
"id": "c_2",
"label": "Estrutura 2",
"width": 19.040000000000003,
"height": 5.87
},
{
"x": 6.279999999999999,
"y": 41.11,
"id": "c_4",
"label": "Estrutura 4",
"width": 13.81,
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{
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"id": "c_6",
"label": "Estrutura 6",
"width": 14.23,
"height": 7.01
},
{
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"id": "c_8",
"label": "Estrutura 8",
"width": 21.709999999999997,
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],
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"imageTitle": "Oclusão Anatômica",
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},
"created": "2026-10-08T19:37:19.023678+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 43.99,
"id": "c_1",
"label": "Estrutura 1",
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},
{
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"label": "Estrutura 2",
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},
{
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"id": "c_3",
"label": "Estrutura 3",
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 21.709999999999997,
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],
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"imageTitle": "Oclusão Anatômica",
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},
{
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"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "Qual receptor medeia a broncodilatação?",
"a": "Receptor beta-2 adrenérgico",
"ref": "acoplado à proteína Gs (aumento de AMPc)",
"group": "Fisiologia",
"suspended": false,
"clinical": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"id": "c_1",
"label": "Estrutura 1",
"width": 23.13,
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},
{
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"y": 86.7,
"id": "c_2",
"label": "Estrutura 2",
"width": 23.93,
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},
{
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:19:00.098713+00:00"
},
{
"id": "51f87e1c-21f8-4320-99ed-6877acddbce8",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
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{
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{
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"created": "2026-10-08T20:17:46.064228+00:00"
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{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Nervos plexo lombar
Carta 5 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
Possuem uma ordem de lateral para medial.
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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{
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},
{
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{
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{
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],
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"imageTitle": "Nervos plexo lombar",
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"created": "2026-10-08T18:39:06.141181+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"id": "c_1",
"label": "Estrutura 1",
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{
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},
{
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"label": "Estrutura 3",
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},
{
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"id": "c_4",
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"width": 21.709999999999997,
"height": 10.23
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],
"imageUrl": "/cards-media/occl_670f41f68b96.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_2"
},
"created": "2026-10-08T19:36:20.9783+00:00"
},
{
"id": "52308e28-8907-4da2-8567-56c7decd0342",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo em destaque ?
",
"a": "![\"Imagem](\"/cards-media/img_f66c94b25802.jpg\")
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T19:36:15.096235+00:00"
},
{
"id": "52691b8a-4d8d-4ad3-98d2-0df5dcce7db3",
"deck": "899dfcaf-f124-4391-8d0a-c03a3b277c8c",
"q": "Qual a diferença clínica entre DvW e hemofilia?",
"a": "DvW: sangramento de padrão PRIMÁRIO (mucocutâneo, imediato, superficial) — defeito plaquetário. Hemofilia (A/B, ligada ao X, deficiência de VIII/IX): sangramento de padrão SECUNDÁRIO (hemartroses, hematomas profundos, tardio) — defeito da coagulação.",
"ref": "Robbins & Cotran (Patologia), Guyton & Hall (Tratado de Fisiologia Médica), Harrison (Medicina Interna)",
"group": "Objetivo 2",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "52a08623-7be5-4103-a567-9c4f2fb2a77d",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
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"clinical": false,
"reverse": false,
"tags": [
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"imageTitle": "Oclusão Anatômica",
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{
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"deck": "899dfcaf-f124-4391-8d0a-c03a3b277c8c",
"q": "Descreva a via EXTRÍNSECA da coagulação.",
"a": "Ativada pelo FATOR TECIDUAL (tromboplastina), liberado quando a parede do vaso é lesada: fator tecidual + fator VII → ativa o fator X. É a via mais rápida e fisiologicamente dominante (in vivo). Testada pelo TP.",
"ref": "Robbins & Cotran (Patologia), Guyton & Hall (Tratado de Fisiologia Médica), Harrison (Medicina Interna)",
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{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"label": "Estrutura 2",
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"id": "c_3",
"label": "Estrutura 3",
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:17:07.872587+00:00"
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 8 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"label": "Estrutura 2",
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"id": "c_3",
"label": "Estrutura 3",
"width": 13.819999999999999,
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{
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"id": "c_4",
"label": "Estrutura 4",
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"id": "c_5",
"label": "Estrutura 5",
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"label": "Estrutura 7",
"width": 14.39,
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{
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"id": "c_8",
"label": "Estrutura 8",
"width": 15.620000000000001,
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},
{
"x": 36.57,
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"id": "c_9",
"label": "Estrutura 9",
"width": 20.79,
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},
{
"x": 2.06,
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"id": "c_10",
"label": "Estrutura 10",
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{
"x": 2.06,
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"id": "c_11",
"label": "Estrutura 11",
"width": 15.290000000000001,
"height": 8.14
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{
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"label": "Estrutura 12",
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"imageTitle": "Oclusão Anatômica",
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"id": "53526699-c37a-482d-b663-3c5831c9e47d",
"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Quais estruturas formam os capilares?",
"a": "Endotélio (com ou sem fenestrações) e lâmina basal",
"ref": "Junqueira & Carneiro, Histologia Básica (Sistema Cardiovascular)",
"group": "Histologia",
"suspended": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
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"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "Origem das pleuras?",
"a": "Pulmões invadem os canais pericardioperitoneais → cavidades pleurais. Visceral: mesoderma esplâncnico (inervação autonômica). Parietal: somático (intercostais/frênico — muito dolorosa).",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
"group": "Embriologia — Q4",
"suspended": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "53f64d45-1e3d-4380-97ec-3ce9b7d1d3ae",
"deck": "8bd079cb-66f4-4091-9b28-f51a9c09aaf3",
"q": "Em qual fase do ciclo cardíaco o fluxo coronário é maior? Por quê?",
"a": "Na DIASTOLE. Durante a sístole, a contração do miocárdio comprime os vasos intramiocárdicos e reduz o fluxo — especialmente no subendocárdio do ventrículo esquerdo, zona mais vulnerável à isquemia.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Harrison (Medicina Interna)",
"group": "Objetivo 1",
"suspended": false,
"clinical": false,
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"created": "2026-10-08T17:52:35.573762+00:00"
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{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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{
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"label": "Estrutura 2",
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"label": "Estrutura 3",
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"label": "Estrutura 4",
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"label": "Estrutura 6",
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"label": "Estrutura 7",
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T19:36:21.89741+00:00"
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 11 de 25 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 11 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"label": "Estrutura 3",
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"label": "Estrutura 8",
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"label": "Estrutura 19",
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"label": "Estrutura 13",
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"id": "c_1",
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"label": "Estrutura 14",
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"label": "Estrutura 15",
"width": 7.3,
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{
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"id": "c_16",
"label": "Estrutura 16",
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{
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"label": "Estrutura 4",
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{
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"id": "c_6",
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"id": "c_12",
"label": "Estrutura 12",
"width": 25.4,
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"label": "Estrutura 10",
"width": 7.9399999999999995,
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"id": "c_25",
"label": "Estrutura 25",
"width": 13.969999999999999,
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{
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"label": "Estrutura 11",
"width": 13.969999999999999,
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{
"x": 8.57,
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"id": "c_7",
"label": "Estrutura 7",
"width": 9.21,
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{
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"id": "c_18",
"label": "Estrutura 18",
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{
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"id": "c_21",
"label": "Estrutura 21",
"width": 14.29,
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"label": "Estrutura 23",
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"imageTitle": "Oclusão Anatômica",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 9 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 9 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"masks": [
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"label": "Estrutura 1",
"width": 12.5,
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{
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"y": 10.15,
"id": "c_2",
"label": "Estrutura 2",
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"id": "c_3",
"label": "Estrutura 3",
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"label": "Estrutura 5",
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"x": 91.13,
"y": 73.96000000000001,
"id": "c_6",
"label": "Estrutura 6",
"width": 7.7700000000000005,
"height": 7.5
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{
"x": 75.68,
"y": 86.82,
"id": "c_7",
"label": "Estrutura 7",
"width": 8.129999999999999,
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"id": "c_8",
"label": "Estrutura 8",
"width": 18.13,
"height": 4.64
},
{
"x": 51.65,
"y": 68.24,
"id": "c_9",
"label": "Estrutura 9",
"width": 11.88,
"height": 7.5
},
{
"x": 15.75,
"y": 82.17,
"id": "c_10",
"label": "Estrutura 10",
"width": 7.06,
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:17:43.726072+00:00"
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"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Como é a cartilagem dos brônquios?",
"a": "Placas descontínuas de cartilagem (não em C)",
"ref": "Junqueira & Carneiro, Histologia Básica (Sistema Respiratório)",
"group": "Histologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "54829a1c-8be7-4847-9c19-31601e39b0d9",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 8 de 15 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"label": "Estrutura 1",
"width": 26.1,
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{
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"label": "Estrutura 2",
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{
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"label": "Estrutura 3",
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"id": "c_4",
"label": "Estrutura 4",
"width": 20.75,
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{
"x": 9.06,
"y": 39.1,
"id": "c_5",
"label": "Estrutura 5",
"width": 30.79,
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"x": 4.82,
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"id": "c_7",
"label": "Estrutura 7",
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{
"x": 69.97,
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"id": "c_8",
"label": "Estrutura 8",
"width": 16.96,
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{
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"label": "Estrutura 10",
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{
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"label": "Estrutura 11",
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"height": 5.8500000000000005
},
{
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"id": "c_12",
"label": "Estrutura 12",
"width": 28.999999999999996,
"height": 9.06
},
{
"x": 63.5,
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"id": "c_13",
"label": "Estrutura 13",
"width": 25.88,
"height": 5.47
},
{
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"label": "Estrutura 14",
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},
{
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],
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"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "Qual o papel do FORAME OVAL na circulação fetal?",
"a": "Permite a passagem do sangue do átrio DIREITO para o ESQUERDO (nunca o contrário), direcionando o sangue mais oxigenado ao ventrículo esquerdo e à aorta ascendente, que irriga cérebro e parte superior do corpo.",
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"created": "2026-10-08T17:52:35.573762+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 1 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"id": "c_1",
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Nervos plexo lombar
Carta 1 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
Possuem uma ordem de lateral para medial.
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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{
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"id": "c_3",
"label": "Estrutura 3",
"width": 30.53,
"height": 3.42
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{
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"y": 72.19,
"id": "c_4",
"label": "Estrutura 4",
"width": 25.14,
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"imageTitle": "Nervos plexo lombar",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 14 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 14 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
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{
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"label": "Estrutura 2",
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{
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"label": "Estrutura 3",
"width": 18.63,
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{
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"id": "c_4",
"label": "Estrutura 4",
"width": 21.21,
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{
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"id": "c_5",
"label": "Estrutura 5",
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"label": "Estrutura 6",
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{
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"id": "c_9",
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"width": 20.47,
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},
{
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"id": "c_10",
"label": "Estrutura 10",
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{
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"label": "Estrutura 11",
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{
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"id": "c_12",
"label": "Estrutura 12",
"width": 19.73,
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{
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"label": "Estrutura 13",
"width": 23.98,
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{
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"label": "Estrutura 14",
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{
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"label": "Estrutura 15",
"width": 26.369999999999997,
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{
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"id": "c_16",
"label": "Estrutura 16",
"width": 24.9,
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{
"x": 52.86,
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"id": "c_17",
"label": "Estrutura 17",
"width": 18.26,
"height": 6.419999999999999
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{
"x": 77.02,
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"id": "c_18",
"label": "Estrutura 18",
"width": 21.95,
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{
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"id": "c_19",
"label": "Estrutura 19",
"width": 11.99,
"height": 3.4000000000000004
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{
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"id": "c_20",
"label": "Estrutura 20",
"width": 17.52,
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],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_14"
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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{
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"label": "Estrutura 2",
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{
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"id": "c_3",
"label": "Estrutura 3",
"width": 23.669999999999998,
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{
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"y": 90.39,
"id": "c_4",
"label": "Estrutura 4",
"width": 14.38,
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{
"x": 9.049999999999999,
"y": 93.8,
"id": "c_5",
"label": "Estrutura 5",
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{
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"id": "c_6",
"label": "Estrutura 6",
"width": 14.2,
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{
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"id": "c_7",
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"width": 12.98,
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{
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"id": "c_8",
"label": "Estrutura 8",
"width": 25.25,
"height": 3.0300000000000002
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{
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"id": "c_9",
"label": "Estrutura 9",
"width": 24.37,
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{
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"id": "c_10",
"label": "Estrutura 10",
"width": 22.8,
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{
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"id": "c_11",
"label": "Estrutura 11",
"width": 23.150000000000002,
"height": 3.5999999999999996
},
{
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"id": "c_12",
"label": "Estrutura 12",
"width": 17.36,
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{
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"id": "c_13",
"label": "Estrutura 13",
"width": 21.92,
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{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 1 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"y": 65.03999999999999,
"id": "c_1",
"label": "Estrutura 1",
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{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
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"id": "c_1",
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{
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"label": "Estrutura 2",
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{
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"label": "Estrutura 3",
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{
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"id": "c_4",
"label": "Estrutura 4",
"width": 21.21,
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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"id": "c_17",
"label": "Estrutura 17",
"width": 18.26,
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},
{
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"label": "Estrutura 18",
"width": 21.95,
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{
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"id": "c_19",
"label": "Estrutura 19",
"width": 11.99,
"height": 3.4000000000000004
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{
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"id": "c_20",
"label": "Estrutura 20",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"masks": [
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{
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{
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"imageTitle": "Oclusão Anatômica",
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{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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{
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"id": "c_4",
"label": "Estrutura 4",
"width": 19.23,
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{
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{
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"width": 20.51,
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{
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"id": "c_9",
"label": "Estrutura 9",
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],
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{
"id": "566e96aa-50a7-43be-ae91-d7b7c4f16624",
"deck": "6634374e-fbf6-49ba-95c4-cb4571955656",
"q": "O que acontece com o barorreflexo em uma hemorragia aguda?",
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Carta 2 de 4 • Oclusão de Imagem
",
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"q": "Qual NÃO é cartilagem do nariz?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
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Carta 5 de 5 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 5 revelada na imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
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"ref": "",
"group": "",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
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"tags": [
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 9 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 9 revelada na imagem
",
"ref": "",
"group": "",
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"tags": [
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"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "De onde surgem as válvulas cardíacas?",
"a": "De proliferações de células do endocárdio e da crista neural: as semilunares se formam ao redor da aorta e do tronco pulmonar, e as atrioventriculares ao redor dos canais AV.",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
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"clinical": false,
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"tags": [
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
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"ref": "",
"group": "",
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"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "Como a pressão torácica (bomba respiratória) auxilia o retorno venoso?",
"a": "Na INSPIRAÇÃO, a pressão intratorácica negativa 'suga' o sangue central, enquanto a pressão intra-abdominal positiva comprime as veias abdominais. Esse gradiente move o sangue dos membros para o tórax a cada respiração.",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 12 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 12 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
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"tags": [
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"q": "Qual a fórmula da capacidade residual funcional?",
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"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Ventilação Pulmonar)",
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Carta 3 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
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Carta 1 de 4 • Oclusão de Imagem
",
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",
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Carta 4 de 11 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
Estruturas que podem cair na prova prática
",
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"q": "Descreva a via INTRÍNSECA da coagulação.",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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Carta 2 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
Ramos subclaviculares.
",
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"q": "Qual receptor medeia a broncoconstrição na asma?",
"a": "Receptor muscarínico M3",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 23 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 23 revelada na imagem
",
"ref": "",
"group": "",
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"tags": [
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"q": "[Caso Clínico] RN com taquipneia, cianose, abdome escavado, murmúrio abolido à esquerda, ictus desviado à direita e ruídos hidroaéreos no tórax. Diagnóstico?",
"a": "Hérnia diafragmática congênita esquerda (Bochdalek) com hipoplasia pulmonar.",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 25 de 27 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 25 revelada na imagem
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Carta 6 de 8 • Oclusão de Imagem
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Carta 5 de 12 • Oclusão de Imagem
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Carta 7 de 27 • Oclusão de Imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 26 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 26 revelada na imagem
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"label": "Estrutura 8",
"width": 5.74,
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{
"x": 91.79,
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"id": "c_9",
"label": "Estrutura 9",
"width": 6.68,
"height": 6.04
},
{
"x": 51.470000000000006,
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"id": "c_25",
"label": "Estrutura 25",
"width": 11.959999999999999,
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},
{
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"label": "Estrutura 12",
"width": 8.91,
"height": 3.5900000000000003
},
{
"x": 39.51,
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"id": "c_16",
"label": "Estrutura 16",
"width": 11.84,
"height": 3.5900000000000003
},
{
"x": 38.34,
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"id": "c_17",
"label": "Estrutura 17",
"width": 11.959999999999999,
"height": 5.06
},
{
"x": 38.22,
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"id": "c_20",
"label": "Estrutura 20",
"width": 12.19,
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},
{
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"id": "c_24",
"label": "Estrutura 24",
"width": 12.31,
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},
{
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"label": "Estrutura 5",
"width": 5.74,
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},
{
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"label": "Estrutura 23",
"width": 11.61,
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},
{
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"id": "c_10",
"label": "Estrutura 10",
"width": 6.21,
"height": 6.529999999999999
},
{
"x": 64.24,
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"id": "c_29",
"label": "Estrutura 29",
"width": 13.01,
"height": 5.38
},
{
"x": 51.580000000000005,
"y": 14.52,
"id": "c_18",
"label": "Estrutura 18",
"width": 11.959999999999999,
"height": 5.71
},
{
"x": 78.9,
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"id": "c_30",
"label": "Estrutura 30",
"width": 12.659999999999998,
"height": 4.89
},
{
"x": 64.96,
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"id": "c_34",
"label": "Estrutura 34",
"width": 10.549999999999999,
"height": 4.32
},
{
"x": 78.48,
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"id": "c_35",
"label": "Estrutura 35",
"width": 13.16,
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],
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"imageTitle": "Oclusão Anatômica",
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},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"id": "c_1",
"label": "Estrutura 1",
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},
{
"x": 68.28999999999999,
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"id": "c_2",
"label": "Estrutura 2",
"width": 31.71,
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},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 18.01,
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}
],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_1"
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"created": "2026-10-08T18:39:35.079325+00:00"
},
{
"id": "5c652d15-f287-4ed7-b68c-09946acba789",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 2.2399999999999998,
"y": 17.43,
"id": "c_1",
"label": "Estrutura 1",
"width": 23.84,
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},
{
"x": 72.06,
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"label": "Estrutura 2",
"width": 24.169999999999998,
"height": 7.5
},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 19.05,
"height": 4.55
},
{
"x": 13.089999999999998,
"y": 88.23,
"id": "c_4",
"label": "Estrutura 4",
"width": 13.33,
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}
],
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"imageTitle": "Oclusão Anatômica",
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},
{
"id": "5cbe6e7d-c350-434b-8682-8ae1b6407683",
"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "Quais são os derivados dos arcos aórticos?",
"a": "1º: artérias maxilar e hioidea (maioria regride); 2º: artéria estapedial e hioidea; 3º: carótidas comuns e internas; 4º: arco aórtico definitivo à esquerda e artéria subclávia direita; 5º: rudimentar ou ausente; 6º: artérias pulmonares e ducto arterioso (do lado esquerdo).",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
"group": "Complementar",
"suspended": false,
"clinical": false,
"reverse": false,
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"created": "2026-10-08T17:52:35.573762+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
"x": 0.91,
"y": 3.82,
"id": "c_1",
"label": "Estrutura 1",
"width": 18.22,
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{
"x": 0.7000000000000001,
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"label": "Estrutura 2",
"width": 18.66,
"height": 5.66
},
{
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"label": "Estrutura 3",
"width": 15.190000000000001,
"height": 4.91
},
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"id": "c_4",
"label": "Estrutura 4",
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},
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"id": "c_6",
"label": "Estrutura 6",
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},
{
"x": 1.13,
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"id": "c_7",
"label": "Estrutura 7",
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},
{
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"y": 68.16,
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}
],
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"deck": "f3dffe84-dc20-4742-b95f-5f984b8eba5b",
"q": "Caso clínico: vítima de incêndio morre por asfixia antes das queimaduras. Por quê?",
"a": "A Hb forma carboxiemoglobina estável com o CO",
"ref": "impedindo o transporte de O2",
"group": "Bioquimica",
"suspended": false,
"clinical": true,
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},
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"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "Qual a PAM de uma PA 140 × 80 mmHg?",
"a": "100 mmHg",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Sistema Cardiovascular)",
"group": "Fisiologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Medula espinal (cadáver do laboratório)
Carta 4 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
Gânglio sensitivo- uma \"bolinha\"/parte mais alargada que sai do saco dural.Nervo Espinal- nervinho mais longe da medula, após o gânglio.\nRaízes anteriores- quando o prof colocar o alfinete por baixo da medula, mais inclinado.\nRaízes posteriores- vai sair próximo a onde sai o nervo, alfinete reto.
",
"ref": "",
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"clinical": false,
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],
"occlusion": {
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},
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},
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},
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}
],
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"imageTitle": "Medula espinal (cadáver do laboratório)",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
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},
{
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"id": "c_5",
"label": "Estrutura 5",
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},
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"y": 89.23,
"id": "c_7",
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"width": 28.449999999999996,
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},
{
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"id": "c_3",
"label": "Estrutura 3",
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},
{
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"id": "c_4",
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},
{
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"label": "Estrutura 6",
"width": 14.23,
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},
{
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"id": "c_8",
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],
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},
"created": "2026-10-08T19:37:13.565071+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
"x": 10.97,
"y": 24.79,
"id": "c_1",
"label": "Estrutura 1",
"width": 7.39,
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 16.11,
"height": 5.24
},
{
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"y": 10.51,
"id": "c_3",
"label": "Estrutura 3",
"width": 13.26,
"height": 9.17
},
{
"x": 62.419999999999995,
"y": 0.15,
"id": "c_4",
"label": "Estrutura 4",
"width": 12.280000000000001,
"height": 7.9799999999999995
},
{
"x": 43.99,
"y": 0.63,
"id": "c_5",
"label": "Estrutura 5",
"width": 9.35,
"height": 8.1
},
{
"x": 30.459999999999997,
"y": 6.93,
"id": "c_6",
"label": "Estrutura 6",
"width": 10.77,
"height": 4.52
},
{
"x": 5.72,
"y": 4.91,
"id": "c_7",
"label": "Estrutura 7",
"width": 21.72,
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}
],
"imageUrl": "/cards-media/occl_2ef000245bca.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_7"
},
"created": "2026-10-08T20:17:53.873193+00:00"
},
{
"id": "5e4ce779-83ca-41e9-a768-b962de3c0943",
"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "Qual o principal determinante da sobrevida na fibrilação ventricular?",
"a": "Desfibrilação precoce",
"ref": "Circulação: Diretriz de Reanimação Cardiopulmonar da American Heart Association",
"group": "Fisiologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
"id": "5e5a7cee-086b-4404-815d-24cbaf566d14",
"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "Qual a fórmula da pressão arterial média?",
"a": "PAM = pressão diastólica + 1/3 (pressão sistólica − pressão diastólica)",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Sistema Cardiovascular)",
"group": "Fisiologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "5ecd234c-ac57-4ac4-a92a-5b6247b1e2e2",
"deck": "899dfcaf-f124-4391-8d0a-c03a3b277c8c",
"q": "O que é a FIBRINÓLISE e qual o papel do D-DÍMERO?",
"a": "Sistema que dissolve o coágulo: a plasmina (ativada pelo ativador do plasminogênio, tPA) degrada a FIBRINA em produtos de degradação. O D-DÍMERO é um fragmento específico da FIBRINA degradada — sua presença indica que houve coagulação E fibrinólise (marcador de trombose ativa, TEP, TVP, DIC).",
"ref": "Robbins & Cotran (Patologia), Guyton & Hall (Tratado de Fisiologia Médica), Harrison (Medicina Interna)",
"group": "Objetivo 1",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "5f20c881-2b45-470e-a8fb-8dd406c4fd3b",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo representado pelo 12 ?
",
"a": "M. orbicular do olho",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T19:36:50.184054+00:00"
},
{
"id": "5f521bf2-fcf9-4c55-846c-550deddf99d7",
"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "O que é a persistência do ducto arterioso (PDA)?",
"a": "O ducto arterioso não se fecha após o nascimento, mantendo shunt da aorta para o tronco pulmonar (esquerda→direita), com sobrecarga pulmonar. Associada à rubéola congênita e à prematuridade. O fechamento é favorecido pela queda das prostaglandinas; o tratamento usa inibidores de prostaglandinas (ex.: AAS/indometacina) ou cirurgia.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
"group": "Complementar",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.573762+00:00"
},
{
"id": "5f55c1c8-6cff-4a79-b096-ba9ecc5dc7bf",
"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "O que caracteriza a alcalose respiratória?",
"a": "pH > 7",
"ref": "45 com PaCO2 < 35 mmHg (queda primária da PaCO2)",
"group": "Fisiologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
"id": "5f5c7bf6-82f9-4e0a-b10b-44ae5e4ae83e",
"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "Cite os 4 componentes da Tetralogia de Fallot.",
"a": "1) Estenose da artéria pulmonar; 2) Aorta em sobreposição (montada) sobre o defeito; 3) Defeito do septo interventricular; 4) Hipertrofia ventricular direita.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
"group": "Objetivo 3",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.573762+00:00"
},
{
"id": "5f5d01f5-60be-41ae-a7b7-2f5c2103e9c8",
"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "Descreva o trajeto do sangue OXIGENADO na circulação fetal.",
"a": "Placenta → veia umbilical → ducto venoso (ou sinusoides hepáticos) → veia cava inferior → átrio direito. Do átrio direito, parte passa pelo forame oval ao átrio esquerdo → ventrículo esquerdo → aorta ascendente → parte superior do corpo.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
"group": "Objetivo 1",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.573762+00:00"
},
{
"id": "5f5d9622-5524-472a-9066-7c8337987934",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 10 de 16 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 10 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"id": "c_1",
"label": "Estrutura 1",
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{
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"height": 3.3300000000000005
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"label": "Estrutura 9",
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"label": "Estrutura 10",
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"label": "Estrutura 11",
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"height": 3.2
},
{
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"id": "c_12",
"label": "Estrutura 12",
"width": 12.17,
"height": 2.93
},
{
"x": 5.93,
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"label": "Estrutura 13",
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"label": "Estrutura 14",
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{
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"label": "Estrutura 15",
"width": 19.32,
"height": 5.47
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{
"x": 11.77,
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"id": "c_16",
"label": "Estrutura 16",
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"imageTitle": "Oclusão Anatômica",
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 10 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 10 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
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"label": "Estrutura 2",
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"label": "Estrutura 3",
"width": 22.98,
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"id": "c_4",
"label": "Estrutura 4",
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"label": "Estrutura 5",
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"label": "Estrutura 6",
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"label": "Estrutura 7",
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"label": "Estrutura 8",
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{
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"id": "c_9",
"label": "Estrutura 9",
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{
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"label": "Estrutura 10",
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"label": "Estrutura 13",
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"label": "Estrutura 14",
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{
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"label": "Estrutura 15",
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{
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"id": "c_16",
"label": "Estrutura 16",
"width": 17.8,
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},
{
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"id": "c_17",
"label": "Estrutura 17",
"width": 6.4399999999999995,
"height": 3
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{
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"label": "Estrutura 18",
"width": 19.77,
"height": 4.35
},
{
"x": 80.51,
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"id": "c_19",
"label": "Estrutura 19",
"width": 17.05,
"height": 3.04
},
{
"x": 78.3,
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"id": "c_20",
"label": "Estrutura 20",
"width": 21.25,
"height": 3.2099999999999995
}
],
"imageUrl": "/cards-media/occl_87bdf410f3e4.jpg",
"imageTitle": "Oclusão Anatômica",
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{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Plexo lombar
Carta 3 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
Possuem ordem de medial para lateral
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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},
{
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"id": "c_2",
"label": "Estrutura 2",
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},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 27.58,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 25.96,
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{
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"id": "c_5",
"label": "Estrutura 5",
"width": 19.98,
"height": 4.58
},
{
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"label": "Estrutura 6",
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],
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"imageTitle": "Plexo lombar",
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{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo representado pelo 16 ?
",
"a": "M. auricular superior",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
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"tags": [],
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"created": "2026-10-08T19:36:51.117123+00:00"
},
{
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Qual o limite anterior da abertura superior do tórax?",
"a": "Margem superior do manúbrio (incisuras claviculares e jugular)",
"ref": "Moore, Anatomia Orientada para a Clínica (Tórax)",
"group": "Anatomia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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{
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 20.89,
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},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 32.89,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 33.650000000000006,
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},
{
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"y": 92.23,
"id": "c_6",
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],
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"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "Qual o valor normal do volume corrente?",
"a": "Cerca de 500 mL",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Ventilação Pulmonar)",
"group": "VolumesCapacidades",
"suspended": false,
"clinical": false,
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"tags": [],
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"created": "2026-10-08T17:52:33.55386+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
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"id": "c_1",
"label": "Estrutura 1",
"width": 9.71,
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},
{
"x": 69.13,
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"id": "c_2",
"label": "Estrutura 2",
"width": 15.93,
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},
{
"x": 1.15,
"y": 70.88,
"id": "c_3",
"label": "Estrutura 3",
"width": 17.48,
"height": 5.11
},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 17.09,
"height": 7.01
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{
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"id": "c_5",
"label": "Estrutura 5",
"width": 9.71,
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{
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"id": "c_7",
"label": "Estrutura 7",
"width": 21.75,
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},
{
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],
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"imageTitle": "Oclusão Anatômica",
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{
"id": "60bc54ce-2ff3-406b-a564-db5e65bb3443",
"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "O que caracteriza a estenose congênita da valva pulmonar ou aórtica?",
"a": "Válvulas fusionadas formando uma cúpula com abertura estreita. Gera trabalho extra para o coração, hipertrofia do ventrículo correspondente e sons cardíacos anormais (sopros).",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
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"created": "2026-10-08T17:52:35.573762+00:00"
},
{
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"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Qual a diferença do músculo esquelético para o cardíaco?",
"a": "Esquelético é multinucleado com núcleos periféricos; cardíaco é mononucleado com núcleo central",
"ref": "Junqueira & Carneiro, Histologia Básica (Tecido Muscular)",
"group": "Histologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Qual a origem da veia ázigo?",
"a": "Junção da veia lombar ascendente direita com a veia subcostal direita (termina na veia cava superior)",
"ref": "Moore, Anatomia Orientada para a Clínica (Tórax)",
"group": "Anatomia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 22 de 25 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 22 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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"id": "c_22",
"label": "Estrutura 22",
"width": 13.33,
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},
{
"x": 76.83,
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"id": "c_24",
"label": "Estrutura 24",
"width": 12.06,
"height": 4.6
},
{
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"y": 20.919999999999998,
"id": "c_3",
"label": "Estrutura 3",
"width": 10.79,
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},
{
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"id": "c_5",
"label": "Estrutura 5",
"width": 19.37,
"height": 5.0200000000000005
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{
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"id": "c_9",
"label": "Estrutura 9",
"width": 23.169999999999998,
"height": 4.6
},
{
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"id": "c_20",
"label": "Estrutura 20",
"width": 12.06,
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{
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"id": "c_26",
"label": "Estrutura 26",
"width": 19.37,
"height": 5.0200000000000005
},
{
"x": 6.98,
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"id": "c_8",
"label": "Estrutura 8",
"width": 12.06,
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 17.78,
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},
{
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"label": "Estrutura 19",
"width": 12.06,
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{
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"id": "c_13",
"label": "Estrutura 13",
"width": 26.979999999999997,
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{
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"id": "c_1",
"label": "Estrutura 1",
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{
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"id": "c_14",
"label": "Estrutura 14",
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{
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"id": "c_15",
"label": "Estrutura 15",
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{
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"label": "Estrutura 16",
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{
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{
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"label": "Estrutura 6",
"width": 8.89,
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},
{
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"id": "c_12",
"label": "Estrutura 12",
"width": 25.4,
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{
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"label": "Estrutura 10",
"width": 7.9399999999999995,
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{
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"id": "c_25",
"label": "Estrutura 25",
"width": 13.969999999999999,
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},
{
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"id": "c_11",
"label": "Estrutura 11",
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{
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"label": "Estrutura 7",
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},
{
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"label": "Estrutura 18",
"width": 22.220000000000002,
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{
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{
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"label": "Estrutura 23",
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"imageTitle": "Oclusão Anatômica",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
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"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"label": "Estrutura 2",
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"label": "Estrutura 3",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
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"group": "",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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{
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"label": "Estrutura 2",
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"id": "c_3",
"label": "Estrutura 3",
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"id": "c_4",
"label": "Estrutura 4",
"width": 19.7,
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:18:02.11895+00:00"
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 12 de 16 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 12 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
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{
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"label": "Estrutura 8",
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{
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"label": "Estrutura 9",
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{
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{
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"label": "Estrutura 12",
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{
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"label": "Estrutura 13",
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{
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"label": "Estrutura 14",
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"label": "Estrutura 16",
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"q": "Medula espinal (peça da laboratório- ignorar alfinetes)
Carta 2 de 2 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
Gânglio- parte mais larga, uma bolinha no nervo.\nNervo- após o Gânglio.
",
"ref": "",
"group": "",
"suspended": false,
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"imageTitle": "Medula espinal (peça da laboratório- ignorar alfinetes)",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 15 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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{
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"label": "Estrutura 12",
"width": 28.999999999999996,
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{
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"label": "Estrutura 13",
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{
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],
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"imageTitle": "Oclusão Anatômica",
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{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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{
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"label": "Estrutura 4",
"width": 12.950000000000001,
"height": 6.13
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{
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"label": "Estrutura 5",
"width": 22.2,
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"id": "c_6",
"label": "Estrutura 6",
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{
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"label": "Estrutura 7",
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{
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:18:44.918972+00:00"
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{
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "O ducto torácico desemboca em qual região?",
"a": "No ângulo venoso esquerdo (junção das veias jugular interna e subclávia esquerdas)",
"ref": "Moore, Anatomia Orientada para a Clínica (Tórax)",
"group": "Anatomia",
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"clinical": false,
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"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "62655045-e51f-401f-a279-bb16bcd3f266",
"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "Como as vias aéreas condicionam o ar inspirado?",
"a": "Vias superiores aquecem, umidificam e filtram o ar até o ponto de saturação isotérmica; ar seco desidrata o ASL → colapso periciliar e falha do clearance mucociliar.",
"ref": "Guyton & Hall (14ª ed., cap. 38), West (Fisiologia Respiratória), Langman, CHEST 2020",
"group": "Umidade e Queimadas",
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"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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{
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"label": "Estrutura 2",
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T19:36:44.215444+00:00"
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"masks": [
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"width": 24.529999999999998,
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{
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"label": "Estrutura 2",
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"label": "Estrutura 3",
"width": 33.410000000000004,
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"id": "c_4",
"label": "Estrutura 4",
"width": 30.03,
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:17:01.528722+00:00"
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 16 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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{
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"label": "Estrutura 8",
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{
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"label": "Estrutura 9",
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"label": "Estrutura 10",
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{
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"label": "Estrutura 11",
"width": 25.650000000000002,
"height": 3.2
},
{
"x": 31.41,
"y": 92.03,
"id": "c_12",
"label": "Estrutura 12",
"width": 12.17,
"height": 2.93
},
{
"x": 5.93,
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"id": "c_13",
"label": "Estrutura 13",
"width": 19.15,
"height": 6.93
},
{
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"id": "c_14",
"label": "Estrutura 14",
"width": 9.09,
"height": 3.73
},
{
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"label": "Estrutura 15",
"width": 19.32,
"height": 5.47
},
{
"x": 11.77,
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"id": "c_16",
"label": "Estrutura 16",
"width": 9.74,
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],
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"imageTitle": "Oclusão Anatômica",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo em destaque ?
![\"Imagem](\"/cards-media/img_2c07d997a5c2.jpg\")
",
"a": "Músculo intercostal íntimo - Faz parte do músculo intercostal interno",
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},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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},
{
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"label": "Estrutura 2",
"width": 5.45,
"height": 4.05
},
{
"x": 87.56,
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"id": "c_3",
"label": "Estrutura 3",
"width": 11.97,
"height": 6.550000000000001
},
{
"x": 81.84,
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"id": "c_4",
"label": "Estrutura 4",
"width": 10.18,
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{
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"label": "Estrutura 5",
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"height": 3.81
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{
"x": 30.659999999999997,
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"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "Qual a PAM de uma PA 190 × 100 mmHg?",
"a": "130 mmHg",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Sistema Cardiovascular)",
"group": "Fisiologia",
"suspended": false,
"clinical": false,
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},
{
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "A síndrome de Ondine (apneia central congênita) reflete falha de qual controle?",
"a": "Controle automático (bulbar) da respiração, com preservação do voluntário",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica, Cap. 41-42 (Síndrome de Ondine); West, Cap. 8",
"group": "Clinico",
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},
{
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Paciente com ICC grave apresenta respiração periódica em crescendo-decrescendo. Qual o padrão?",
"a": "Respiração de Cheyne-Stokes",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica, Cap. 41-42; Harrison, Medicina Interna (Insuficiência Cardíaca)",
"group": "Clinico",
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},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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},
{
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"label": "Estrutura 2",
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},
{
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"label": "Estrutura 3",
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 30.03,
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],
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"imageTitle": "Oclusão Anatômica",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 16 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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{
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{
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"label": "Estrutura 4",
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{
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{
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{
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{
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"label": "Estrutura 8",
"width": 7.3,
"height": 3.3300000000000005
},
{
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"id": "c_9",
"label": "Estrutura 9",
"width": 13.96,
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},
{
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"label": "Estrutura 10",
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},
{
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"id": "c_11",
"label": "Estrutura 11",
"width": 25.650000000000002,
"height": 3.2
},
{
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"id": "c_12",
"label": "Estrutura 12",
"width": 12.17,
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},
{
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"id": "c_13",
"label": "Estrutura 13",
"width": 19.15,
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},
{
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"id": "c_14",
"label": "Estrutura 14",
"width": 9.09,
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},
{
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"id": "c_15",
"label": "Estrutura 15",
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{
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],
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"imageTitle": "Oclusão Anatômica",
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},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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"masks": [
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},
{
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"label": "Estrutura 2",
"width": 11.25,
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{
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"label": "Estrutura 3",
"width": 11.97,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
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{
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"id": "c_5",
"label": "Estrutura 5",
"width": 24.240000000000002,
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{
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"y": 5.82,
"id": "c_6",
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{
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"id": "c_7",
"label": "Estrutura 7",
"width": 20.51,
"height": 12.23
},
{
"x": 1.35,
"y": 81.76,
"id": "c_9",
"label": "Estrutura 9",
"width": 21.11,
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],
"imageUrl": "/cards-media/occl_14a5e144a262.jpg",
"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T18:40:42.489335+00:00"
},
{
"id": "6452a9c6-ecf4-445c-8bc9-c207bb7e2547",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual a inserção do respectivo músculo em destaque?
",
"a": "Peitoral maior
![\"Imagem](\"/cards-media/img_8a14b691cad5.jpg\")
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T19:36:03.867439+00:00"
},
{
"id": "64594a36-253d-437a-b424-4a42a7fee6b7",
"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "O que os bronquíolos NÃO apresentam?",
"a": "Cartilagem e glândulas (possuem camada muscular lisa)",
"ref": "Junqueira & Carneiro, Histologia Básica (Sistema Respiratório)",
"group": "Histologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "6491155a-2c19-4588-8ab4-32a3e77d09f9",
"deck": "899dfcaf-f124-4391-8d0a-c03a3b277c8c",
"q": "Como o AAS (ácido acetilsalicílico) age na hemostasia?",
"a": "Inibe IRREVERSIVELMENTE a COX-1 (ciclooxigenase) plaquetária → bloqueia a síntese de TROMBOXANO A2 (TXA2). Sem TXA2, a plaqueta não se ativa nem agrega adequadamente → efeito ANTIAGREGANTE. Não afeta a cascata de coagulação em si — age na hemostasia PRIMÁRIA.",
"ref": "Robbins & Cotran (Patologia), Guyton & Hall (Tratado de Fisiologia Médica), Harrison (Medicina Interna)",
"group": "Objetivo 4",
"suspended": false,
"clinical": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "65016660-7193-4b93-a4e0-c4a23c1cdd11",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
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"id": "c_5",
"label": "Estrutura 5",
"width": 22.95,
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},
{
"x": 8.61,
"y": 28.549999999999997,
"id": "c_1",
"label": "Estrutura 1",
"width": 22.54,
"height": 5.220000000000001
},
{
"x": 13.320000000000002,
"y": 69.66,
"id": "c_6",
"label": "Estrutura 6",
"width": 30.330000000000002,
"height": 4.89
},
{
"x": 8.200000000000001,
"y": 54,
"id": "c_4",
"label": "Estrutura 4",
"width": 25.2,
"height": 4.73
},
{
"x": 14.57,
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"id": "c_2",
"label": "Estrutura 2",
"width": 23.36,
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{
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"label": "Estrutura 3",
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T19:37:12.165291+00:00"
},
{
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Onde fica a fossa oval com seu limbo?",
"a": "No átrio direito",
"ref": "no septo interatrial",
"group": "Anatomia",
"suspended": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "65948b85-e25f-4b50-93c5-41540c24685b",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 9 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 9 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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"masks": [
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{
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"label": "Estrutura 2",
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{
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"id": "c_3",
"label": "Estrutura 3",
"width": 16.830000000000002,
"height": 7.7299999999999995
},
{
"x": 3.73,
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"id": "c_4",
"label": "Estrutura 4",
"width": 15.950000000000001,
"height": 5.47
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{
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"id": "c_5",
"label": "Estrutura 5",
"width": 13.18,
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{
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"id": "c_6",
"label": "Estrutura 6",
"width": 14.44,
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{
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"id": "c_7",
"label": "Estrutura 7",
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{
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"id": "c_8",
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},
{
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"label": "Estrutura 9",
"width": 6.65,
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{
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"width": 16.950000000000003,
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{
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"id": "c_11",
"label": "Estrutura 11",
"width": 14.06,
"height": 4.8
},
{
"x": 45.29,
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Carta 10 de 11 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 10 revelada na imagem
Estruturas que podem cair na prova prática
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Carta 8 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 11 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 11 revelada na imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 8 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
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"q": "Qual o nome do músculo representado pelo 3 ?
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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Carta 4 de 4 • Oclusão de Imagem
",
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"q": "Caso clínico: paciente submetido a traqueostomia. Quais estruturas são atravessadas?",
"a": "Anéis de cartilagem hialina em C e epitélio respiratório pseudoestratificado colunar ciliado",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
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"q": "Qual a origem do músculo em destaque ?
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"a": "Músculo intercostal interno
![\"Imagem](\"/cards-media/img_4f15d95966df.jpg\")
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
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"q": "Quais fatores coordenam a septação?",
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"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
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"q": "Por que o AAS é contraindicado (ou deve ser evitado) na doença de Von Willebrand?",
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"q": "O que ocorre com o 2",
"a": "3-BPG na altitude?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
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"q": "Quais os músculos inspiratórios em repouso?",
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"created": "2026-10-08T17:52:33.55386+00:00"
},
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 2 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
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"width": 17.97,
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{
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],
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"imageTitle": "Oclusão Anatômica",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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},
{
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"label": "Estrutura 2",
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{
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"label": "Estrutura 3",
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],
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"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "Prevenção e tratamento da SDR?",
"a": "Corticoide antenatal (betametasona, 24-34 sem) acelera a maturação pulmonar em 48-72h; CPAP nasal precoce + surfactante exógeno.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
"group": "Surfactante e SDR",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "6b121ff4-5b7d-4961-aa59-7fa8b83a66ae",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"width": 31.45,
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},
{
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"label": "Estrutura 2",
"width": 18.9,
"height": 5.949999999999999
},
{
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"y": 57.29,
"id": "c_3",
"label": "Estrutura 3",
"width": 18.59,
"height": 7.380000000000001
},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 17.47,
"height": 8.33
},
{
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"label": "Estrutura 5",
"width": 19.38,
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Qual o nervo indicado?
![\"Imagem](\"/cards-media/img_53676efc3dff.jpg\")
",
"a": "Nervo frênico.
Inerva o diafragma.",
"ref": "",
"group": "",
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"created": "2026-10-08T18:39:25.907957+00:00"
},
{
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"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "Qual o caminho do sangue venoso do pé até o coração?",
"a": "Veias digitais e arcos plantares → safenas (superficial) → perfurantes → veias profundas (tibiais → poplítea → femoral → ilíaca externa → ilíaca comum → veia cava inferior → átrio direito).",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Cirurgia Vascular Clássica",
"group": "Objetivo 1",
"suspended": false,
"clinical": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.573762+00:00"
},
{
"id": "6ba4ae25-6288-4d96-a942-74b426cfdd06",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 8 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"label": "Estrutura 9",
"width": 11.88,
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"label": "Estrutura 10",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"label": "Estrutura 2",
"width": 29.38,
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"label": "Estrutura 3",
"width": 27.11,
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"label": "Estrutura 4",
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"id": "c_6",
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:18:28.656697+00:00"
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 9 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 9 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"id": "c_11",
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{
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"label": "Estrutura 27",
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"label": "Estrutura 1",
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"width": 11.61,
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"label": "Estrutura 22",
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"id": "c_28",
"label": "Estrutura 28",
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"label": "Estrutura 21",
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"width": 12.659999999999998,
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{
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"width": 12.659999999999998,
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"label": "Estrutura 13",
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"label": "Estrutura 14",
"width": 10.67,
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{
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{
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"label": "Estrutura 33",
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"label": "Estrutura 8",
"width": 5.74,
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{
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"label": "Estrutura 9",
"width": 6.68,
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{
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"width": 11.959999999999999,
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{
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"label": "Estrutura 16",
"width": 11.84,
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{
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"label": "Estrutura 17",
"width": 11.959999999999999,
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{
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"id": "c_20",
"label": "Estrutura 20",
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"label": "Estrutura 24",
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"label": "Estrutura 5",
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"label": "Estrutura 29",
"width": 13.01,
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"id": "c_18",
"label": "Estrutura 18",
"width": 11.959999999999999,
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{
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"label": "Estrutura 30",
"width": 12.659999999999998,
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{
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"id": "c_34",
"label": "Estrutura 34",
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{
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"label": "Estrutura 35",
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],
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"created": "2026-10-08T19:36:57.476249+00:00"
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"id": "6bc18956-91bd-4973-b73d-bca389d9bc92",
"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "Quais os tratamentos das varizes além das meias?",
"a": "Escleroterapia (injeção de esclerosante — ideal para telangiectasias e varizes reticulares), escleroterapia com espuma, laser/endolaser (fechamento térmico da safena) e cirurgia (safenectomia com ligadura de perfurantes) para casos avançados.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Cirurgia Vascular Clássica",
"group": "Objetivo 5",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "6c05bc62-a04d-4bb4-8f79-af7205f62c02",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"label": "Estrutura 1",
"width": 26.22,
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},
{
"x": 40.38,
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"label": "Estrutura 2",
"width": 26.86,
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{
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"id": "c_3",
"label": "Estrutura 3",
"width": 34.89,
"height": 4.64
},
{
"x": 0.83,
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"id": "c_4",
"label": "Estrutura 4",
"width": 28.76,
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"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "Qual a função das válvulas venosas?",
"a": "São pregas bicúspides do endotélio que garantem fluxo UNIDIRECIONAL (centrípeto). Dividem a coluna de sangue em segmentos, reduzindo a pressão hidrostática sobre as veias distais. A insuficiência valvular causa refluxo e estase.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Cirurgia Vascular Clássica",
"group": "Objetivo 2",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.573762+00:00"
},
{
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Carta 2 de 8 • Oclusão de Imagem
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Carta 4 de 4 • Oclusão de Imagem
",
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Carta 3 de 4 • Oclusão de Imagem
",
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Carta 7 de 8 • Oclusão de Imagem
",
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Carta 10 de 10 • Oclusão de Imagem
",
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Carta 12 de 15 • Oclusão de Imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 17 de 25 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
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"q": "Qual a velocidade da resposta respiratória ao desequilíbrio ácido-base?",
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"ref": "em comparação à resposta renal de horas a dias",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
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Carta 3 de 11 • Oclusão de Imagem
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Carta 2 de 4 • Oclusão de Imagem
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Carta 7 de 11 • Oclusão de Imagem
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Carta 3 de 5 • Oclusão de Imagem
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Carta 8 de 14 • Oclusão de Imagem
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Carta 8 de 8 • Oclusão de Imagem
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Carta 5 de 15 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
"mode": "hide_all_guess_one",
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{
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"label": "Estrutura 3",
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"label": "Estrutura 4",
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{
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"label": "Estrutura 5",
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{
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{
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{
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"label": "Estrutura 8",
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{
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"label": "Estrutura 9",
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{
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"label": "Estrutura 10",
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{
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"id": "c_11",
"label": "Estrutura 11",
"width": 28.78,
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{
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"id": "c_12",
"label": "Estrutura 12",
"width": 28.999999999999996,
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{
"x": 63.5,
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"id": "c_13",
"label": "Estrutura 13",
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{
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"label": "Estrutura 14",
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{
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"label": "Estrutura 15",
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],
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"imageTitle": "Oclusão Anatômica",
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},
{
"id": "7088f09a-b296-4fd9-9f3f-679da019065e",
"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "Qual a espessura normal do lado fino da membrana alvéolo-capilar?",
"a": "0,1 a 0,3 µm",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Sistema Respiratório)",
"group": "Difusao",
"suspended": false,
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},
{
"id": "708c2870-3522-42f5-a3be-7251a90fdea1",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Plexo lombar
Carta 1 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
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"id": "c_1",
"label": "Estrutura 1",
"width": 41.38,
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{
"x": 52.94,
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"id": "c_2",
"label": "Estrutura 2",
"width": 31.480000000000004,
"height": 4.19
},
{
"x": 54.09,
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"id": "c_3",
"label": "Estrutura 3",
"width": 21.95,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 24.19,
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{
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"id": "c_5",
"label": "Estrutura 5",
"width": 19.220000000000002,
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{
"x": 2.1999999999999997,
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"id": "c_6",
"label": "Estrutura 6",
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],
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"imageTitle": "Plexo lombar",
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"created": "2026-10-08T18:39:23.309128+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 4.96,
"y": 64.58,
"id": "c_1",
"label": "Estrutura 1",
"width": 21.88,
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{
"x": 5.27,
"y": 72.31,
"id": "c_2",
"label": "Estrutura 2",
"width": 22.29,
"height": 8.68
},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 21.47,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
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{
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"label": "Estrutura 5",
"width": 18.39,
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{
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"id": "c_6",
"label": "Estrutura 6",
"width": 21.16,
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{
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"id": "c_7",
"label": "Estrutura 7",
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{
"x": 29.709999999999997,
"y": 87.97,
"id": "c_8",
"label": "Estrutura 8",
"width": 22.39,
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},
{
"x": 38.24,
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"id": "c_9",
"label": "Estrutura 9",
"width": 21.88,
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},
{
"x": 38.24,
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"id": "c_10",
"label": "Estrutura 10",
"width": 22.7,
"height": 6.98
},
{
"x": 38.34,
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"id": "c_11",
"label": "Estrutura 11",
"width": 22.39,
"height": 5.66
},
{
"x": 38.14,
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"id": "c_12",
"label": "Estrutura 12",
"width": 20.849999999999998,
"height": 6.23
}
],
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"imageTitle": "Oclusão Anatômica",
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},
"created": "2026-10-08T19:36:38.562803+00:00"
},
{
"id": "70e8f14d-d3d8-49c2-8145-159fa9b017f9",
"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Qual o tipo de epitélio do endotélio vascular?",
"a": "Epitélio pavimentoso simples",
"ref": "Junqueira & Carneiro, Histologia Básica (Sistema Cardiovascular)",
"group": "Histologia",
"suspended": false,
"clinical": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
"id": "710496c1-f45e-4ce9-b6df-2f8914a47473",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 49.1,
"y": 10.03,
"id": "c_1",
"label": "Estrutura 1",
"width": 20.44,
"height": 6.1
},
{
"x": 78.03,
"y": 83.46000000000001,
"id": "c_2",
"label": "Estrutura 2",
"width": 15.47,
"height": 7.01
},
{
"x": 3.5900000000000003,
"y": 63.6,
"id": "c_3",
"label": "Estrutura 3",
"width": 17.580000000000002,
"height": 7.23
}
],
"imageUrl": "/cards-media/occl_109113b90329.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_2"
},
"created": "2026-10-08T18:39:33.643182+00:00"
},
{
"id": "7137f7cd-f2fe-461f-b1ba-99a3ed030574",
"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Quais camadas compõem a barreira sangue-ar?",
"a": "Pneumócito tipo I",
"ref": "lâmina basal e endotélio do capilar (lado fino: 0",
"group": "Histologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "714e5116-9a65-4620-b25f-d9d4f30b3a35",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
"x": 1.76,
"y": 35.74,
"id": "c_1",
"label": "Estrutura 1",
"width": 11.37,
"height": 7.62
},
{
"x": 22.79,
"y": 79.32000000000001,
"id": "c_2",
"label": "Estrutura 2",
"width": 7.61,
"height": 5.83
},
{
"x": 39.98,
"y": 79.43,
"id": "c_3",
"label": "Estrutura 3",
"width": 17.02,
"height": 3.81
},
{
"x": 78.52,
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"id": "c_4",
"label": "Estrutura 4",
"width": 13.420000000000002,
"height": 4.3999999999999995
},
{
"x": 78.75999999999999,
"y": 22.29,
"id": "c_5",
"label": "Estrutura 5",
"width": 19.64,
"height": 3.93
}
],
"imageUrl": "/cards-media/occl_b0e3387043a2.webp",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_4"
},
"created": "2026-10-08T20:16:48.503301+00:00"
},
{
"id": "71722fcb-b867-4edc-a0e0-b6d48be1423c",
"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "Qual o valor normal do gradiente A-a?",
"a": "Cerca de 5-15 mmHg",
"ref": "West, Fisiologia Respiratória (Relação V/Q)",
"group": "VentilacaoPerfusao",
"suspended": false,
"clinical": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "71aacb2e-d3f1-41c6-ac5e-5590a62b37d6",
"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "Do que o débito cardíaco NÃO depende diretamente?",
"a": "Da resistência vascular periférica",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Sistema Cardiovascular)",
"group": "Fisiologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
"id": "71b91ca5-db73-46eb-91d4-1383cc33dd13",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 2.17,
"y": 28.720000000000002,
"id": "c_1",
"label": "Estrutura 1",
"width": 13.930000000000001,
"height": 4.64
},
{
"x": 23.52,
"y": 77.64999999999999,
"id": "c_2",
"label": "Estrutura 2",
"width": 21.08,
"height": 4.64
},
{
"x": 0.21,
"y": 77.53,
"id": "c_3",
"label": "Estrutura 3",
"width": 20.990000000000002,
"height": 4.3999999999999995
},
{
"x": 43.169999999999995,
"y": 7.53,
"id": "c_4",
"label": "Estrutura 4",
"width": 21.790000000000003,
"height": 5.24
},
{
"x": 61.39,
"y": 14.08,
"id": "c_5",
"label": "Estrutura 5",
"width": 15,
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},
{
"x": 78.45,
"y": 12.29,
"id": "c_6",
"label": "Estrutura 6",
"width": 13.930000000000001,
"height": 4.17
},
{
"x": 70.14,
"y": 89.55,
"id": "c_7",
"label": "Estrutura 7",
"width": 23.76,
"height": 4.88
},
{
"x": 22.09,
"y": 16.93,
"id": "c_8",
"label": "Estrutura 8",
"width": 15,
"height": 5.12
}
],
"imageUrl": "/cards-media/occl_015b594c3118.webp",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_7"
},
"created": "2026-10-08T20:17:30.173656+00:00"
},
{
"id": "71e2783f-62f7-49e6-aff7-6abb4ea70ac8",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
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"y": 67.21000000000001,
"id": "c_5",
"label": "Estrutura 5",
"width": 22.95,
"height": 2.12
},
{
"x": 8.61,
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"id": "c_1",
"label": "Estrutura 1",
"width": 22.54,
"height": 5.220000000000001
},
{
"x": 13.320000000000002,
"y": 69.66,
"id": "c_6",
"label": "Estrutura 6",
"width": 30.330000000000002,
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{
"x": 8.200000000000001,
"y": 54,
"id": "c_4",
"label": "Estrutura 4",
"width": 25.2,
"height": 4.73
},
{
"x": 14.57,
"y": 36.41,
"id": "c_2",
"label": "Estrutura 2",
"width": 23.36,
"height": 2.2800000000000002
},
{
"x": 16.1,
"y": 39.32,
"id": "c_3",
"label": "Estrutura 3",
"width": 32.379999999999995,
"height": 3.5900000000000003
}
],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_5"
},
"created": "2026-10-08T19:37:12.165291+00:00"
},
{
"id": "72242ff6-a9f2-4fe2-869a-0ceb956f8698",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
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"y": 37.97,
"id": "c_1",
"label": "Estrutura 1",
"width": 30.919999999999998,
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{
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"id": "c_2",
"label": "Estrutura 2",
"width": 31.380000000000003,
"height": 12.08
},
{
"x": 50.349999999999994,
"y": 79.67,
"id": "c_3",
"label": "Estrutura 3",
"width": 24.3,
"height": 5.47
},
{
"x": 51.53,
"y": 90.24,
"id": "c_4",
"label": "Estrutura 4",
"width": 14.16,
"height": 5.47
},
{
"x": 48.699999999999996,
"y": 25.71,
"id": "c_5",
"label": "Estrutura 5",
"width": 21,
"height": 3.2099999999999995
},
{
"x": 49.17,
"y": 29.29,
"id": "c_6",
"label": "Estrutura 6",
"width": 23.36,
"height": 6.41
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],
"imageUrl": "/cards-media/occl_ee5888c5dba1.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_4"
},
"created": "2026-10-08T19:37:11.48528+00:00"
},
{
"id": "726f2a9d-1da2-45eb-9503-fb29f339e4ae",
"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Qual a função da crista terminal no átrio direito?",
"a": "Marcar a transição entre a parte lisa e a parte rugosa (músculos pectíneos)",
"ref": "Moore, Anatomia Orientada para a Clínica (Tórax)",
"group": "Anatomia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "72819fb9-4c8f-403d-96e0-42512190666a",
"deck": "8bd079cb-66f4-4091-9b28-f51a9c09aaf3",
"q": "Qual o principal mecanismo de regulação local do fluxo coronário?",
"a": "A regulação METABÓLICA: quando o consumo de O2 aumenta, substâncias vasodilatadoras (principalmente ADENOSINA, além de K+, CO2, lactato e adenosina difosfato) relaxam as arteríolas. Há também autorregulação do fluxo entre ~60 e 200 mmHg de pressão.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Harrison (Medicina Interna)",
"group": "Objetivo 1",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.573762+00:00"
},
{
"id": "7290a376-8e61-4c73-86d0-3a3cdc6490c2",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 28 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 28 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 91.56,
"y": 70.30999999999999,
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"width": 10.549999999999999,
"height": 4.32
},
{
"x": 78.48,
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"id": "c_35",
"label": "Estrutura 35",
"width": 13.16,
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}
],
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"imageTitle": "Oclusão Anatômica",
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},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo representado pelo 19 ?
",
"a": "M. levantador do ângulo da boca",
"ref": "",
"group": "",
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},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual a origem do músculo em destaque ?
",
"a": "Músculo subclávio
![\"Imagem](\"/cards-media/img_e77f07bd7228.jpg\")
",
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"created": "2026-10-08T19:36:05.686318+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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{
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"deck": "f3dffe84-dc20-4742-b95f-5f984b8eba5b",
"q": "Caso clínico: diabética com glicemia normal e HbA1c elevada. O que isso indica?",
"a": "Episódios hiperglicêmicos nos últimos 90 dias (mau controle crônico)",
"ref": "Baynes & Dominiczak, Bioquímica Médica (Hemoglobina Glicada)",
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},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo representado pelo 1 ?
",
"a": "M. mentual",
"ref": "",
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"tags": [],
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{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
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{
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],
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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{
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{
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{
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Qual a inervação dos corpos carotídeos?",
"a": "Nervo glossofaríngeo (IX), via nervo do seio carotídeo",
"ref": "West, Fisiologia Respiratória, Cap. 8",
"group": "ControleQuimico",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "749dee82-c942-42e4-9b8c-43f4911b4e09",
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"q": "Qual a conduta na intoxicação por anestésico inalatório?",
"a": "Interromper o gás (diminuir sua pressão parcial para eliminar por gradiente) e aumentar a ventilação e a FiO2",
"ref": "Aires, Fisiologia (Sistema Respiratório)",
"group": "Fisiologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
"id": "74a8c80d-dbd3-4019-92c9-378c2b13245d",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 16 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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{
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{
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"id": "c_4",
"label": "Estrutura 4",
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{
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{
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{
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{
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"label": "Estrutura 10",
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{
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"label": "Estrutura 11",
"width": 25.650000000000002,
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{
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"label": "Estrutura 12",
"width": 12.17,
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},
{
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"label": "Estrutura 13",
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{
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{
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"width": 19.32,
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{
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{
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"deck": "899dfcaf-f124-4391-8d0a-c03a3b277c8c",
"q": "Como a doença de Von Willebrand (DvW) é herdada e quais são seus tipos?",
"a": "Herança AUTOSÔMICA (dominante nos tipos 1 e 2; recessiva no tipo 3). Tipo 1: deficiência QUANTITATIVA parcial (o mais comum, ~70-80%). Tipo 2: defeito QUALITATIVO (disfunção do FvW). Tipo 3: deficiência QUANTITATIVA total (grave, recessiva).",
"ref": "Robbins & Cotran (Patologia), Guyton & Hall (Tratado de Fisiologia Médica), Harrison (Medicina Interna)",
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"created": "2026-10-08T17:52:35.022941+00:00"
},
{
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"deck": "f3dffe84-dc20-4742-b95f-5f984b8eba5b",
"q": "Qual o produto da ligação da Hb ao monóxido de carbono?",
"a": "Carboxiemoglobina (composto estável",
"ref": "sem transporte de O2)",
"group": "Bioquimica",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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{
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{
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{
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"id": "c_7",
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"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "Caso clínico: edema pulmonar agudo. Qual o mecanismo da hipoxemia?",
"a": "Espessamento da barreira alvéolo-capilar com redução da difusão de O2",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Sistema Respiratório)",
"group": "Difusao",
"suspended": false,
"clinical": true,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "75ca5960-c404-4df6-9562-f42752567fa9",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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{
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"label": "Estrutura 3",
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{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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{
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{
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{
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"id": "c_4",
"label": "Estrutura 4",
"width": 25.11,
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{
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{
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"q": "O que é o efeito Haldane?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
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"group": "",
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"q": "Qual o principal músculo inspiratório?",
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"q": "Por que o CO causa asfixia em incêndios?",
"a": "O CO compete pelo sítio de ligação do O2 e forma carboxiemoglobina estável",
"ref": "Baynes & Dominiczak, Bioquímica Médica (Transporte de Gases)",
"group": "Bioquimica",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 8 de 25 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
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"tags": [
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"q": "Medula Espinal (sintética)
Carta 6 de 11 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
Estruturas que podem cair na prova prática
",
"ref": "",
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Qual estrutura detecta principalmente a PaO2 (hipóxia)?",
"a": "Corpos carotídeos (quimiorreceptores periféricos)",
"ref": "West, Fisiologia Respiratória, Cap. 8; Levitzky, Pulmonary Physiology, Cap. 9",
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},
{
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"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "De quais estruturas embrionárias deriva o coração?",
"a": "Principalmente do mesoderma lateral esplâncnico, com contribuição do mesoderma faríngeo e de células da crista neural.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
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},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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},
{
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"y": 14.580000000000002,
"id": "c_3",
"label": "Estrutura 3",
"width": 41.06,
"height": 2.45
},
{
"x": 33.51,
"y": 20.61,
"id": "c_4",
"label": "Estrutura 4",
"width": 12.82,
"height": 2.83
},
{
"x": 33.82,
"y": 24.01,
"id": "c_5",
"label": "Estrutura 5",
"width": 13.34,
"height": 2.26
},
{
"x": 33.71,
"y": 26.840000000000003,
"id": "c_6",
"label": "Estrutura 6",
"width": 13.44,
"height": 2.64
},
{
"x": 3.51,
"y": 24.2,
"id": "c_7",
"label": "Estrutura 7",
"width": 16.96,
"height": 3.4000000000000004
},
{
"x": 3.4099999999999997,
"y": 27.97,
"id": "c_8",
"label": "Estrutura 8",
"width": 17.580000000000002,
"height": 4.53
},
{
"x": 3.7199999999999998,
"y": 33.07,
"id": "c_9",
"label": "Estrutura 9",
"width": 19.03,
"height": 4.34
},
{
"x": 3.3099999999999996,
"y": 44.01,
"id": "c_10",
"label": "Estrutura 10",
"width": 13.44,
"height": 3.4000000000000004
},
{
"x": 3.3099999999999996,
"y": 48.35,
"id": "c_11",
"label": "Estrutura 11",
"width": 14.17,
"height": 3.9600000000000004
},
{
"x": 3.4099999999999997,
"y": 52.88,
"id": "c_12",
"label": "Estrutura 12",
"width": 20.369999999999997,
"height": 4.72
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],
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"imageTitle": "Oclusão Anatômica",
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},
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
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"id": "c_1",
"label": "Estrutura 1",
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{
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"id": "c_2",
"label": "Estrutura 2",
"width": 21.790000000000003,
"height": 4.05
},
{
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"y": 22.759999999999998,
"id": "c_3",
"label": "Estrutura 3",
"width": 13.04,
"height": 3.5700000000000003
},
{
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"y": 81.58,
"id": "c_4",
"label": "Estrutura 4",
"width": 10.72,
"height": 6.9
},
{
"x": 42.63,
"y": 76.58,
"id": "c_5",
"label": "Estrutura 5",
"width": 10.81,
"height": 7.380000000000001
},
{
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"y": 72.41,
"id": "c_6",
"label": "Estrutura 6",
"width": 11.16,
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],
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"imageTitle": "Oclusão Anatômica",
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},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Plexo sacral
Carta 3 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
Nervo isquiático se divide em -> N. Fibular comum (lateral) e N. Tibial (medial)\n\nN. Fibular comum -> N. Fibular superficial (lateral) e N. Fibular profundo (anterior)\n\n\nNervo sural = N. Fibular comum + N. Tibial
",
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"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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{
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"y": 10.68,
"id": "c_1",
"label": "Estrutura 1",
"width": 22.35,
"height": 3.7800000000000002
},
{
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"y": 36.76,
"id": "c_2",
"label": "Estrutura 2",
"width": 15.079999999999998,
"height": 2.2399999999999998
},
{
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"y": 51.59,
"id": "c_3",
"label": "Estrutura 3",
"width": 33.93,
"height": 2.86
},
{
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"y": 64.22,
"id": "c_4",
"label": "Estrutura 4",
"width": 29.67,
"height": 2.8899999999999997
},
{
"x": 5.680000000000001,
"y": 75.18,
"id": "c_5",
"label": "Estrutura 5",
"width": 35.55,
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],
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"imageTitle": "Plexo sacral",
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Por que oxigenoterapia em altas doses pode ser perigosa no DPOC com hipóxia crônica?",
"a": "Pode suprimir o drive hipóxico dominante e causar hipoventilação com hipercapnia",
"ref": "West, Fisiologia Respiratória, Cap. 8; Harrison, Medicina Interna (DPOC)",
"group": "Clinico",
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"reverse": false,
"tags": [],
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},
{
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "O epicárdio corresponde a qual lâmina?",
"a": "À lâmina visceral do pericárdio seroso",
"ref": "Moore, Anatomia Orientada para a Clínica (Tórax)",
"group": "Anatomia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "795e8bb8-21f4-46f9-b00b-54b18a11d7bd",
"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Quais glândulas a traqueia apresenta?",
"a": "Glândulas seromucosas na lâmina própria/submucosa",
"ref": "Junqueira & Carneiro, Histologia Básica (Sistema Respiratório)",
"group": "Histologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
"id": "798815fc-d7c5-4836-bb7d-054da0c009fe",
"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "Qual a pressão de retração elástica do pulmão?",
"a": "A força que tende a colapsar o pulmão",
"ref": "equilibrada pela pressão pleural negativa",
"group": "Pressoes",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "799a3de1-ba1f-462f-afec-4c52b22d051e",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Nervos plexo lombar
Carta 6 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
Possuem uma ordem de lateral para medial.
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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"y": 11.65,
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"label": "Estrutura 1",
"width": 18.790000000000003,
"height": 3.63
},
{
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"y": 51.73,
"id": "c_2",
"label": "Estrutura 2",
"width": 25.569999999999997,
"height": 3.2
},
{
"x": 69.99,
"y": 60.8,
"id": "c_3",
"label": "Estrutura 3",
"width": 30.53,
"height": 3.42
},
{
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"y": 72.19,
"id": "c_4",
"label": "Estrutura 4",
"width": 25.14,
"height": 6.16
},
{
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"y": 82.85,
"id": "c_5",
"label": "Estrutura 5",
"width": 25.729999999999997,
"height": 2.91
},
{
"x": 18.459999999999997,
"y": 81.61,
"id": "c_6",
"label": "Estrutura 6",
"width": 35.65,
"height": 2.9499999999999997
}
],
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"imageTitle": "Nervos plexo lombar",
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"created": "2026-10-08T18:39:12.555403+00:00"
},
{
"id": "79be4983-cfa5-440d-8063-128ec44461e9",
"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "A valva tricúspide localiza-se?",
"a": "Entre o átrio direito e o ventrículo direito (3 cúspides: anterior",
"ref": "posterior e septal)",
"group": "Anatomia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "79e4e75f-8121-4f61-a43b-385db6b031a0",
"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "O óstio faríngeo da tuba auditiva localiza-se em?",
"a": "Parte nasal da faringe (nasofaringe)",
"ref": "Moore, Anatomia Orientada para a Clínica (Cabeça e Pescoço)",
"group": "Anatomia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "79e7aa67-47b0-494b-b636-2aec62dbc667",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"y": 37.97,
"id": "c_1",
"label": "Estrutura 1",
"width": 30.919999999999998,
"height": 10.94
},
{
"x": 37.85,
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"id": "c_2",
"label": "Estrutura 2",
"width": 31.380000000000003,
"height": 12.08
},
{
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"y": 79.67,
"id": "c_3",
"label": "Estrutura 3",
"width": 24.3,
"height": 5.47
},
{
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"y": 90.24,
"id": "c_4",
"label": "Estrutura 4",
"width": 14.16,
"height": 5.47
},
{
"x": 48.699999999999996,
"y": 25.71,
"id": "c_5",
"label": "Estrutura 5",
"width": 21,
"height": 3.2099999999999995
},
{
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"y": 29.29,
"id": "c_6",
"label": "Estrutura 6",
"width": 23.36,
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],
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"imageTitle": "Oclusão Anatômica",
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},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 8.540000000000001,
"id": "c_1",
"label": "Estrutura 1",
"width": 25.380000000000003,
"height": 9.43
},
{
"x": 52.03,
"y": 24.01,
"id": "c_2",
"label": "Estrutura 2",
"width": 46.7,
"height": 5.8500000000000005
},
{
"x": 52.239999999999995,
"y": 35.52,
"id": "c_3",
"label": "Estrutura 3",
"width": 45.42,
"height": 6.04
},
{
"x": 53.73,
"y": 47.03,
"id": "c_4",
"label": "Estrutura 4",
"width": 43.93,
"height": 17.169999999999998
}
],
"imageUrl": "/cards-media/occl_d90ebe799755.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_3"
},
"created": "2026-10-08T19:36:52.785428+00:00"
},
{
"id": "7a77fb8c-0b3f-457c-b280-f277bfb7f487",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 23 de 25 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 23 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 74.29,
"y": 60.25,
"id": "c_22",
"label": "Estrutura 22",
"width": 13.33,
"height": 3.7699999999999996
},
{
"x": 76.83,
"y": 69.04,
"id": "c_24",
"label": "Estrutura 24",
"width": 12.06,
"height": 4.6
},
{
"x": 77.78,
"y": 20.919999999999998,
"id": "c_3",
"label": "Estrutura 3",
"width": 10.79,
"height": 4.18
},
{
"x": 4.130000000000001,
"y": 29.709999999999997,
"id": "c_5",
"label": "Estrutura 5",
"width": 19.37,
"height": 5.0200000000000005
},
{
"x": 4.760000000000001,
"y": 57.32000000000001,
"id": "c_9",
"label": "Estrutura 9",
"width": 23.169999999999998,
"height": 4.6
},
{
"x": 77.14,
"y": 49.79,
"id": "c_20",
"label": "Estrutura 20",
"width": 12.06,
"height": 2.5100000000000002
},
{
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"y": 89.96,
"id": "c_26",
"label": "Estrutura 26",
"width": 19.37,
"height": 5.0200000000000005
},
{
"x": 6.98,
"y": 53.14,
"id": "c_8",
"label": "Estrutura 8",
"width": 12.06,
"height": 3.35
},
{
"x": 78.41,
"y": 16.32,
"id": "c_2",
"label": "Estrutura 2",
"width": 17.78,
"height": 4.18
},
{
"x": 78.41,
"y": 46.86,
"id": "c_19",
"label": "Estrutura 19",
"width": 12.06,
"height": 2.09
},
{
"x": 4.760000000000001,
"y": 80.75,
"id": "c_13",
"label": "Estrutura 13",
"width": 26.979999999999997,
"height": 5.4399999999999995
},
{
"x": 8.57,
"y": 17.990000000000002,
"id": "c_1",
"label": "Estrutura 1",
"width": 9.21,
"height": 3.7699999999999996
},
{
"x": 5.4,
"y": 87.03,
"id": "c_14",
"label": "Estrutura 14",
"width": 27.62,
"height": 3.7699999999999996
},
{
"x": 4.44,
"y": 91.21000000000001,
"id": "c_15",
"label": "Estrutura 15",
"width": 7.3,
"height": 4.6
},
{
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"id": "c_16",
"label": "Estrutura 16",
"width": 14.77,
"height": 7.16
},
{
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"y": 23.01,
"id": "c_4",
"label": "Estrutura 4",
"width": 26.979999999999997,
"height": 5.0200000000000005
},
{
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"y": 37.66,
"id": "c_6",
"label": "Estrutura 6",
"width": 8.89,
"height": 5.0200000000000005
},
{
"x": 6.98,
"y": 76.14999999999999,
"id": "c_12",
"label": "Estrutura 12",
"width": 25.4,
"height": 4.18
},
{
"x": 3.81,
"y": 62.760000000000005,
"id": "c_10",
"label": "Estrutura 10",
"width": 7.9399999999999995,
"height": 3.7699999999999996
},
{
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"y": 74.48,
"id": "c_25",
"label": "Estrutura 25",
"width": 13.969999999999999,
"height": 8.37
},
{
"x": 8.89,
"y": 71.13000000000001,
"id": "c_11",
"label": "Estrutura 11",
"width": 13.969999999999999,
"height": 4.6
},
{
"x": 8.57,
"y": 48.949999999999996,
"id": "c_7",
"label": "Estrutura 7",
"width": 9.21,
"height": 4.18
},
{
"x": 73.97,
"y": 36.82,
"id": "c_18",
"label": "Estrutura 18",
"width": 22.220000000000002,
"height": 4.18
},
{
"x": 73.97,
"y": 53.14,
"id": "c_21",
"label": "Estrutura 21",
"width": 14.29,
"height": 5.86
},
{
"x": 78.10000000000001,
"y": 64.02,
"id": "c_23",
"label": "Estrutura 23",
"width": 18.41,
"height": 4.6
}
],
"imageUrl": "/cards-media/occl_e7dde8c24c2b.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_23"
},
"created": "2026-10-08T19:37:15.837428+00:00"
},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 58.989999999999995,
"id": "c_1",
"label": "Estrutura 1",
"width": 21.98,
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 20.53,
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},
{
"x": 71.53,
"y": 93.73,
"id": "c_3",
"label": "Estrutura 3",
"width": 11.61,
"height": 2.91
},
{
"x": 85.07000000000001,
"y": 21.89,
"id": "c_4",
"label": "Estrutura 4",
"width": 15.28,
"height": 4.12
},
{
"x": 65.75999999999999,
"y": 4.65,
"id": "c_5",
"label": "Estrutura 5",
"width": 34.06,
"height": 3.85
},
{
"x": 7.04,
"y": 5.53,
"id": "c_6",
"label": "Estrutura 6",
"width": 34.55,
"height": 4.47
}
],
"imageUrl": "/cards-media/occl_81e132f888df.webp",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_4"
},
"created": "2026-10-08T18:40:04.967403+00:00"
},
{
"id": "7a806070-8560-4fbd-8bca-3a116f3501b1",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Plexo cervical
Carta 4 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
Ramos subclaviculares.
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"y": 20.21,
"id": "c_1",
"label": "Estrutura 1",
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"height": 3.64
},
{
"x": 6.68,
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"label": "Estrutura 3",
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},
{
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"imageTitle": "Plexo cervical",
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"created": "2026-10-08T18:39:18.853163+00:00"
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"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "Fórmula das gerações brônquicas?",
"a": "17 gerações intrauterinas (até o 6º mês) + 7 pós-natais (até ~8 anos) = 24 gerações totais.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
"group": "Embriologia — Q4",
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"created": "2026-10-08T17:52:35.022941+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 1.63,
"y": 32.769999999999996,
"id": "c_1",
"label": "Estrutura 1",
"width": 14.14,
"height": 5.71
},
{
"x": 0.51,
"y": 53.949999999999996,
"id": "c_2",
"label": "Estrutura 2",
"width": 15.73,
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},
{
"x": 1.47,
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"id": "c_3",
"label": "Estrutura 3",
"width": 16.84,
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},
{
"x": 21.65,
"y": 82.28999999999999,
"id": "c_4",
"label": "Estrutura 4",
"width": 16.04,
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{
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"label": "Estrutura 5",
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"id": "c_6",
"label": "Estrutura 6",
"width": 14.46,
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{
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"id": "c_7",
"label": "Estrutura 7",
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},
{
"x": 79.78,
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"label": "Estrutura 8",
"width": 18.43,
"height": 7.02
},
{
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"id": "c_9",
"label": "Estrutura 9",
"width": 20.810000000000002,
"height": 4.17
},
{
"x": 79.94,
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"id": "c_10",
"label": "Estrutura 10",
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],
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"imageTitle": "Oclusão Anatômica",
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},
{
"id": "7ad12f14-2559-49ad-8335-66d170b835b0",
"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "Qual o efeito da acidose grave (pH 7",
"a": "1) sobre os neurônios?",
"ref": "Neurônios menos excitáveis",
"group": "Fisiologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
"id": "7aee8473-4ffa-44cf-8e6c-5ee80db544af",
"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Qual músculo gera ~75% do volume corrente em repouso?",
"a": "Diafragma",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Ventilação Pulmonar); West, Fisiologia Respiratória, Cap. 8",
"group": "EstruturasNeurais",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "7aff7cf2-b75a-4ffe-83c1-aff7b242d5f7",
"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "O que caracteriza o pneumotórax hipertensivo?",
"a": "Acúmulo progressivo de ar com desvio do mediastino e comprometimento hemodinâmico (emergência)",
"ref": "Harrison, Medicina Interna (Doenças Pleurais)",
"group": "Pneumotorax",
"suspended": false,
"clinical": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 1 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
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"y": 91.63,
"id": "c_1",
"label": "Estrutura 1",
"width": 17.299999999999997,
"height": 5.65
}
],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T18:39:57.103664+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
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"id": "c_1",
"label": "Estrutura 1",
"width": 56.05,
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},
{
"x": 3.82,
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"id": "c_2",
"label": "Estrutura 2",
"width": 56.67,
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{
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"id": "c_3",
"label": "Estrutura 3",
"width": 41.06,
"height": 2.45
},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 12.82,
"height": 2.83
},
{
"x": 33.82,
"y": 24.01,
"id": "c_5",
"label": "Estrutura 5",
"width": 13.34,
"height": 2.26
},
{
"x": 33.71,
"y": 26.840000000000003,
"id": "c_6",
"label": "Estrutura 6",
"width": 13.44,
"height": 2.64
},
{
"x": 3.51,
"y": 24.2,
"id": "c_7",
"label": "Estrutura 7",
"width": 16.96,
"height": 3.4000000000000004
},
{
"x": 3.4099999999999997,
"y": 27.97,
"id": "c_8",
"label": "Estrutura 8",
"width": 17.580000000000002,
"height": 4.53
},
{
"x": 3.7199999999999998,
"y": 33.07,
"id": "c_9",
"label": "Estrutura 9",
"width": 19.03,
"height": 4.34
},
{
"x": 3.3099999999999996,
"y": 44.01,
"id": "c_10",
"label": "Estrutura 10",
"width": 13.44,
"height": 3.4000000000000004
},
{
"x": 3.3099999999999996,
"y": 48.35,
"id": "c_11",
"label": "Estrutura 11",
"width": 14.17,
"height": 3.9600000000000004
},
{
"x": 3.4099999999999997,
"y": 52.88,
"id": "c_12",
"label": "Estrutura 12",
"width": 20.369999999999997,
"height": 4.72
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T19:36:30.565845+00:00"
},
{
"id": "7b650dcc-e8da-4ad7-9278-d7179404f37f",
"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "O que a Lei de Dalton afirma?",
"a": "A pressão total de uma mistura gasosa é a soma das pressões parciais de cada gás",
"ref": "West, Fisiologia Respiratória (Difusão)",
"group": "Difusao",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
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"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "Qual pleura reveste a superfície do pulmão?",
"a": "Pleura visceral",
"ref": "Moore, Anatomia Orientada para a Clínica (Tórax)",
"group": "MecanicaRespiratoria",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "7bc69ff2-af24-46bf-a9ce-95d052cfbda9",
"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "O que a Lei de Graham afirma?",
"a": "A taxa de difusão de um gás é inversamente proporcional à raiz quadrada de sua massa molecular",
"ref": "West, Fisiologia Respiratória (Difusão)",
"group": "Difusao",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "7be61a6e-21b1-44e8-b44a-d2f6d0ffe09c",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 13 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 13 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
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"y": 1.63,
"id": "c_1",
"label": "Estrutura 1",
"width": 20.84,
"height": 2.93
},
{
"x": 7.62,
"y": 9.1,
"id": "c_2",
"label": "Estrutura 2",
"width": 12.31,
"height": 6.93
},
{
"x": 0.59,
"y": 21.9,
"id": "c_3",
"label": "Estrutura 3",
"width": 16.830000000000002,
"height": 7.7299999999999995
},
{
"x": 3.73,
"y": 76.03,
"id": "c_4",
"label": "Estrutura 4",
"width": 15.950000000000001,
"height": 5.47
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{
"x": 22.189999999999998,
"y": 76.97,
"id": "c_5",
"label": "Estrutura 5",
"width": 13.18,
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{
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"id": "c_6",
"label": "Estrutura 6",
"width": 14.44,
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{
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"id": "c_7",
"label": "Estrutura 7",
"width": 24.36,
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"id": "c_8",
"label": "Estrutura 8",
"width": 16.32,
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{
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"id": "c_9",
"label": "Estrutura 9",
"width": 6.65,
"height": 4
},
{
"x": 82.71,
"y": 22.17,
"id": "c_10",
"label": "Estrutura 10",
"width": 16.950000000000003,
"height": 6
},
{
"x": 74.05000000000001,
"y": 13.5,
"id": "c_11",
"label": "Estrutura 11",
"width": 14.06,
"height": 4.8
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{
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"id": "c_12",
"label": "Estrutura 12",
"width": 43.45,
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{
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"label": "Estrutura 13",
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{
"x": 31.979999999999997,
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"id": "c_14",
"label": "Estrutura 14",
"width": 16.2,
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:18:37.312062+00:00"
},
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
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"y": 16.220000000000002,
"id": "c_1",
"label": "Estrutura 1",
"width": 17.53,
"height": 6.1899999999999995
},
{
"x": 37.22,
"y": 10.39,
"id": "c_2",
"label": "Estrutura 2",
"width": 25.430000000000003,
"height": 4.88
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{
"x": 2.17,
"y": 73.00999999999999,
"id": "c_3",
"label": "Estrutura 3",
"width": 16.54,
"height": 7.380000000000001
},
{
"x": 22.91,
"y": 81.34,
"id": "c_4",
"label": "Estrutura 4",
"width": 19.63,
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:16:55.88813+00:00"
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 33.43,
"y": 26.91,
"id": "c_1",
"label": "Estrutura 1",
"width": 21.560000000000002,
"height": 5.21
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{
"x": 65.91,
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"id": "c_2",
"label": "Estrutura 2",
"width": 30.55,
"height": 3.37
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{
"x": 68.86,
"y": 80.22,
"id": "c_3",
"label": "Estrutura 3",
"width": 18.85,
"height": 3.7699999999999996
},
{
"x": 58.809999999999995,
"y": 86.29,
"id": "c_4",
"label": "Estrutura 4",
"width": 33.12,
"height": 4.33
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{
"x": 0.27999999999999997,
"y": 64.17,
"id": "c_6",
"label": "Estrutura 6",
"width": 25.69,
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T18:39:58.261279+00:00"
},
{
"id": "7ca39eaa-a6f7-4157-aa42-f0de9ff129e0",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
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"masks": [
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"label": "Estrutura 1",
"width": 11.37,
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{
"x": 22.79,
"y": 79.32000000000001,
"id": "c_2",
"label": "Estrutura 2",
"width": 7.61,
"height": 5.83
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{
"x": 39.98,
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"id": "c_3",
"label": "Estrutura 3",
"width": 17.02,
"height": 3.81
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{
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"id": "c_4",
"label": "Estrutura 4",
"width": 13.420000000000002,
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{
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"y": 22.29,
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"label": "Estrutura 5",
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:16:44.308926+00:00"
},
{
"id": "7cbba198-7040-4d1a-b1ee-a1ef55a6f235",
"deck": "6634374e-fbf6-49ba-95c4-cb4571955656",
"q": "Descreva as vias EFERENTES do barorreflexo.",
"a": "Parassimpática: NTS → núcleo ambíguo/dorsal do vago → nervo vago → coração (reduz a FC). Simpática: NTS → centro vasomotor (formação reticular bulbar) → coluna intermédio-lateral torácica (T1-L2) → gânglios da cadeia simpática → coração e vasos.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica)",
"group": "Objetivo 3",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "7ccb5c79-ec59-4892-9d2e-512131f3e627",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 11.58,
"id": "c_1",
"label": "Estrutura 1",
"width": 12.5,
"height": 4.29
},
{
"x": 28.970000000000002,
"y": 10.15,
"id": "c_2",
"label": "Estrutura 2",
"width": 15,
"height": 4.64
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 9 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 9 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
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"clinical": false,
"reverse": false,
"tags": [
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Carta 2 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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Carta 2 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
Possuem ordem de medial para lateral
",
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"q": "Por que a hiperventilação pode causar apneia central?",
"a": "A hipocapnia remove o estímulo químico, levando a PaCO2 abaixo do limiar apneico",
"ref": "West, Fisiologia Respiratória, Cap. 8",
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "O ramo interventricular posterior é ramo de qual artéria?",
"a": "Artéria coronária direita",
"ref": "Moore, Anatomia Orientada para a Clínica (Tórax)",
"group": "Anatomia",
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"q": "Em quais condições a complacência pulmonar está DIMINUÍDA?",
"a": "Fibrose pulmonar",
"ref": "edema pulmonar agudo e deficiência de surfactante",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 25 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
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"clinical": false,
"reverse": false,
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"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "O que causa vômitos repetidos com perda de HCl?",
"a": "Alcalose metabólica hipoclorêmica",
"ref": "Aires, Fisiologia (Equilíbrio Ácido-Base)",
"group": "Fisiologia",
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"q": "Como diferenciar Cheyne-Stokes de Biot na beira do leito?",
"a": "Cheyne-Stokes tem crescendo-decrescendo regular e cíclico; Biot é irregular e sem padrão",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica, Cap. 41-42; Harrison, Medicina Interna",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "Quais estruturas derivam do endoderma vs mesoderma esplâncnico?",
"a": "Endoderma: epitélio de revestimento, glândulas seromucosas, pneumócitos I e II, células de Kulchitsky.\nMesoderma esplâncnico: cartilagens, musculatura lisa, conjuntivo, vasos e pleura visceral.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
"group": "Embriologia — Q4",
"suspended": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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{
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"y": 50.27,
"id": "c_1",
"label": "Estrutura 1",
"width": 14.14,
"height": 8.21
},
{
"x": 6.08,
"y": 80.97999999999999,
"id": "c_2",
"label": "Estrutura 2",
"width": 18.9,
"height": 3.93
},
{
"x": 66.28,
"y": 81.58,
"id": "c_3",
"label": "Estrutura 3",
"width": 26.21,
"height": 4.64
},
{
"x": 79.31,
"y": 55.74,
"id": "c_4",
"label": "Estrutura 4",
"width": 20.65,
"height": 4.760000000000001
},
{
"x": 82.17,
"y": 41.82,
"id": "c_5",
"label": "Estrutura 5",
"width": 18.11,
"height": 7.5
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],
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"imageTitle": "Oclusão Anatômica",
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},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 0.04,
"y": 5.52,
"id": "c_1",
"label": "Estrutura 1",
"width": 32.029999999999994,
"height": 6.419999999999999
},
{
"x": 69.15,
"y": 6.460000000000001,
"id": "c_2",
"label": "Estrutura 2",
"width": 29.39,
"height": 5.8500000000000005
},
{
"x": 26.39,
"y": 80.43,
"id": "c_3",
"label": "Estrutura 3",
"width": 39.32,
"height": 8.49
}
],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_2"
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"created": "2026-10-08T19:36:53.440977+00:00"
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{
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"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "Caso clínico: TEP com área ventilada mas não perfundida. Qual o distúrbio?",
"a": "Aumento do espaço morto fisiológico (V/Q alta)",
"ref": "Harrison, Medicina Interna (Tromboembolismo Pulmonar)",
"group": "VentilacaoPerfusao",
"suspended": false,
"clinical": true,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "804f9028-ebfd-4a8d-9a31-c09271670d98",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 14 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 14 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"id": "c_1",
"label": "Estrutura 1",
"width": 12.46,
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 20.02,
"height": 5.47
},
{
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"y": 22.7,
"id": "c_3",
"label": "Estrutura 3",
"width": 12.31,
"height": 3.3300000000000005
},
{
"x": 2.03,
"y": 74.17,
"id": "c_4",
"label": "Estrutura 4",
"width": 8.450000000000001,
"height": 4.130000000000001
},
{
"x": 14.19,
"y": 80.43,
"id": "c_5",
"label": "Estrutura 5",
"width": 17.79,
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},
{
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"id": "c_6",
"label": "Estrutura 6",
"width": 15.42,
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},
{
"x": 49.18,
"y": 93.77,
"id": "c_7",
"label": "Estrutura 7",
"width": 16.009999999999998,
"height": 4.53
},
{
"x": 58.53,
"y": 80.83,
"id": "c_8",
"label": "Estrutura 8",
"width": 12.16,
"height": 7.199999999999999
},
{
"x": 78.10000000000001,
"y": 94.03,
"id": "c_9",
"label": "Estrutura 9",
"width": 20.169999999999998,
"height": 5.33
},
{
"x": 83.44,
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"id": "c_10",
"label": "Estrutura 10",
"width": 15.72,
"height": 5.87
},
{
"x": 88.63,
"y": 64.97,
"id": "c_11",
"label": "Estrutura 11",
"width": 10.23,
"height": 5.87
},
{
"x": 62.83,
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"id": "c_12",
"label": "Estrutura 12",
"width": 17.64,
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},
{
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"id": "c_13",
"label": "Estrutura 13",
"width": 13.05,
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},
{
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"id": "c_14",
"label": "Estrutura 14",
"width": 16.009999999999998,
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}
],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_14"
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"created": "2026-10-08T20:18:53.026124+00:00"
},
{
"id": "8050f35d-2568-48f6-8c1c-8a9ad6431b26",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 7.19,
"y": 16.46,
"id": "c_1",
"label": "Estrutura 1",
"width": 15.73,
"height": 4.17
},
{
"x": 81.85,
"y": 29.43,
"id": "c_2",
"label": "Estrutura 2",
"width": 15.89,
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},
{
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"y": 44.2,
"id": "c_3",
"label": "Estrutura 3",
"width": 20.97,
"height": 5.24
},
{
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"y": 55.74,
"id": "c_4",
"label": "Estrutura 4",
"width": 18.27,
"height": 7.380000000000001
},
{
"x": 85.34,
"y": 77.89,
"id": "c_5",
"label": "Estrutura 5",
"width": 14.610000000000001,
"height": 5.36
},
{
"x": 74.38,
"y": 89.67,
"id": "c_6",
"label": "Estrutura 6",
"width": 15.89,
"height": 7.140000000000001
},
{
"x": 3.2199999999999998,
"y": 93.01,
"id": "c_7",
"label": "Estrutura 7",
"width": 21.6,
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],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_7"
},
"created": "2026-10-08T20:18:09.77311+00:00"
},
{
"id": "806601a8-3ce1-4af5-b6ca-a274d9c38241",
"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Quais as três túnicas dos vasos sanguíneos?",
"a": "Íntima",
"ref": "média e adventícia",
"group": "Histologia",
"suspended": false,
"clinical": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Nervos plexo lombar
Carta 2 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
Possuem uma ordem de lateral para medial.
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 11.65,
"id": "c_1",
"label": "Estrutura 1",
"width": 18.790000000000003,
"height": 3.63
},
{
"x": 7.84,
"y": 51.73,
"id": "c_2",
"label": "Estrutura 2",
"width": 25.569999999999997,
"height": 3.2
},
{
"x": 69.99,
"y": 60.8,
"id": "c_3",
"label": "Estrutura 3",
"width": 30.53,
"height": 3.42
},
{
"x": 74.92999999999999,
"y": 72.19,
"id": "c_4",
"label": "Estrutura 4",
"width": 25.14,
"height": 6.16
},
{
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"y": 82.85,
"id": "c_5",
"label": "Estrutura 5",
"width": 25.729999999999997,
"height": 2.91
},
{
"x": 18.459999999999997,
"y": 81.61,
"id": "c_6",
"label": "Estrutura 6",
"width": 35.65,
"height": 2.9499999999999997
}
],
"imageUrl": "/cards-media/occl_02d31cec2323.webp",
"imageTitle": "Nervos plexo lombar",
"activeMaskId": "c_2"
},
"created": "2026-10-08T18:39:07.597116+00:00"
},
{
"id": "812f0564-9fbf-4b00-a015-0375e14c8b7d",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 22.3,
"id": "c_1",
"label": "Estrutura 1",
"width": 12.01,
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},
{
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"y": 23.77,
"id": "c_2",
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"width": 29.38,
"height": 2.67
},
{
"x": 36.120000000000005,
"y": 90.3,
"id": "c_3",
"label": "Estrutura 3",
"width": 27.11,
"height": 2.8000000000000003
},
{
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"y": 85.63,
"id": "c_4",
"label": "Estrutura 4",
"width": 18.18,
"height": 6.2700000000000005
},
{
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"id": "c_5",
"label": "Estrutura 5",
"width": 21.59,
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},
{
"x": 1.06,
"y": 47.9,
"id": "c_6",
"label": "Estrutura 6",
"width": 20.29,
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],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_4"
},
"created": "2026-10-08T20:18:28.656697+00:00"
},
{
"id": "8141a255-f098-42cf-b069-130a779f7ebc",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Nervos do plexo braquial
Carta 4 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
Raiz medial do n. Mediano + Raiz lateral do nervo mediano = n. Mediano.\n\nNervo ulnar cruza o compartimento anterior do braço\n\n\nNn. Subescapulares no m. Subescapular \n\n\nN. Musculocutâneo e axilar não dá de ver direito na imagem
",
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"clinical": false,
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"tags": [
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"occlusion": {
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"masks": [
{
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"y": 17.16,
"id": "c_1",
"label": "Estrutura 1",
"width": 20.66,
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},
{
"x": 76.48,
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"id": "c_2",
"label": "Estrutura 2",
"width": 14.57,
"height": 2.87
},
{
"x": 0.32,
"y": 36.82,
"id": "c_3",
"label": "Estrutura 3",
"width": 22.39,
"height": 4.74
},
{
"x": 67.56,
"y": 58.06,
"id": "c_4",
"label": "Estrutura 4",
"width": 24.9,
"height": 5.04
},
{
"x": 1.1900000000000002,
"y": 54.94,
"id": "c_5",
"label": "Estrutura 5",
"width": 12.34,
"height": 2.85
},
{
"x": 17.630000000000003,
"y": 86.74,
"id": "c_6",
"label": "Estrutura 6",
"width": 53.779999999999994,
"height": 5.18
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],
"imageUrl": "/cards-media/occl_30cdfb860e7a.webp",
"imageTitle": "Nervos do plexo braquial",
"activeMaskId": "c_4"
},
"created": "2026-10-08T18:38:55.219363+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 9 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 9 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"y": 0.5700000000000001,
"id": "c_1",
"label": "Estrutura 1",
"width": 12.46,
"height": 3.3300000000000005
},
{
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"y": 8.17,
"id": "c_2",
"label": "Estrutura 2",
"width": 20.02,
"height": 5.47
},
{
"x": 0.5499999999999999,
"y": 22.7,
"id": "c_3",
"label": "Estrutura 3",
"width": 12.31,
"height": 3.3300000000000005
},
{
"x": 2.03,
"y": 74.17,
"id": "c_4",
"label": "Estrutura 4",
"width": 8.450000000000001,
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},
{
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"y": 80.43,
"id": "c_5",
"label": "Estrutura 5",
"width": 17.79,
"height": 5.6000000000000005
},
{
"x": 38.06,
"y": 84.57000000000001,
"id": "c_6",
"label": "Estrutura 6",
"width": 15.42,
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},
{
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"y": 93.77,
"id": "c_7",
"label": "Estrutura 7",
"width": 16.009999999999998,
"height": 4.53
},
{
"x": 58.53,
"y": 80.83,
"id": "c_8",
"label": "Estrutura 8",
"width": 12.16,
"height": 7.199999999999999
},
{
"x": 78.10000000000001,
"y": 94.03,
"id": "c_9",
"label": "Estrutura 9",
"width": 20.169999999999998,
"height": 5.33
},
{
"x": 83.44,
"y": 74.42999999999999,
"id": "c_10",
"label": "Estrutura 10",
"width": 15.72,
"height": 5.87
},
{
"x": 88.63,
"y": 64.97,
"id": "c_11",
"label": "Estrutura 11",
"width": 10.23,
"height": 5.87
},
{
"x": 62.83,
"y": 8.83,
"id": "c_12",
"label": "Estrutura 12",
"width": 17.64,
"height": 4.93
},
{
"x": 54.37,
"y": 19.900000000000002,
"id": "c_13",
"label": "Estrutura 13",
"width": 13.05,
"height": 3.3300000000000005
},
{
"x": 82.69,
"y": 10.17,
"id": "c_14",
"label": "Estrutura 14",
"width": 16.009999999999998,
"height": 5.33
}
],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_9"
},
"created": "2026-10-08T20:18:54.261449+00:00"
},
{
"id": "81c75218-d39f-46fa-8deb-bab5170f5b39",
"deck": "6634374e-fbf6-49ba-95c4-cb4571955656",
"q": "O que é a variabilidade sinusal respiratória e sua relação com o barorreflexo?",
"a": "Modulação fisiológica da frequência cardíaca pela respiração: o coração acelera levemente na inspiração e desacelera na expiração. Reflete a interação entre respiração, barorreflexo e tônus vagal — sua perda sugere disfunção autonômica (ex.: neuropatia diabética).",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica)",
"group": "Objetivo 1",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "81c7d2a0-5163-4a7a-802d-32b94fbd7051",
"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Qual a função do endotélio vascular?",
"a": "Atuar como barreira semipermeável entre o plasma e o fluido intersticial",
"ref": "Junqueira & Carneiro, Histologia Básica (Sistema Cardiovascular)",
"group": "Histologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "81d77389-3438-4f25-a7aa-c43310065289",
"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "Caso clínico: esmagamento de tórax",
"a": "pH 7",
"ref": "1 e PCO2 70 mmHg. Qual o efeito neuronal?",
"group": "Fisiologia",
"suspended": false,
"clinical": true,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
"id": "81f12046-44b6-4742-808e-54d866e21ea8",
"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Qual a função do centro pneumotáxico?",
"a": "Limitar a inspiração e acelerar o ritmo respiratório (núcleo parabraquial e Kölliker-Fuse, na ponte)",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica, Cap. 41-42; Ganong, Fisiologia Médica, Cap. 36",
"group": "EstruturasNeurais",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "820a2df7-a768-41e0-8b2c-1ef6c967896c",
"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Como é a túnica média das grandes artérias elásticas?",
"a": "Com lâminas elásticas fenestradas e células musculares lisas entre elas",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 9 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 27 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 2 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
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"tags": [
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 18 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 18 revelada na imagem
",
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"q": "O que é a relação ventilação-perfusão (V/Q)?",
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"q": "Como o corpo compensa a hipotensão postural em segundos?",
"a": "Barorreflexo: taquicardia (+10-20 bpm), aumento da contratilidade, vasoconstricção esplâncnica e de membros, venoconstricção. Em 15-30 segundos a PA se restabelece — por isso o indivíduo saudável não desmaia ao levantar.",
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"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "O que são veias varicosas e como se formam?",
"a": "Veias dilatadas, alongadas e tortuosas. Formam-se por: falha valvular (primária — hereditariedade, ortostatismo, gestação, obesidade; ou secundária — pós-TVP) → refluxo → hipertensão venosa local → dilatação progressiva que agrava a insuficiência (ciclo vicioso).",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
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Carta 2 de 10 • Oclusão de Imagem
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Carta 4 de 15 • Oclusão de Imagem
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Carta 3 de 10 • Oclusão de Imagem
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Carta 6 de 15 • Oclusão de Imagem
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Carta 26 de 25 • Oclusão de Imagem
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Carta 3 de 5 • Oclusão de Imagem
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Carta 6 de 7 • Oclusão de Imagem
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"q": "Qual o papel do DUCTO ARTERIOSO na circulação fetal?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 10 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 7 revelada na imagem
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"q": "Qual a ação do músculo em destaque ?
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![\"Imagem](\"/cards-media/img_4f7718c30722.jpg\")
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
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"q": "O que caracteriza a acidose respiratória?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 15 de 15 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 15 revelada na imagem
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Carta 3 de 15 • Oclusão de Imagem
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Carta 1 de 5 • Oclusão de Imagem
",
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"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
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"y": 25.71,
"id": "c_1",
"label": "Estrutura 1",
"width": 19.98,
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},
{
"x": 48.370000000000005,
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"label": "Estrutura 2",
"width": 48.03,
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},
{
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"label": "Estrutura 3",
"width": 37.56,
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},
{
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"y": 36.84,
"id": "c_4",
"label": "Estrutura 4",
"width": 36.47,
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},
{
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"label": "Estrutura 5",
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],
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"imageTitle": "Oclusão Anatômica",
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},
{
"id": "8744915f-3f2e-4649-9341-c92127ea7366",
"deck": "f37b70a1-e498-47d7-9015-af931146ed6c",
"q": "Qual a causa da hérnia diafragmática congênita?",
"a": "Falha das membranas pleuroperitoneais em fusionar",
"ref": "com hipoplasia pulmonar",
"group": "Embriologia",
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"created": "2026-10-08T17:52:33.86559+00:00"
},
{
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"deck": "f3dffe84-dc20-4742-b95f-5f984b8eba5b",
"q": "O que a HbA1c reflete clinicamente?",
"a": "A glicemia média dos últimos 2 a 3 meses",
"ref": "Baynes & Dominiczak, Bioquímica Médica (Hemoglobina Glicada)",
"group": "Bioquimica",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
"id": "87753047-2062-40ba-bdc6-4dbc6a560145",
"deck": "f37b70a1-e498-47d7-9015-af931146ed6c",
"q": "O que é dextrocardia?",
"a": "Rotação do coração para o lado direito durante o período embrionário",
"ref": "Moore & Persaud, Embriologia Clínica (Desenvolvimento do Sistema Cardiovascular)",
"group": "Embriologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
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},
{
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"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "Em qual condição a complacência está DIMINUÍDA?",
"a": "Na fibrose pulmonar e no edema pulmonar",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Ventilação Pulmonar)",
"group": "MecanicaRespiratoria",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Em quais segmentos medulares ficam os motoneurônios frênicos?",
"a": "C3-C5",
"ref": "Moore, Anatomia Orientada para a Clínica (Plexo cervical)",
"group": "EstruturasNeurais",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "87ccd11e-c420-4cb7-8795-f904e1e543a9",
"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "O que ocorre com a V/Q no ápice pulmonar?",
"a": "V/Q alta (mais ventilação que perfusão, maior espaço morto)",
"ref": "West, Fisiologia Respiratória (Relação V/Q)",
"group": "VentilacaoPerfusao",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "88d3ad9f-b062-454a-9853-b407fbd1d6d3",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
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"id": "c_1",
"label": "Estrutura 1",
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},
{
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"label": "Estrutura 2",
"width": 18.9,
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},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 18.59,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 17.47,
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},
{
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"label": "Estrutura 5",
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},
{
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],
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"imageTitle": "Oclusão Anatômica",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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{
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{
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},
{
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],
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"imageTitle": "Oclusão Anatômica",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo representado pelo 17 ?
",
"a": "M. auricular posterior",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
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"created": "2026-10-08T19:36:51.117123+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
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"id": "c_1",
"label": "Estrutura 1",
"width": 17.05,
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},
{
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"label": "Estrutura 2",
"width": 17.83,
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},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 24.36,
"height": 8.3
},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 15.61,
"height": 6.98
},
{
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"id": "c_5",
"label": "Estrutura 5",
"width": 25.36,
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},
{
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"id": "c_6",
"label": "Estrutura 6",
"width": 26.8,
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},
{
"x": 2.11,
"y": 53.25,
"id": "c_7",
"label": "Estrutura 7",
"width": 18.05,
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],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_1"
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"created": "2026-10-08T19:36:55.666595+00:00"
},
{
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"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Caso clínico: biópsia mostra membrana respiratória de 0",
"a": "8 µm. Qual a consequência?",
"ref": "Espessamento da barreira alvéolo-capilar com diminuição da difusão de O2",
"group": "Histologia",
"suspended": false,
"clinical": true,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "89d7e9c9-4f01-46e7-82a8-b8e404197509",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 11 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 0.43,
"id": "c_1",
"label": "Estrutura 1",
"width": 22.36,
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},
{
"x": 63.870000000000005,
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"id": "c_2",
"label": "Estrutura 2",
"width": 17.25,
"height": 3.0700000000000003
},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 20.419999999999998,
"height": 3.2
},
{
"x": 81.81,
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"id": "c_4",
"label": "Estrutura 4",
"width": 15.32,
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},
{
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"y": 38.17,
"id": "c_5",
"label": "Estrutura 5",
"width": 9.11,
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{
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"width": 11.32,
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{
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"label": "Estrutura 7",
"width": 17.66,
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},
{
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"id": "c_8",
"label": "Estrutura 8",
"width": 29.12,
"height": 6.67
},
{
"x": 1.08,
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"id": "c_9",
"label": "Estrutura 9",
"width": 24.15,
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},
{
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"id": "c_10",
"label": "Estrutura 10",
"width": 23.46,
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},
{
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],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_6"
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"created": "2026-10-08T20:18:50.281888+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 37.65,
"id": "c_1",
"label": "Estrutura 1",
"width": 16.919999999999998,
"height": 4.05
},
{
"x": 44.4,
"y": 78.96,
"id": "c_2",
"label": "Estrutura 2",
"width": 45.89,
"height": 4.64
},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 26.22,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 45.26,
"height": 4.64
},
{
"x": 6.12,
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"id": "c_5",
"label": "Estrutura 5",
"width": 33.839999999999996,
"height": 4.05
}
],
"imageUrl": "/cards-media/occl_a74c4ff5e9ff.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_2"
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"created": "2026-10-08T20:16:59.733914+00:00"
},
{
"id": "8a4cac13-ead0-49e9-ac09-c359196c6821",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo em destaque ?
",
"a": "![\"Imagem](\"/cards-media/img_340e93210067.jpg\")
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T19:36:03.867439+00:00"
},
{
"id": "8a54efd3-7d70-4d3c-b4fb-339807579e59",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 32.15,
"y": 9.1,
"id": "c_1",
"label": "Estrutura 1",
"width": 15.09,
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},
{
"x": 47.64,
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"id": "c_2",
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"width": 13.08,
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},
{
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"label": "Estrutura 3",
"width": 12.47,
"height": 9.06
},
{
"x": 75.1,
"y": 9.29,
"id": "c_4",
"label": "Estrutura 4",
"width": 13.58,
"height": 5.47
},
{
"x": 88.87,
"y": 9.1,
"id": "c_5",
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"width": 7.64,
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},
{
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"id": "c_6",
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"width": 12.47,
"height": 7.920000000000001
},
{
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"id": "c_7",
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"width": 13.88,
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},
{
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"width": 10.56,
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},
{
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"label": "Estrutura 9",
"width": 12.47,
"height": 12.83
},
{
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"label": "Estrutura 10",
"width": 7.4399999999999995,
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}
],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_1"
},
"created": "2026-10-08T19:37:11.48528+00:00"
},
{
"id": "8a7a288c-e973-4a67-b026-1a7e6ca3ac60",
"deck": "899dfcaf-f124-4391-8d0a-c03a3b277c8c",
"q": "Quais são as duas funções principais do fator de Von Willebrand (FvW)?",
"a": "1) Media a ADESÃO plaquetária ao colágeno subendotelial (via receptor GPIb) — essencial para a hemostasia primária; 2) Atua como CARREADOR do fator VIII no plasma, protegendo-o da degradação. Sua deficiência causa defeito plaquetário E deficiência de fator VIII.",
"ref": "Robbins & Cotran (Patologia), Guyton & Hall (Tratado de Fisiologia Médica), Harrison (Medicina Interna)",
"group": "Objetivo 2",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "8ab09cac-f04a-4368-9396-bda3177cf3ac",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 29.5,
"id": "c_1",
"label": "Estrutura 1",
"width": 30.680000000000003,
"height": 2.8000000000000003
},
{
"x": 69.39999999999999,
"y": 21.5,
"id": "c_2",
"label": "Estrutura 2",
"width": 26.13,
"height": 4.130000000000001
},
{
"x": 78.16,
"y": 88.03,
"id": "c_3",
"label": "Estrutura 3",
"width": 15.260000000000002,
"height": 8.4
}
],
"imageUrl": "/cards-media/occl_114a4289dbf4.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_2"
},
"created": "2026-10-08T20:18:29.332822+00:00"
},
{
"id": "8abb5729-ee6e-4a14-9fda-65c487595bef",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo representado pelo 10 ?
",
"a": "M. orbicular da boca",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T19:36:50.184054+00:00"
},
{
"id": "8ade062f-78e8-4577-913f-496cf53511dc",
"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "O que é pneumotórax?",
"a": "Presença de ar no espaço pleural",
"ref": "com perda da pressão negativa e colapso pulmonar",
"group": "Pneumotorax",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
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Carta 31 de 35 • Oclusão de Imagem
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Carta 3 de 5 • Oclusão de Imagem
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Carta 26 de 27 • Oclusão de Imagem
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Carta 1 de 1 • Oclusão de Imagem
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Carta 2 de 4 • Oclusão de Imagem
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Carta 7 de 8 • Oclusão de Imagem
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Carta 9 de 27 • Oclusão de Imagem
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Carta 7 de 10 • Oclusão de Imagem
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Carta 2 de 4 • Oclusão de Imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
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"q": "Qual a ação do músculo destacado ?
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![\"Imagem](\"/cards-media/img_5e57f8e63568.jpg\")
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
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Carta 6 de 7 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 6 revelada na imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 5 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 4 revelada na imagem
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"q": "Inervação laríngea por arco?",
"a": "4º arco → nervo laríngeo superior (cricotireóideo + sensibilidade supraglótica).\n6º arco → laríngeo recorrente (demais músculos + sensibilidade infraglótica).",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
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"q": "Quantos segmentos broncopulmonares tem o pulmão direito?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 10 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 10 revelada na imagem
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"ref": "",
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"q": "Como funciona a bomba plantar?",
"a": "O apoio do calcanhar e dos antepés comprime a rede venosa plantar (que funciona como uma esponja), impulsionando o sangue a cada passo — é o 'coração periférico' do primeiro impacto na deambulação.",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 10 de 27 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 10 revelada na imagem
",
"ref": "",
"group": "",
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Carta 6 de 14 • Oclusão de Imagem
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Carta 6 de 7 • Oclusão de Imagem
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Carta 4 de 7 • Oclusão de Imagem
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Carta 8 de 10 • Oclusão de Imagem
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Carta 1 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
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Carta 8 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 21 de 27 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 21 revelada na imagem
",
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Carta 27 de 35 • Oclusão de Imagem
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![\"Imagem](\"/cards-media/img_44f112162eda.jpg\")
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Carta 15 de 20 • Oclusão de Imagem
",
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Carta 4 de 27 • Oclusão de Imagem
",
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_19"
},
"created": "2026-10-08T19:37:04.574359+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
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"id": "c_1",
"label": "Estrutura 1",
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},
{
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"id": "c_2",
"label": "Estrutura 2",
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"height": 3.93
},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 22.08,
"height": 4.05
},
{
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"y": 80.39,
"id": "c_4",
"label": "Estrutura 4",
"width": 19.220000000000002,
"height": 4.64
},
{
"x": 3.54,
"y": 79.08,
"id": "c_5",
"label": "Estrutura 5",
"width": 29.709999999999997,
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],
"imageUrl": "/cards-media/occl_729bc0cd4f85.jpg",
"imageTitle": "Oclusão Anatômica",
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},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
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"y": 4.43,
"id": "c_1",
"label": "Estrutura 1",
"width": 19.45,
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},
{
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"y": 4.7,
"id": "c_2",
"label": "Estrutura 2",
"width": 12.920000000000002,
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},
{
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"id": "c_3",
"label": "Estrutura 3",
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},
{
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"id": "c_4",
"label": "Estrutura 4",
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},
{
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"id": "c_5",
"label": "Estrutura 5",
"width": 20.23,
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},
{
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"id": "c_6",
"label": "Estrutura 6",
"width": 20.23,
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}
],
"imageUrl": "/cards-media/occl_5c584a21171f.jpg",
"imageTitle": "Oclusão Anatômica",
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},
{
"id": "950656a1-a422-4908-b634-9a5aa64e72fe",
"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "Como ocorre a septação do canal atrioventricular?",
"a": "Os coxins endocárdicos — formados a partir da geleia cardíaca e de células da crista neural — crescem e se fundem, separando parcialmente o átrio e o ventrículo primitivos e dividindo o canal AV em direito e esquerdo.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
"group": "Objetivo 2",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.573762+00:00"
},
{
"id": "9518a436-c2ff-44f7-8d36-96815781f13d",
"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Caso clínico: edema de glote após reação alérgica. Qual região da laringe?",
"a": "Região entre as pregas vocais (glote)",
"ref": "risco de obstrução da via aérea",
"group": "Anatomia",
"suspended": false,
"clinical": true,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Nervos plexo sacral
Carta 3 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
Nervo isquiático se divide em -> N. Fibular comum (lateral) e N. Tibial (medial)\n\nN. Fibular comum -> N. Fibular superficial (lateral) e N. Fibular profundo (anterior)\n\n\nNervo sural = N. Fibular comum + N. Tibial
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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{
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"id": "c_1",
"label": "Estrutura 1",
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"height": 2.98
},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 14.82,
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},
{
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"y": 47.54,
"id": "c_3",
"label": "Estrutura 3",
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},
{
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"y": 41.19,
"id": "c_4",
"label": "Estrutura 4",
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],
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"imageTitle": "Nervos plexo sacral",
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},
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"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "Como diagnosticar a FTE?",
"a": "Sonda 8-10 Fr para em 9-11 cm da arcada; RX com sonda enrolada no coto superior; ar no estômago = fístula distal (Tipo C); abdome opaco = Tipo A/B. Bário contraindicado (risco de baritose).",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
"group": "Fístula Traqueoesofágica",
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 33.19,
"id": "c_1",
"label": "Estrutura 1",
"width": 19.53,
"height": 4.17
},
{
"x": 5.11,
"y": 41.33,
"id": "c_2",
"label": "Estrutura 2",
"width": 18.099999999999998,
"height": 5.3
},
{
"x": 4.58,
"y": 50.8,
"id": "c_3",
"label": "Estrutura 3",
"width": 20.25,
"height": 5.489999999999999
},
{
"x": 4.22,
"y": 61.6,
"id": "c_4",
"label": "Estrutura 4",
"width": 20.43,
"height": 6.0600000000000005
}
],
"imageUrl": "/cards-media/occl_604018ce0f05.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_1"
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"created": "2026-10-08T19:36:12.189114+00:00"
},
{
"id": "95914c5f-1b58-46fc-b8ea-27ed9cc1e526",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Plexo sacral
Carta 2 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
Nervo isquiático se divide em -> N. Fibular comum (lateral) e N. Tibial (medial)\n\nN. Fibular comum -> N. Fibular superficial (lateral) e N. Fibular profundo (anterior)\n\n\nNervo sural = N. Fibular comum + N. Tibial
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 10.68,
"id": "c_1",
"label": "Estrutura 1",
"width": 22.35,
"height": 3.7800000000000002
},
{
"x": 79.5,
"y": 36.76,
"id": "c_2",
"label": "Estrutura 2",
"width": 15.079999999999998,
"height": 2.2399999999999998
},
{
"x": 67.24,
"y": 51.59,
"id": "c_3",
"label": "Estrutura 3",
"width": 33.93,
"height": 2.86
},
{
"x": 0.58,
"y": 64.22,
"id": "c_4",
"label": "Estrutura 4",
"width": 29.67,
"height": 2.8899999999999997
},
{
"x": 5.680000000000001,
"y": 75.18,
"id": "c_5",
"label": "Estrutura 5",
"width": 35.55,
"height": 3.44
}
],
"imageUrl": "/cards-media/occl_44153f851ae9.webp",
"imageTitle": "Plexo sacral",
"activeMaskId": "c_2"
},
"created": "2026-10-08T18:39:04.794781+00:00"
},
{
"id": "9593468b-934f-41f0-82c7-483dc7dc9378",
"deck": "899dfcaf-f124-4391-8d0a-c03a3b277c8c",
"q": "O que acontece na via COMUM?",
"a": "Convergência das duas vias: fator X ativado (com V como cofator) converte PROTROMBINA (II) em TROMBINA → a trombina converte FIBRINOGÊNIO (I) em FIBRINA → o tampão plaquetário é estabilizado por uma rede de fibrina.",
"ref": "Robbins & Cotran (Patologia), Guyton & Hall (Tratado de Fisiologia Médica), Harrison (Medicina Interna)",
"group": "Objetivo 1",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "95f08566-cc59-48f5-9bce-e5d17c5dd649",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 21.529999999999998,
"y": 21.82,
"id": "c_1",
"label": "Estrutura 1",
"width": 14.75,
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},
{
"x": 28.410000000000004,
"y": 7.89,
"id": "c_2",
"label": "Estrutura 2",
"width": 21.18,
"height": 8.93
},
{
"x": 53.169999999999995,
"y": 11.82,
"id": "c_3",
"label": "Estrutura 3",
"width": 17.97,
"height": 7.9799999999999995
},
{
"x": 68.55,
"y": 25.86,
"id": "c_4",
"label": "Estrutura 4",
"width": 18.32,
"height": 7.5
},
{
"x": 73.55000000000001,
"y": 58.84,
"id": "c_5",
"label": "Estrutura 5",
"width": 18.68,
"height": 8.21
},
{
"x": 70.34,
"y": 70.50999999999999,
"id": "c_6",
"label": "Estrutura 6",
"width": 13.23,
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},
{
"x": 65.24,
"y": 78.84,
"id": "c_7",
"label": "Estrutura 7",
"width": 25.919999999999998,
"height": 4.88
},
{
"x": 64.08,
"y": 88.36,
"id": "c_8",
"label": "Estrutura 8",
"width": 14.93,
"height": 8.57
},
{
"x": 39.94,
"y": 85.03,
"id": "c_9",
"label": "Estrutura 9",
"width": 15.82,
"height": 8.690000000000001
},
{
"x": 21.26,
"y": 74.32,
"id": "c_10",
"label": "Estrutura 10",
"width": 14.84,
"height": 8.690000000000001
}
],
"imageUrl": "/cards-media/occl_5ed5e6146413.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_5"
},
"created": "2026-10-08T20:18:01.255188+00:00"
},
{
"id": "9691c654-a700-4e8e-bfa9-9d1b66528e49",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Plexo lombar
Carta 3 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 3.81,
"y": 0.37,
"id": "c_1",
"label": "Estrutura 1",
"width": 41.38,
"height": 4.66
},
{
"x": 52.94,
"y": 12.590000000000002,
"id": "c_2",
"label": "Estrutura 2",
"width": 31.480000000000004,
"height": 4.19
},
{
"x": 54.09,
"y": 19.16,
"id": "c_3",
"label": "Estrutura 3",
"width": 21.95,
"height": 6.13
},
{
"x": 62.980000000000004,
"y": 29.99,
"id": "c_4",
"label": "Estrutura 4",
"width": 24.19,
"height": 2.4299999999999997
},
{
"x": 80.05,
"y": 36.96,
"id": "c_5",
"label": "Estrutura 5",
"width": 19.220000000000002,
"height": 2.5700000000000003
},
{
"x": 2.1999999999999997,
"y": 35.809999999999995,
"id": "c_6",
"label": "Estrutura 6",
"width": 24.87,
"height": 8.49
}
],
"imageUrl": "/cards-media/occl_81a4839f4ef6.webp",
"imageTitle": "Plexo lombar",
"activeMaskId": "c_3"
},
"created": "2026-10-08T18:39:23.924096+00:00"
},
{
"id": "969d1286-3976-4fda-ac34-3bee74c7b619",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 32.07,
"y": 29.020000000000003,
"id": "c_1",
"label": "Estrutura 1",
"width": 22.32,
"height": 4.2299999999999995
},
{
"x": 56.99999999999999,
"y": 22.220000000000002,
"id": "c_2",
"label": "Estrutura 2",
"width": 30.380000000000003,
"height": 5.09
},
{
"x": 61.67,
"y": 85.54,
"id": "c_3",
"label": "Estrutura 3",
"width": 15.85,
"height": 5.47
},
{
"x": 1.73,
"y": 81.84,
"id": "c_4",
"label": "Estrutura 4",
"width": 23.150000000000002,
"height": 5.92
}
],
"imageUrl": "/cards-media/occl_db5ac37c9989.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_1"
},
"created": "2026-10-08T18:40:06.990615+00:00"
},
{
"id": "96b07e8a-2ea1-4e89-8b67-1e3fd36dd534",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 15.03,
"y": 1.63,
"id": "c_1",
"label": "Estrutura 1",
"width": 20.84,
"height": 2.93
},
{
"x": 7.62,
"y": 9.1,
"id": "c_2",
"label": "Estrutura 2",
"width": 12.31,
"height": 6.93
},
{
"x": 0.59,
"y": 21.9,
"id": "c_3",
"label": "Estrutura 3",
"width": 16.830000000000002,
"height": 7.7299999999999995
},
{
"x": 3.73,
"y": 76.03,
"id": "c_4",
"label": "Estrutura 4",
"width": 15.950000000000001,
"height": 5.47
},
{
"x": 22.189999999999998,
"y": 76.97,
"id": "c_5",
"label": "Estrutura 5",
"width": 13.18,
"height": 4.53
},
{
"x": 32.99,
"y": 84.97,
"id": "c_6",
"label": "Estrutura 6",
"width": 14.44,
"height": 5.6000000000000005
},
{
"x": 49.81,
"y": 92.7,
"id": "c_7",
"label": "Estrutura 7",
"width": 24.36,
"height": 2.53
},
{
"x": 81.71000000000001,
"y": 74.57000000000001,
"id": "c_8",
"label": "Estrutura 8",
"width": 16.32,
"height": 3.0700000000000003
},
{
"x": 93.01,
"y": 35.63,
"id": "c_9",
"label": "Estrutura 9",
"width": 6.65,
"height": 4
},
{
"x": 82.71,
"y": 22.17,
"id": "c_10",
"label": "Estrutura 10",
"width": 16.950000000000003,
"height": 6
},
{
"x": 74.05000000000001,
"y": 13.5,
"id": "c_11",
"label": "Estrutura 11",
"width": 14.06,
"height": 4.8
},
{
"x": 45.29,
"y": 2.5700000000000003,
"id": "c_12",
"label": "Estrutura 12",
"width": 43.45,
"height": 3.47
},
{
"x": 46.92,
"y": 9.1,
"id": "c_13",
"label": "Estrutura 13",
"width": 17.2,
"height": 7.470000000000001
},
{
"x": 31.979999999999997,
"y": 12.83,
"id": "c_14",
"label": "Estrutura 14",
"width": 16.2,
"height": 7.7299999999999995
}
],
"imageUrl": "/cards-media/occl_f19b435c9e12.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_7"
},
"created": "2026-10-08T20:18:30.886793+00:00"
},
{
"id": "96ce975b-cc30-46dd-9483-e9bb24ade266",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 35.449999999999996,
"y": 4.43,
"id": "c_1",
"label": "Estrutura 1",
"width": 19.45,
"height": 3.73
},
{
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{
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"label": "Estrutura 3",
"width": 28.71,
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{
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"label": "Estrutura 4",
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{
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"id": "c_5",
"label": "Estrutura 5",
"width": 20.23,
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{
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"id": "c_6",
"label": "Estrutura 6",
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],
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
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"clinical": false,
"reverse": false,
"tags": [
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{
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"label": "Estrutura 1",
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{
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{
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"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "Quais os fatores de risco para varizes?",
"a": "Hereditariedade (fator principal), sexo feminino (estrogênio/progesterona e gestação), idade avançada, ortostatismo prolongado, obesidade, sedentarismo e história de TVP.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Cirurgia Vascular Clássica",
"group": "Objetivo 4",
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"clinical": false,
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"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
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{
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"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "O que é ectopia cardíaca? Qual o prognóstico?",
"a": "Coração exposto na superfície do tórax. Geralmente leva à morte nos primeiros dias de vida por infecção, insuficiência cardíaca ou hipoxemia; o tratamento é cirúrgico.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
"group": "Objetivo 3",
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"created": "2026-10-08T17:52:35.573762+00:00"
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{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
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"id": "c_1",
"label": "Estrutura 1",
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 46.7,
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{
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"y": 35.52,
"id": "c_3",
"label": "Estrutura 3",
"width": 45.42,
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},
{
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"y": 47.03,
"id": "c_4",
"label": "Estrutura 4",
"width": 43.93,
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}
],
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"imageTitle": "Oclusão Anatômica",
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{
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"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "O que é a hipóxia hipobárica?",
"a": "Redução da pressão parcial de O2 inspirado pela queda da pressão barométrica em altitudes elevadas",
"ref": "West, Fisiologia Respiratória (Altitude)",
"group": "Altitude",
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"clinical": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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{
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"label": "Estrutura 2",
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{
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"label": "Estrutura 4",
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{
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"id": "c_6",
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{
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{
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"id": "c_8",
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{
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"id": "c_9",
"label": "Estrutura 9",
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{
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"id": "c_10",
"label": "Estrutura 10",
"width": 13.44,
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{
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"id": "c_11",
"label": "Estrutura 11",
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{
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"id": "c_12",
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],
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{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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{
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"label": "Estrutura 2",
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{
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"id": "c_3",
"label": "Estrutura 3",
"width": 28.71,
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{
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"id": "c_4",
"label": "Estrutura 4",
"width": 13.83,
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{
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"id": "c_5",
"label": "Estrutura 5",
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"id": "c_6",
"label": "Estrutura 6",
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:18:47.101448+00:00"
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{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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{
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"label": "Estrutura 2",
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{
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{
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"label": "Estrutura 7",
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{
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"label": "Estrutura 8",
"width": 18.43,
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"label": "Estrutura 10",
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],
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"imageTitle": "Oclusão Anatômica",
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{
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Quais as veias superficiais mais calibrosas dos membros?",
"a": "Safena magna (→ veia femoral) e cefálica (→ veia axilar)",
"ref": "Moore, Anatomia Orientada para a Clínica (Membros)",
"group": "Anatomia",
"suspended": false,
"clinical": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"y": 25.71,
"id": "c_1",
"label": "Estrutura 1",
"width": 19.98,
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{
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"id": "c_2",
"label": "Estrutura 2",
"width": 48.03,
"height": 14.91
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{
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"y": 27.97,
"id": "c_3",
"label": "Estrutura 3",
"width": 37.56,
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},
{
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"y": 36.84,
"id": "c_4",
"label": "Estrutura 4",
"width": 36.47,
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{
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"id": "c_5",
"label": "Estrutura 5",
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T19:36:56.899732+00:00"
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"label": "Estrutura 2",
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{
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"label": "Estrutura 3",
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{
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"label": "Estrutura 4",
"width": 16.2,
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"label": "Estrutura 5",
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"id": "c_6",
"label": "Estrutura 6",
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"id": "c_7",
"label": "Estrutura 7",
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{
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"id": "c_8",
"label": "Estrutura 8",
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{
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"label": "Estrutura 9",
"width": 39.87,
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},
{
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"label": "Estrutura 10",
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:18:07.600275+00:00"
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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{
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"label": "Estrutura 2",
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{
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"label": "Estrutura 3",
"width": 13.26,
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{
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"label": "Estrutura 4",
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{
"x": 43.99,
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"id": "c_5",
"label": "Estrutura 5",
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"created": "2026-10-08T20:17:55.560115+00:00"
},
{
"id": "9959abeb-6150-420b-845b-76eb1780c12d",
"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Caso clínico: flictena rota na superfície do pulmão com ar na cavidade pleural. Qual o diagnóstico?",
"a": "Pneumotórax espontâneo primário (ar no espaço pleural compromete a expansão pulmonar)",
"ref": "Moore, Anatomia Orientada para a Clínica (Tórax)",
"group": "Anatomia",
"suspended": false,
"clinical": true,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "997282a2-cbc8-40c8-bdfc-5b62b7e7bdf2",
"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "Caso clínico: gestante com atraso menstrual recente consumiu álcool. Quais os riscos para o embrião?",
"a": "Síndrome Alcoólica Fetal (SAF): microcefalia, restrição de crescimento intrauterino e doença cardíaca congênita, entre outras malformações.",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 8 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
",
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Carta 4 de 10 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 4 revelada na imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 17 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 17 revelada na imagem
",
"ref": "",
"group": "",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 25 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
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"q": "Em qual veia drena a veia gonadal esquerda?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 13 de 25 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 13 revelada na imagem
",
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"q": "Medula espinal (cadáver da internet)
Carta 2 de 2 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
Visão mais clara das intumescências.
",
"ref": "",
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"deck": "8bd079cb-66f4-4091-9b28-f51a9c09aaf3",
"q": "Quais as principais complicações do IAM?",
"a": "Arritmias (fibrilação ventricular é a principal causa de morte na 1ª hora), choque cardiogênico, insuficiência cardíaca, ruptura de parede livre/septo/músculo papilar, aneurisma ventricular, pericardite, trombose mural com embolização.",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 14 de 25 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 14 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"label": "Estrutura 22",
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},
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"id": "c_24",
"label": "Estrutura 24",
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"label": "Estrutura 3",
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"id": "c_5",
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"label": "Estrutura 25",
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"label": "Estrutura 21",
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{
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"label": "Estrutura 23",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
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"clinical": false,
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"tags": [
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"label": "Estrutura 12",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 8 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"id": "9c948791-08a9-48f8-9d18-23dd6dd11177",
"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "Qual a equação do débito cardíaco?",
"a": "Débito cardíaco = frequência cardíaca × volume sistólico",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Sistema Cardiovascular)",
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},
{
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"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Como é o núcleo do cardiomiócito?",
"a": "Central e único (célula mononucleada",
"ref": "com estriações transversais)",
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Plexo lombar
Carta 5 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"q": "O que causa o desvio à esquerda da curva de dissociação da Hb?",
"a": "Aumento da afinidade da Hb pelo O2 (pH alto, temperatura baixa, CO2 e 2,3-BPG baixos)",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"deck": "f37b70a1-e498-47d7-9015-af931146ed6c",
"q": "Qual a ordem dos estágios do desenvolvimento pulmonar?",
"a": "Embrionário",
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"group": "Embriologia",
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},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"a": "Idade (risco cresce com os anos), sexo masculino, história familiar de doença cardiovascular precoce e menopausa (proteção estrogênica perdida nas mulheres).",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Harrison (Medicina Interna)",
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"q": "O que ocorre com o 2",
"a": "3-BPG na altitude?",
"ref": "Aumenta, desviando a curva de dissociação à direita e favorecendo a liberação de O2 aos tecidos",
"group": "Altitude",
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"q": "O que a hemoglobina glicada (HbA1c) reflete?",
"a": "A glicemia média dos últimos 2 a 3 meses (vida da hemácia de 90 a 120 dias)",
"ref": "Baynes & Dominiczak, Bioquímica Médica (Hemoglobina Glicada)",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
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"group": "",
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"deck": "f37b70a1-e498-47d7-9015-af931146ed6c",
"q": "Qual o defeito congênito mais associado à atresia esofágica?",
"a": "Fístula traqueoesofágica (a mais comum é a tipo C",
"ref": "com fístula distal)",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
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"reverse": false,
"tags": [
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
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"reverse": false,
"tags": [
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"occlusion": {
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Hiperventilação voluntária prolongada costuma ser seguida de?",
"a": "Apneia breve, por hipocapnia abaixo do limiar apneico",
"ref": "West, Fisiologia Respiratória, Cap. 8",
"group": "Clinico",
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"created": "2026-10-08T17:52:34.436167+00:00"
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"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "Qual o papel da pulsação arterial no retorno venoso?",
"a": "As artérias adjacentes (tibiais) pulsam e comprimem ritmicamente as veias vizinhas, auxiliando o fluxo venoso — mecanismo relevante especialmente em repouso.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Cirurgia Vascular Clássica",
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"created": "2026-10-08T17:52:35.573762+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 25 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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"label": "Estrutura 7",
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"label": "Estrutura 18",
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{
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"deck": "899dfcaf-f124-4391-8d0a-c03a3b277c8c",
"q": "Quais são os mecanismos anticoagulantes NATURAIS que limitam o coágulo?",
"a": "ANTITROMBINA (inibe trombina e Xa — potencializada pela heparina), PROTEÍNA C + PROTEÍNA S (degradam Va e VIIIa) e INIBIDOR DA VIA DO FATOR TECIDUAL (TFPI). Limitam a coagulação à superfície lesada e previnem trombose generalizada.",
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"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "a0114f7d-31eb-4bc4-8b52-4320611ddf89",
"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "Quais os achados fisiopatológicos do enfisema/DPOC?",
"a": "Aumento da resistência das vias aéreas e aumento da complacência (perda de elastância)",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Sistema Respiratório)",
"group": "Fisiologia",
"suspended": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
"id": "a01586eb-0266-4596-a25f-c0bd120bc10f",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
"mode": "hide_all_guess_one",
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"label": "Estrutura 2",
"width": 11.129999999999999,
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"label": "Estrutura 3",
"width": 13.819999999999999,
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Carta 10 de 12 • Oclusão de Imagem
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Carta 1 de 3 • Oclusão de Imagem
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Carta 20 de 20 • Oclusão de Imagem
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Carta 9 de 11 • Oclusão de Imagem
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Carta 6 de 35 • Oclusão de Imagem
",
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Carta 13 de 20 • Oclusão de Imagem
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Carta 6 de 12 • Oclusão de Imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 8 de 9 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 5 • Oclusão de Imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 12 de 27 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 12 revelada na imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 7 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 2 revelada na imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 7 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 3 revelada na imagem
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"y": 93.77,
"id": "c_5",
"label": "Estrutura 5",
"width": 21.81,
"height": 3.73
},
{
"x": 5.7299999999999995,
"y": 78.7,
"id": "c_6",
"label": "Estrutura 6",
"width": 16.93,
"height": 4.3999999999999995
},
{
"x": 1.28,
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"label": "Estrutura 7",
"width": 11.62,
"height": 6
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],
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"imageTitle": "Oclusão Anatômica",
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},
{
"id": "a3e20217-cf5c-43e5-bd52-d5e36b303dcb",
"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "Caso clínico: Iracema",
"a": "50 anos",
"ref": "PA 190 × 100 mmHg. Qual a PAM?",
"group": "Fisiologia",
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"created": "2026-10-08T17:52:33.86559+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo em destaque ?
",
"a": "![\"Imagem](\"/cards-media/img_d5180f279277.jpg\")
",
"ref": "",
"group": "",
"suspended": false,
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"created": "2026-10-08T19:36:09.085212+00:00"
},
{
"id": "a4568743-c69f-4c5d-992e-603783d62272",
"deck": "899dfcaf-f124-4391-8d0a-c03a3b277c8c",
"q": "O que é a CID (coagulação intravascular disseminada) e como aparece no coagulograma?",
"a": "Ativação sistêmica da coagulação (sepse, trauma, obstétrica, neoplasia) → consumo de plaquetas e fatores + fibrinólise secundária. Coagulograma: TP↑, TTPa↑, FIBRINOGÊNIO↓, PLAQUETAS↓ e D-DÍMERO↑ — o padrão de consumo. Trata-se a causa de base + reposição (plaquetas, plasma, crioprecipitado).",
"ref": "Robbins & Cotran (Patologia), Guyton & Hall (Tratado de Fisiologia Médica), Harrison (Medicina Interna)",
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"created": "2026-10-08T17:52:35.022941+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 12 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 12 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"id": "c_1",
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{
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"label": "Estrutura 2",
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},
{
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{
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},
{
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{
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},
{
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"id": "c_9",
"label": "Estrutura 9",
"width": 24.37,
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},
{
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"id": "c_10",
"label": "Estrutura 10",
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},
{
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},
{
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{
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"label": "Estrutura 13",
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},
{
"x": 73.94,
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],
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"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "O que é shunt?",
"a": "Regiões perfundidas mas não ventiladas (V/Q = 0), com sangue não oxigenado retornando à circulação",
"ref": "West, Fisiologia Respiratória (Relação V/Q)",
"group": "VentilacaoPerfusao",
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"created": "2026-10-08T17:52:33.55386+00:00"
},
{
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "O ventrículo da laringe é o espaço entre?",
"a": "A prega vestibular e a prega vocal",
"ref": "Moore, Anatomia Orientada para a Clínica (Cabeça e Pescoço)",
"group": "Anatomia",
"suspended": false,
"clinical": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "a4b227aa-e78d-4397-a70a-7898c5402665",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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},
{
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"label": "Estrutura 2",
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},
{
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:18:29.932047+00:00"
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 9 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
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"y": 19.91,
"id": "c_1",
"label": "Estrutura 1",
"width": 18.78,
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},
{
"x": 17.84,
"y": 12.53,
"id": "c_2",
"label": "Estrutura 2",
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},
{
"x": 38.800000000000004,
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"id": "c_3",
"label": "Estrutura 3",
"width": 12.7,
"height": 3.81
},
{
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"y": 11.1,
"id": "c_4",
"label": "Estrutura 4",
"width": 16.509999999999998,
"height": 4.17
},
{
"x": 69.91000000000001,
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"id": "c_5",
"label": "Estrutura 5",
"width": 17.96,
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},
{
"x": 78.35,
"y": 74.32,
"id": "c_6",
"label": "Estrutura 6",
"width": 12.43,
"height": 5
},
{
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"id": "c_7",
"label": "Estrutura 7",
"width": 18.14,
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},
{
"x": 32.99,
"y": 92.17,
"id": "c_8",
"label": "Estrutura 8",
"width": 18.23,
"height": 5.83
},
{
"x": 2.6,
"y": 83.00999999999999,
"id": "c_9",
"label": "Estrutura 9",
"width": 18.509999999999998,
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}
],
"imageUrl": "/cards-media/occl_348517fff494.webp",
"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:17:39.312267+00:00"
},
{
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"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "Qual o valor normal da pressão pleural?",
"a": "Negativa",
"ref": "cerca de -5 cmH2O em repouso",
"group": "Pressoes",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
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"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "a56ffb30-cece-4b0b-a43f-d403ed0babbc",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
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"id": "c_1",
"label": "Estrutura 1",
"width": 12.76,
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 13.04,
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{
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"y": 89.3,
"id": "c_3",
"label": "Estrutura 3",
"width": 13.569999999999999,
"height": 6.04
},
{
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"y": 92.85,
"id": "c_4",
"label": "Estrutura 4",
"width": 11.75,
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T18:39:26.874099+00:00"
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{
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"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "Quais os músculos acessórios da inspiração?",
"a": "Esternocleidomastóideo e escalenos",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Ventilação Pulmonar)",
"group": "MecanicaRespiratoria",
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"clinical": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "a5c17550-8dca-4a0b-95ca-5111495d18d9",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
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"id": "c_1",
"label": "Estrutura 1",
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},
{
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{
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"id": "c_3",
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{
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T18:39:27.885326+00:00"
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
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{
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"label": "Estrutura 2",
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"id": "c_7",
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:18:11.660638+00:00"
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{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
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{
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{
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"id": "c_3",
"label": "Estrutura 3",
"width": 13.569999999999999,
"height": 6.04
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{
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"y": 92.85,
"id": "c_4",
"label": "Estrutura 4",
"width": 11.75,
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"imageUrl": "/cards-media/occl_7a197707f6c3.jpg",
"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T18:39:26.42604+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
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{
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{
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"id": "c_3",
"label": "Estrutura 3",
"width": 15.45,
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{
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"id": "c_4",
"label": "Estrutura 4",
"width": 20.39,
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{
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"id": "c_5",
"label": "Estrutura 5",
"width": 19.99,
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],
"imageUrl": "/cards-media/occl_686f9391ffde.jpg",
"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T19:36:56.899732+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"masks": [
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{
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"id": "c_2",
"label": "Estrutura 2",
"width": 21.08,
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{
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"id": "c_3",
"label": "Estrutura 3",
"width": 20.990000000000002,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 21.790000000000003,
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},
{
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"label": "Estrutura 5",
"width": 15,
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{
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"q": "Quais os 5 períodos de maturação pulmonar?",
"a": "Embrionário (4-6ª sem), Pseudoglandular (6-16ª), Canalicular (16-26ª), Sacular (26ª-parto) e Alveolar (32ª sem a ~8 anos).",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 9 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 9 revelada na imagem
",
"ref": "",
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"q": "O que marca o período canalicular?",
"a": "Bronquíolos respiratórios e ductos alveolares; epitélio adelgaça; capilarização intensa; pneumócitos I e II (20-22ª sem); viabilidade limítrofe (24-26 sem).",
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"created": "2026-10-08T17:52:35.022941+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
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"tags": [
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"q": "Quais são as duas etapas da hemostasia e o que cada uma envolve?",
"a": "Hemostasia PRIMÁRIA: vasoconstricção + tampão plaquetário (adesão, ativação e agregação plaquetárias). Hemostasia SECUNDÁRIA: cascata de coagulação → formação de FIBRINA que estabiliza o tampão. Distúrbios da primária causam sangramento mucocutâneo; da secundária, hematomas e sangramento profundo.",
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"q": "Caso clínico: paciente submetido a toracocentese. Onde o líquido se acumula?",
"a": "No espaço pleural",
"ref": "entre a pleura visceral e a parietal",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
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"q": "Vista anterior (cadáver do lab)
Carta 2 de 2 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 13 de 16 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 13 revelada na imagem
",
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},
{
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"label": "Estrutura 13",
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{
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{
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{
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"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "O que é a respiração periódica de altitude?",
"a": "Oscilação entre hiperventilação e apneia, por hipocapnia que ultrapassa o limiar apneico durante o sono",
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"q": "Quais são as duas circulações dos pulmões?",
"a": "Pulmonar (funcional) e brônquica (nutrícia)",
"ref": "Moore, Anatomia Orientada para a Clínica (Tórax)",
"group": "Anatomia",
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},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 9 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 9 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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{
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{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual a ação do músculo em destaque ?
",
"a": "![\"Imagem](\"/cards-media/img_496c9ed8759c.jpg\")
![\"Imagem](\"/cards-media/img_3995cff12fc6.jpg\")
",
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"deck": "f3dffe84-dc20-4742-b95f-5f984b8eba5b",
"q": "Como se forma a hemoglobina glicada?",
"a": "Por glicação não enzimática da Hb",
"ref": "proporcional à concentração de glicose no sangue",
"group": "Bioquimica",
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"created": "2026-10-08T17:52:33.86559+00:00"
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{
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Qual o principal mecanismo do Cheyne-Stokes no AVC?",
"a": "Perda da modulação inibitória cortical, deixando o centro bulbar hiper-reativo ao CO2",
"ref": "Harrison, Medicina Interna (Doenças Cerebrovasculares); Guyton & Hall, Cap. 41-42",
"group": "CheyneStokes",
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"q": "Qual o valor do volume de reserva inspiratório?",
"a": "Cerca de 3000 mL",
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},
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"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "Por que as varizes causam alterações tróficas e úlcera?",
"a": "A hipertensão venosa crônica reduz a perfusão capilar e permite a passagem de proteínas e hemácias para o interstício: ocorre lipodermatoesclerose (endurecimento), hiperpigmentação (hemosiderina) e, no estágio final, ÚLCERA VENOSA — tipicamente na região MALEOLAR (perimaléolar interna).",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Cirurgia Vascular Clássica",
"group": "Objetivo 4",
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"created": "2026-10-08T17:52:35.573762+00:00"
},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 2 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
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"tags": [
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],
"occlusion": {
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{
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"label": "Estrutura 2",
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T18:39:54.027904+00:00"
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{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
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"tags": [
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{
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"label": "Estrutura 4",
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Qual a inervação dos corpos aórticos?",
"a": "Nervo vago (X)",
"ref": "West, Fisiologia Respiratória, Cap. 8",
"group": "ControleQuimico",
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},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
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"tags": [
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],
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{
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{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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"label": "Estrutura 2",
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"label": "Estrutura 3",
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{
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"label": "Estrutura 4",
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"created": "2026-10-08T18:40:40.567859+00:00"
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"label": "Estrutura 6",
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"label": "Estrutura 7",
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{
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"id": "c_8",
"label": "Estrutura 8",
"width": 14.93,
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"label": "Estrutura 9",
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{
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:17:59.498477+00:00"
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{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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"masks": [
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{
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"label": "Estrutura 3",
"width": 18.12,
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"id": "c_4",
"label": "Estrutura 4",
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T19:36:15.552081+00:00"
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"label": "Estrutura 3",
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{
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"id": "c_4",
"label": "Estrutura 4",
"width": 13.83,
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{
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"id": "c_5",
"label": "Estrutura 5",
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{
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"id": "c_6",
"label": "Estrutura 6",
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:18:46.677061+00:00"
},
{
"id": "ab6e88a1-f43e-47fd-92a1-98ca6ef57d7f",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"x": 0.2,
"y": 8.959999999999999,
"id": "c_1",
"label": "Estrutura 1",
"width": 46.7,
"height": 5
},
{
"x": 57.86,
"y": 6.460000000000001,
"id": "c_2",
"label": "Estrutura 2",
"width": 19.06,
"height": 4.3999999999999995
},
{
"x": 75.97,
"y": 12.17,
"id": "c_3",
"label": "Estrutura 3",
"width": 23.35,
"height": 7.02
},
{
"x": 79.78,
"y": 24.91,
"id": "c_4",
"label": "Estrutura 4",
"width": 16.2,
"height": 4.17
},
{
"x": 79.31,
"y": 32.05,
"id": "c_5",
"label": "Estrutura 5",
"width": 20.02,
"height": 3.6900000000000004
},
{
"x": 68.67,
"y": 41.099999999999994,
"id": "c_6",
"label": "Estrutura 6",
"width": 31.45,
"height": 4.29
},
{
"x": 0.35000000000000003,
"y": 23.599999999999998,
"id": "c_7",
"label": "Estrutura 7",
"width": 19.86,
"height": 7.380000000000001
},
{
"x": 3.06,
"y": 93.84,
"id": "c_8",
"label": "Estrutura 8",
"width": 31.929999999999996,
"height": 4.17
},
{
"x": 52.78,
"y": 91.22,
"id": "c_9",
"label": "Estrutura 9",
"width": 39.87,
"height": 4.17
},
{
"x": 79.31,
"y": 72.77,
"id": "c_10",
"label": "Estrutura 10",
"width": 17.79,
"height": 7.86
}
],
"imageUrl": "/cards-media/occl_7f6ce6c10ce2.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_3"
},
"created": "2026-10-08T20:18:08.752829+00:00"
},
{
"id": "ab730ab1-3292-4fa3-8482-5ef1ee4c27fc",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 44.14,
"y": 86.13,
"id": "c_5",
"label": "Estrutura 5",
"width": 40.86,
"height": 13.700000000000001
},
{
"x": 20.34,
"y": 84.17999999999999,
"id": "c_6",
"label": "Estrutura 6",
"width": 16.900000000000002,
"height": 13.700000000000001
},
{
"x": 69.31,
"y": 31.319999999999997,
"id": "c_1",
"label": "Estrutura 1",
"width": 29.310000000000002,
"height": 6.36
},
{
"x": 65.69,
"y": 40.78,
"id": "c_2",
"label": "Estrutura 2",
"width": 31.03,
"height": 5.87
},
{
"x": 63.23,
"y": 49.44,
"id": "c_3",
"label": "Estrutura 3",
"width": 34.32,
"height": 7.9399999999999995
},
{
"x": 62.870000000000005,
"y": 59.8,
"id": "c_4",
"label": "Estrutura 4",
"width": 33.77,
"height": 10.879999999999999
}
],
"imageUrl": "/cards-media/occl_a952f2a419bc.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_4"
},
"created": "2026-10-08T19:36:55.666595+00:00"
},
{
"id": "ab94e125-33b6-46c8-a726-d6f802749d99",
"deck": "6634374e-fbf6-49ba-95c4-cb4571955656",
"q": "Por que o barorreflexo é considerado o regulador de CURTO prazo mais potente?",
"a": "Age em segundos — é a resposta mais rápida de todas as regulações da PA — e contrapõe-se a qualquer alteração aguda (postura, hemorragia, exercício). Porém se adapta (resetting) e não sustenta a PA a longo prazo.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica)",
"group": "Objetivo 1",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "abe473c1-e568-498b-a4fa-4e0135f0a76d",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Nervos do plexo braquial
Carta 2 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
Raiz medial do n. Mediano + Raiz lateral do nervo mediano = n. Mediano.\n\nNervo ulnar cruza o compartimento anterior do braço\n\n\nNn. Subescapulares no m. Subescapular \n\n\nN. Musculocutâneo e axilar não dá de ver direito na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 5.8999999999999995,
"y": 17.16,
"id": "c_1",
"label": "Estrutura 1",
"width": 20.66,
"height": 3.27
},
{
"x": 76.48,
"y": 15.75,
"id": "c_2",
"label": "Estrutura 2",
"width": 14.57,
"height": 2.87
},
{
"x": 0.32,
"y": 36.82,
"id": "c_3",
"label": "Estrutura 3",
"width": 22.39,
"height": 4.74
},
{
"x": 67.56,
"y": 58.06,
"id": "c_4",
"label": "Estrutura 4",
"width": 24.9,
"height": 5.04
},
{
"x": 1.1900000000000002,
"y": 54.94,
"id": "c_5",
"label": "Estrutura 5",
"width": 12.34,
"height": 2.85
},
{
"x": 17.630000000000003,
"y": 86.74,
"id": "c_6",
"label": "Estrutura 6",
"width": 53.779999999999994,
"height": 5.18
}
],
"imageUrl": "/cards-media/occl_30cdfb860e7a.webp",
"imageTitle": "Nervos do plexo braquial",
"activeMaskId": "c_2"
},
"created": "2026-10-08T18:38:52.95411+00:00"
},
{
"id": "ac24f317-1cf8-400f-8c18-11621a608da5",
"deck": "899dfcaf-f124-4391-8d0a-c03a3b277c8c",
"q": "Qual o uso clínico do AAS em doses baixas e qual a diferença entre antiagregante e anticoagulante?",
"a": "AAS 75-100 mg/dia: prevenção secundária de eventos trombóticos arteriais (IAM, AVC isquêmico) — o alvo é a TROMBOSE ARTERIAL (plaquetária). ANTICOAGULANTES (varfarina, heparinas, DOACs) atuam na cascata de coagulação — alvo é a TROMBOSE VENOSA (fibrina). Artéria = plaquetas; veia = coagulação.",
"ref": "Robbins & Cotran (Patologia), Guyton & Hall (Tratado de Fisiologia Médica), Harrison (Medicina Interna)",
"group": "Objetivo 4",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "ac27eb3f-2553-497b-bde4-f9b2f076c11f",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 11.68,
"y": 67.21000000000001,
"id": "c_5",
"label": "Estrutura 5",
"width": 22.95,
"height": 2.12
},
{
"x": 8.61,
"y": 28.549999999999997,
"id": "c_1",
"label": "Estrutura 1",
"width": 22.54,
"height": 5.220000000000001
},
{
"x": 13.320000000000002,
"y": 69.66,
"id": "c_6",
"label": "Estrutura 6",
"width": 30.330000000000002,
"height": 4.89
},
{
"x": 8.200000000000001,
"y": 54,
"id": "c_4",
"label": "Estrutura 4",
"width": 25.2,
"height": 4.73
},
{
"x": 14.57,
"y": 36.41,
"id": "c_2",
"label": "Estrutura 2",
"width": 23.36,
"height": 2.2800000000000002
},
{
"x": 16.1,
"y": 39.32,
"id": "c_3",
"label": "Estrutura 3",
"width": 32.379999999999995,
"height": 3.5900000000000003
}
],
"imageUrl": "/cards-media/occl_7e091fdc4718.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_4"
},
"created": "2026-10-08T19:37:12.165291+00:00"
},
{
"id": "ac4526fd-55cf-4fbf-9520-518aed7ef245",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Nervos plexo sacral
Carta 4 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
Nervo isquiático se divide em -> N. Fibular comum (lateral) e N. Tibial (medial)\n\nN. Fibular comum -> N. Fibular superficial (lateral) e N. Fibular profundo (anterior)\n\n\nNervo sural = N. Fibular comum + N. Tibial
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 34.89,
"y": 4.760000000000001,
"id": "c_1",
"label": "Estrutura 1",
"width": 15.909999999999998,
"height": 2.98
},
{
"x": 0.44,
"y": 34.03,
"id": "c_2",
"label": "Estrutura 2",
"width": 14.82,
"height": 5.25
},
{
"x": 6.29,
"y": 47.54,
"id": "c_3",
"label": "Estrutura 3",
"width": 18.14,
"height": 5.11
},
{
"x": 80.36999999999999,
"y": 41.19,
"id": "c_4",
"label": "Estrutura 4",
"width": 14.48,
"height": 3.16
}
],
"imageUrl": "/cards-media/occl_2a493f88dae0.webp",
"imageTitle": "Nervos plexo sacral",
"activeMaskId": "c_4"
},
"created": "2026-10-08T18:39:02.1298+00:00"
},
{
"id": "acd374d2-3338-49be-8ad6-e95ebd203666",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 44.14,
"y": 86.13,
"id": "c_5",
"label": "Estrutura 5",
"width": 40.86,
"height": 13.700000000000001
},
{
"x": 20.34,
"y": 84.17999999999999,
"id": "c_6",
"label": "Estrutura 6",
"width": 16.900000000000002,
"height": 13.700000000000001
},
{
"x": 69.31,
"y": 31.319999999999997,
"id": "c_1",
"label": "Estrutura 1",
"width": 29.310000000000002,
"height": 6.36
},
{
"x": 65.69,
"y": 40.78,
"id": "c_2",
"label": "Estrutura 2",
"width": 31.03,
"height": 5.87
},
{
"x": 63.23,
"y": 49.44,
"id": "c_3",
"label": "Estrutura 3",
"width": 34.32,
"height": 7.9399999999999995
},
{
"x": 62.870000000000005,
"y": 59.8,
"id": "c_4",
"label": "Estrutura 4",
"width": 33.77,
"height": 10.879999999999999
}
],
"imageUrl": "/cards-media/occl_a952f2a419bc.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_2"
},
"created": "2026-10-08T19:36:55.666595+00:00"
},
{
"id": "ad0d0e09-8877-468c-9afa-353a16251f74",
"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Quais nervos inervam o diafragma?",
"a": "Nervos frênicos, com raízes em C3-C5",
"ref": "Moore, Anatomia Orientada para a Clínica (Plexo cervical, nervo frênico); Guyton & Hall, Cap. 41-42",
"group": "EstruturasNeurais",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "ad214408-68a6-4448-b95f-9ac2084db147",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 10 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 10 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 1.6099999999999999,
"y": 5.92,
"id": "c_1",
"label": "Estrutura 1",
"width": 14.39,
"height": 6.4399999999999995
},
{
"x": 37.13,
"y": 18.8,
"id": "c_2",
"label": "Estrutura 2",
"width": 11.129999999999999,
"height": 4.73
},
{
"x": 1.73,
"y": 56.489999999999995,
"id": "c_3",
"label": "Estrutura 3",
"width": 13.819999999999999,
"height": 3.9800000000000004
},
{
"x": 2.29,
"y": 16.34,
"id": "c_4",
"label": "Estrutura 4",
"width": 14.84,
"height": 7.580000000000001
},
{
"x": 1.8399999999999999,
"y": 31.11,
"id": "c_5",
"label": "Estrutura 5",
"width": 13.819999999999999,
"height": 4.73
},
{
"x": 2.06,
"y": 40.96,
"id": "c_6",
"label": "Estrutura 6",
"width": 15.85,
"height": 7.199999999999999
},
{
"x": 36.79,
"y": 27.51,
"id": "c_7",
"label": "Estrutura 7",
"width": 14.39,
"height": 7.580000000000001
},
{
"x": 36.79,
"y": 41.9,
"id": "c_8",
"label": "Estrutura 8",
"width": 15.620000000000001,
"height": 5.489999999999999
},
{
"x": 36.57,
"y": 55.54,
"id": "c_9",
"label": "Estrutura 9",
"width": 20.79,
"height": 5.489999999999999
},
{
"x": 2.06,
"y": 65.58,
"id": "c_10",
"label": "Estrutura 10",
"width": 14.16,
"height": 6.63
},
{
"x": 2.06,
"y": 76.55999999999999,
"id": "c_11",
"label": "Estrutura 11",
"width": 15.290000000000001,
"height": 8.14
},
{
"x": 2.5100000000000002,
"y": 88.68,
"id": "c_12",
"label": "Estrutura 12",
"width": 15.4,
"height": 8.709999999999999
}
],
"imageUrl": "/cards-media/occl_af6a6ba96f25.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_10"
},
"created": "2026-10-08T19:36:26.160847+00:00"
},
{
"id": "ad2b9e74-2da5-4469-9cba-23b82c5b088e",
"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "Qual o valor do volume residual?",
"a": "Cerca de 1200 mL",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Ventilação Pulmonar)",
"group": "VolumesCapacidades",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "ad35f18d-351d-49c7-8bf0-56c2477de78d",
"deck": "f3dffe84-dc20-4742-b95f-5f984b8eba5b",
"q": "Em qual via o 2",
"a": "3-bifosfoglicerato é produzido?",
"ref": "Na via glicolítica das hemácias (via de Rapoport-Luebering)",
"group": "Bioquimica",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
"id": "ad3f1d95-71a9-47ed-a98f-e382aae3b9e0",
"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "O meato médio recebe drenagem de?",
"a": "Seios etmoidais anteriores/médios",
"ref": "bolha etmoidal e seio frontal",
"group": "Anatomia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "ad4aae9c-b0cc-421e-9158-552b85890458",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 44.190000000000005,
"y": 0.3,
"id": "c_1",
"label": "Estrutura 1",
"width": 22.74,
"height": 15.2
},
{
"x": 46.160000000000004,
"y": 28.83,
"id": "c_2",
"label": "Estrutura 2",
"width": 14.729999999999999,
"height": 2.4
},
{
"x": 63.17,
"y": 46.03,
"id": "c_3",
"label": "Estrutura 3",
"width": 25.2,
"height": 1.6
},
{
"x": 69.22,
"y": 90.57,
"id": "c_4",
"label": "Estrutura 4",
"width": 25.69,
"height": 2.13
},
{
"x": 43.54,
"y": 94.69999999999999,
"id": "c_5",
"label": "Estrutura 5",
"width": 17.02,
"height": 4.67
},
{
"x": 20.14,
"y": 87.1,
"id": "c_6",
"label": "Estrutura 6",
"width": 22.25,
"height": 2.4
},
{
"x": 4.43,
"y": 77.37,
"id": "c_7",
"label": "Estrutura 7",
"width": 25.03,
"height": 2.93
}
],
"imageUrl": "/cards-media/occl_975c5e3b9ddb.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_6"
},
"created": "2026-10-08T20:18:41.567096+00:00"
},
{
"id": "ad5298a9-37f9-404c-9e60-1a06f58ce764",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 3.34,
"y": 33.25,
"id": "c_1",
"label": "Estrutura 1",
"width": 16.28,
"height": 6.98
},
{
"x": 3.4299999999999997,
"y": 46.46,
"id": "c_2",
"label": "Estrutura 2",
"width": 18.84,
"height": 11.700000000000001
},
{
"x": 3.6900000000000004,
"y": 71.17999999999999,
"id": "c_3",
"label": "Estrutura 3",
"width": 18.58,
"height": 6.79
},
{
"x": 3.8699999999999997,
"y": 89.1,
"id": "c_4",
"label": "Estrutura 4",
"width": 14.77,
"height": 8.3
}
],
"imageUrl": "/cards-media/occl_6810add97ec7.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_4"
},
"created": "2026-10-08T19:36:35.503849+00:00"
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Carta 16 de 20 • Oclusão de Imagem
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Carta 14 de 14 • Oclusão de Imagem
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Carta 25 de 25 • Oclusão de Imagem
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Carta 1 de 3 • Oclusão de Imagem
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Ramos subclaviculares.
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Carta 5 de 6 • Oclusão de Imagem
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Carta 2 de 5 • Oclusão de Imagem
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Carta 20 de 20 • Oclusão de Imagem
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"height": 3
},
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"id": "c_18",
"label": "Estrutura 18",
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},
{
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"id": "c_19",
"label": "Estrutura 19",
"width": 17.05,
"height": 3.04
},
{
"x": 78.3,
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"id": "c_20",
"label": "Estrutura 20",
"width": 21.25,
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],
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"imageTitle": "Oclusão Anatômica",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"label": "Estrutura 3",
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},
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"label": "Estrutura 4",
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"label": "Estrutura 5",
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},
{
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{
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"id": "afbb75cc-50c0-4d9d-a013-820b9a4fc765",
"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "Qual a lei que rege a difusão de gases pela membrana respiratória?",
"a": "Lei de Fick: fluxo ∝ (área × diferença de pressão) / espessura",
"ref": "West, Fisiologia Respiratória (Difusão)",
"group": "Fisiologia",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo representado pelo 8 ?
",
"a": "M. zigmático menor",
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"created": "2026-10-08T19:36:50.184054+00:00"
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"deck": "8bd079cb-66f4-4091-9b28-f51a9c09aaf3",
"q": "O que define a dominância cardíaca e qual é a mais comum?",
"a": "É definida pela artéria que origina a artéria descendente posterior (PDA). A dominância DIREITA é a mais comum (~80%); esquerda ~10%; codominante/circunflexo dominante o restante.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Harrison (Medicina Interna)",
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},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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},
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"label": "Estrutura 4",
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"q": "O que é a transposição dos grandes vasos (TGV) e qual sua causa?",
"a": "A aorta sai do ventrículo direito e o tronco pulmonar do esquerdo, criando duas circulações em paralelo. Causa: falha da rotação espiral do tronco arterioso (septação reta em vez de espiral). Gera cianose grave desde o nascimento; a sobrevivência depende de forame oval e ducto arterioso patentes.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
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},
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 21 de 25 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 21 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"id": "c_22",
"label": "Estrutura 22",
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},
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"label": "Estrutura 24",
"width": 12.06,
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},
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"id": "c_3",
"label": "Estrutura 3",
"width": 10.79,
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},
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"id": "c_5",
"label": "Estrutura 5",
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"id": "c_9",
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"label": "Estrutura 20",
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"id": "c_8",
"label": "Estrutura 8",
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{
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"label": "Estrutura 2",
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{
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"label": "Estrutura 19",
"width": 12.06,
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{
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"id": "c_13",
"label": "Estrutura 13",
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},
{
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"label": "Estrutura 1",
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"id": "c_15",
"label": "Estrutura 15",
"width": 7.3,
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},
{
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"label": "Estrutura 16",
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},
{
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{
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"id": "c_12",
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{
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"id": "c_25",
"label": "Estrutura 25",
"width": 13.969999999999999,
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},
{
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"id": "c_11",
"label": "Estrutura 11",
"width": 13.969999999999999,
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},
{
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"id": "c_7",
"label": "Estrutura 7",
"width": 9.21,
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},
{
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"id": "c_18",
"label": "Estrutura 18",
"width": 22.220000000000002,
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},
{
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"id": "c_21",
"label": "Estrutura 21",
"width": 14.29,
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},
{
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"id": "c_23",
"label": "Estrutura 23",
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],
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{
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"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Qual túnica é mais desenvolvida nas artérias?",
"a": "Túnica média (musculatura lisa)",
"ref": "Junqueira & Carneiro, Histologia Básica (Sistema Cardiovascular)",
"group": "Histologia",
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},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"id": "c_1",
"label": "Estrutura 1",
"width": 24.4,
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 20.89,
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},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 32.89,
"height": 8.18
},
{
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"id": "c_4",
"label": "Estrutura 4",
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},
{
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"label": "Estrutura 6",
"width": 47.9,
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T18:40:35.925879+00:00"
},
{
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"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "Quais volumes a espirometria NÃO mede?",
"a": "Volume residual",
"ref": "capacidade residual funcional e capacidade pulmonar total",
"group": "VolumesCapacidades",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
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"label": "Estrutura 1",
"width": 35.05,
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{
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"id": "c_2",
"label": "Estrutura 2",
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{
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"id": "c_3",
"label": "Estrutura 3",
"width": 27.66,
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{
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"id": "c_4",
"label": "Estrutura 4",
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{
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"width": 29.56,
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"id": "c_7",
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Plexo sacral
Carta 5 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
Nervo isquiático se divide em -> N. Fibular comum (lateral) e N. Tibial (medial)\n\nN. Fibular comum -> N. Fibular superficial (lateral) e N. Fibular profundo (anterior)\n\n\nNervo sural = N. Fibular comum + N. Tibial
",
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{
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{
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{
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"imageTitle": "Plexo sacral",
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"created": "2026-10-08T18:39:03.913413+00:00"
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{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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"label": "Estrutura 1",
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{
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"label": "Estrutura 2",
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"label": "Estrutura 3",
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"id": "c_4",
"label": "Estrutura 4",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 5 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 3 revelada na imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
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Carta 5 de 8 • Oclusão de Imagem
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Carta 8 de 10 • Oclusão de Imagem
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Carta 6 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 12 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 25 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 15 de 25 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 15 revelada na imagem
",
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Carta 25 de 35 • Oclusão de Imagem
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Carta 2 de 3 • Oclusão de Imagem
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Intumescência cervical- parte mais alargada próximo ao pescoço.Saco dural- \"capa\" da medula.\nIntumescência lombossacral- parte mais alargada próximo ao final da medula.
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Carta 5 de 5 • Oclusão de Imagem
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Carta 2 de 5 • Oclusão de Imagem
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Carta 11 de 11 • Oclusão de Imagem
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Carta 2 de 7 • Oclusão de Imagem
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Carta 12 de 14 • Oclusão de Imagem
",
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"label": "Estrutura 10",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 12 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 12 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
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"q": "Quais são os elementos figurados do sangue?",
"a": "Hemácias",
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"a": "Atresia pulmonar ou aórtica: oclusão completa da valva; a sobrevivência depende de shunts (forame oval, ducto arterioso, DIV). No coração esquerdo hipoplásico, o ventrículo esquerdo, a valva mitral e a aorta ascendente são subdesenvolvidos — o ventrículo direito sustenta a circulação sistêmica pelo ducto. Estão entre as cardiopatias congênitas mais graves.",
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"q": "Qual a fórmula da capacidade vital?",
"a": "CV = volume corrente + VRI + VRE (cerca de 4600 mL)",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Ventilação Pulmonar)",
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"q": "Caso clínico: hipoxemia com gradiente A-a aumentado. O que indica?",
"a": "Distúrbio de V/Q ou shunt (e não hipoventilação pura)",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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"q": "Caso clínico: IAM de parede inferior. Qual artéria costuma estar ocluída?",
"a": "Ramo interventricular posterior da artéria coronária direita",
"ref": "Moore, Anatomia Orientada para a Clínica (Tórax)",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 16 de 16 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 16 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
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{
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"label": "Estrutura 13",
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"deck": "8bd079cb-66f4-4091-9b28-f51a9c09aaf3",
"q": "Qual o território irrigado pela coronária esquerda?",
"a": "Divide-se em descendente anterior (DA) e circunflexo (Cx). Irriga a maior parte do ventrículo esquerdo (parede anterior e lateral), o átrio esquerdo e, em grande parte dos casos, o nó SA e o nó AV.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Harrison (Medicina Interna)",
"group": "Objetivo 1",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.573762+00:00"
},
{
"id": "b8e194f0-2916-4509-a4a0-c52d2b00a664",
"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Qual o padrão da respiração de Cheyne-Stokes?",
"a": "Hiperpneia em crescendo-decrescendo, alternando com apneia central",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica, Cap. 41-42 (Respiração Periódica); West, Cap. 8",
"group": "CheyneStokes",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "b8e3f73b-bb2f-4605-9855-902c2d3ca744",
"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "Como a afinidade da hemoglobina fetal se compara à adulta?",
"a": "A Hb fetal tem maior afinidade pelo O2 (liga menos o 2,3-BPG)",
"ref": "Baynes & Dominiczak, Bioquímica Médica (Hemoglobina)",
"group": "TransporteGases",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "b9348653-b138-4d85-b8e6-b1e0e82abfa8",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 72.55,
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"id": "c_7",
"label": "Estrutura 7",
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{
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],
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Respiração irregular, sem crescendo-decrescendo, com apneias abruptas, sugere lesão de qual região?",
"a": "Bulbo (respiração de Biot ou atáxica)",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica, Cap. 41-42; Harrison, Medicina Interna",
"group": "Clinico",
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"tags": [],
"occlusion": null,
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},
{
"id": "b9aa0015-c2ee-4576-8741-2d5699c6fe6f",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"label": "Estrutura 2",
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"label": "Estrutura 3",
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:17:12.211877+00:00"
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 11 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 11 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"label": "Estrutura 3",
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"label": "Estrutura 4",
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},
{
"x": 3.7199999999999998,
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"id": "c_9",
"label": "Estrutura 9",
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{
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"label": "Estrutura 10",
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T19:36:30.044784+00:00"
},
{
"id": "b9ee4d3e-7e9c-48be-8112-7b788531e1b8",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 9 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
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"label": "Estrutura 3",
"width": 12.7,
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{
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"label": "Estrutura 4",
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"id": "c_5",
"label": "Estrutura 5",
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{
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"label": "Estrutura 7",
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{
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"id": "c_8",
"label": "Estrutura 8",
"width": 18.23,
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},
{
"x": 2.6,
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"id": "c_9",
"label": "Estrutura 9",
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"imageTitle": "Oclusão Anatômica",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 23 de 27 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 23 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"label": "Estrutura 3",
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"label": "Estrutura 15",
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{
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"id": "c_19",
"label": "Estrutura 19",
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"label": "Estrutura 23",
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"id": "c_26",
"label": "Estrutura 26",
"width": 12.989999999999998,
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{
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"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "Como o CO2 é transportado no sangue?",
"a": "Cerca de 70% como bicarbonato, 20-23% ligado à Hb (carboamino) e 7% dissolvido",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Sistema Respiratório)",
"group": "TransporteGases",
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"id": "c_1",
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},
{
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},
{
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},
{
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"width": 17.09,
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},
{
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"id": "c_5",
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{
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{
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"id": "c_7",
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"width": 21.75,
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},
{
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"width": 22.53,
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],
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"created": "2026-10-08T19:36:51.117123+00:00"
},
{
"id": "bb3df7dc-2369-48e4-be77-da14ee6afc11",
"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "Por que o lactente respira enquanto amamenta?",
"a": "Laringe alta (cricoide em C3-C4 vs C6-C7 no adulto) e epiglote tocando o palato mole; leite desce pelos recessos piriformes. Laringe desce entre 2-6 anos.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
"group": "Embriologia — Q4",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "bb4663c6-8183-4567-9841-907aea12c4fa",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Medula espinal (cadáver do laboratório)
Carta 3 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
Intumescência cervical- parte mais alargada próximo ao pescoço.Saco dural- \"capa\" da medula.\nIntumescência lombossacral- parte mais alargada próximo ao final da medula.
",
"ref": "",
"group": "",
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"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 1.08,
"y": 10.66,
"id": "c_1",
"label": "Estrutura 1",
"width": 41.92,
"height": 4.36
},
{
"x": 73.42,
"y": 35.23,
"id": "c_2",
"label": "Estrutura 2",
"width": 19.32,
"height": 3.94
},
{
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"y": 74.86,
"id": "c_3",
"label": "Estrutura 3",
"width": 26.529999999999998,
"height": 8.219999999999999
}
],
"imageUrl": "/cards-media/occl_3c9726f5a97e.jpg",
"imageTitle": "Medula espinal (cadáver do laboratório)",
"activeMaskId": "c_3"
},
"created": "2026-10-08T18:38:45.85562+00:00"
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{
"id": "bb4f0d76-7043-4057-8896-0a1137dc2c35",
"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "Classificação de Gross?",
"a": "Tipo C (~85-90%): atresia + fístula distal → ar no abdome;\nTipo A (~8%): atresia pura → abdome sem gás;\nTipo E (~4%): fístula em H sem atresia;\nTipo B (~1%): atresia + fístula proximal → abdome sem gás.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
"group": "Fístula Traqueoesofágica",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"y": 27.08,
"id": "c_1",
"label": "Estrutura 1",
"width": 21.13,
"height": 4.89
},
{
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"y": 48.94,
"id": "c_5",
"label": "Estrutura 5",
"width": 27.82,
"height": 8.32
},
{
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"y": 89.23,
"id": "c_7",
"label": "Estrutura 7",
"width": 28.449999999999996,
"height": 5.55
},
{
"x": 10.459999999999999,
"y": 33.28,
"id": "c_3",
"label": "Estrutura 3",
"width": 23.22,
"height": 7.01
},
{
"x": 12.13,
"y": 65.58,
"id": "c_2",
"label": "Estrutura 2",
"width": 19.040000000000003,
"height": 5.87
},
{
"x": 6.279999999999999,
"y": 41.11,
"id": "c_4",
"label": "Estrutura 4",
"width": 13.81,
"height": 5.55
},
{
"x": 6.9,
"y": 78.96,
"id": "c_6",
"label": "Estrutura 6",
"width": 14.23,
"height": 7.01
},
{
"x": 10.69,
"y": 72.24000000000001,
"id": "c_8",
"label": "Estrutura 8",
"width": 21.709999999999997,
"height": 4.15
}
],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_5"
},
"created": "2026-10-08T19:37:13.565071+00:00"
},
{
"id": "bc518875-a746-441e-861a-b6041f9713ae",
"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "O meato superior recebe drenagem de?",
"a": "Seios etmoidais posteriores",
"ref": "Moore, Anatomia Orientada para a Clínica (Cabeça e Pescoço)",
"group": "Anatomia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "bc94ff80-0181-4e3b-ba96-53a39b8866ab",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 64.58,
"id": "c_1",
"label": "Estrutura 1",
"width": 21.88,
"height": 4.15
},
{
"x": 5.27,
"y": 72.31,
"id": "c_2",
"label": "Estrutura 2",
"width": 22.29,
"height": 8.68
},
{
"x": 5.47,
"y": 84.39,
"id": "c_3",
"label": "Estrutura 3",
"width": 21.47,
"height": 8.49
},
{
"x": 5.37,
"y": 96.27,
"id": "c_4",
"label": "Estrutura 4",
"width": 20.03,
"height": 4.53
},
{
"x": 29.92,
"y": 54.76,
"id": "c_5",
"label": "Estrutura 5",
"width": 18.39,
"height": 4.91
},
{
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"y": 64.75999999999999,
"id": "c_6",
"label": "Estrutura 6",
"width": 21.16,
"height": 6.6000000000000005
},
{
"x": 30.23,
"y": 76.27000000000001,
"id": "c_7",
"label": "Estrutura 7",
"width": 22.6,
"height": 6.6000000000000005
},
{
"x": 29.709999999999997,
"y": 87.97,
"id": "c_8",
"label": "Estrutura 8",
"width": 22.39,
"height": 8.110000000000001
},
{
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"y": 5.140000000000001,
"id": "c_9",
"label": "Estrutura 9",
"width": 21.88,
"height": 4.72
},
{
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"y": 14.39,
"id": "c_10",
"label": "Estrutura 10",
"width": 22.7,
"height": 6.98
},
{
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"y": 28.54,
"id": "c_11",
"label": "Estrutura 11",
"width": 22.39,
"height": 5.66
},
{
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"y": 40.61,
"id": "c_12",
"label": "Estrutura 12",
"width": 20.849999999999998,
"height": 6.23
}
],
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"deck": "f3dffe84-dc20-4742-b95f-5f984b8eba5b",
"q": "A qual subunidade o 2",
"a": "3-BPG se liga na hemoglobina?",
"ref": "Às subunidades beta da Hb adulta (na Hb fetal predomina gama",
"group": "Bioquimica",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
"mode": "hide_all_guess_one",
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"y": 16.74,
"id": "c_1",
"label": "Estrutura 1",
"width": 38.72,
"height": 3.92
},
{
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"y": 36.620000000000005,
"id": "c_2",
"label": "Estrutura 2",
"width": 19.16,
"height": 4.35
},
{
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"y": 37.19,
"id": "c_3",
"label": "Estrutura 3",
"width": 17.11,
"height": 4.22
},
{
"x": 68.19,
"y": 54.16,
"id": "c_4",
"label": "Estrutura 4",
"width": 20.1,
"height": 5.87
},
{
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"y": 75.08,
"id": "c_5",
"label": "Estrutura 5",
"width": 32.6,
"height": 5.13
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],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_2"
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"created": "2026-10-08T18:39:45.523708+00:00"
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"y": 3.82,
"id": "c_1",
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"width": 18.22,
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{
"x": 0.7000000000000001,
"y": 10.99,
"id": "c_2",
"label": "Estrutura 2",
"width": 18.66,
"height": 5.66
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{
"x": 1.13,
"y": 22.12,
"id": "c_3",
"label": "Estrutura 3",
"width": 15.190000000000001,
"height": 4.91
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{
"x": 0.8099999999999999,
"y": 31.75,
"id": "c_4",
"label": "Estrutura 4",
"width": 16.71,
"height": 5.09
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{
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"y": 40.8,
"id": "c_5",
"label": "Estrutura 5",
"width": 16.71,
"height": 4.53
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"x": 0.8099999999999999,
"y": 48.35,
"id": "c_6",
"label": "Estrutura 6",
"width": 18.77,
"height": 5.66
},
{
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"y": 58.540000000000006,
"id": "c_7",
"label": "Estrutura 7",
"width": 15.299999999999999,
"height": 4.91
},
{
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"y": 68.16,
"id": "c_8",
"label": "Estrutura 8",
"width": 12.8,
"height": 6.23
}
],
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"imageTitle": "Oclusão Anatômica",
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},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 5.029999999999999,
"id": "c_1",
"label": "Estrutura 1",
"width": 13.489999999999998,
"height": 9.4
},
{
"x": 71.17,
"y": 3.2399999999999998,
"id": "c_2",
"label": "Estrutura 2",
"width": 11.540000000000001,
"height": 8.33
},
{
"x": 55.1,
"y": 84.67,
"id": "c_3",
"label": "Estrutura 3",
"width": 15.45,
"height": 5.24
},
{
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"y": 81.22,
"id": "c_4",
"label": "Estrutura 4",
"width": 26.009999999999998,
"height": 4.760000000000001
},
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"y": 60.980000000000004,
"id": "c_5",
"label": "Estrutura 5",
"width": 15.540000000000001,
"height": 9.76
}
],
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"created": "2026-10-08T20:17:46.064228+00:00"
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"id": "bd5f8645-c333-4501-83c0-994531977a9c",
"deck": "f37b70a1-e498-47d7-9015-af931146ed6c",
"q": "De que folheto derivam as cartilagens e músculos da traqueia?",
"a": "Do mesoderma esplâncnico (visceral)",
"ref": "Moore & Persaud, Embriologia Clínica (Desenvolvimento do Sistema Respiratório)",
"group": "Embriologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 9 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 9 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
"mode": "hide_all_guess_one",
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"label": "Estrutura 2",
"width": 13.08,
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"width": 12.47,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
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},
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"label": "Estrutura 5",
"width": 7.64,
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},
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"y": 50.239999999999995,
"id": "c_6",
"label": "Estrutura 6",
"width": 12.47,
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},
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"y": 52.12,
"id": "c_7",
"label": "Estrutura 7",
"width": 13.88,
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},
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"label": "Estrutura 9",
"width": 12.47,
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},
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 11 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 11 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"id": "c_2",
"label": "Estrutura 2",
"width": 24.72,
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},
{
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"id": "c_3",
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"width": 23.669999999999998,
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},
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"id": "c_4",
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},
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"id": "c_5",
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},
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},
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"id": "c_8",
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"width": 25.25,
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},
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"id": "c_9",
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},
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},
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},
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"id": "c_12",
"label": "Estrutura 12",
"width": 17.36,
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},
{
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"id": "c_13",
"label": "Estrutura 13",
"width": 21.92,
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},
{
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"label": "Estrutura 14",
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"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "O que é pneumotórax aberto?",
"a": "Comunicação do espaço pleural com o meio externo por ferida na parede torácica",
"ref": "Harrison, Medicina Interna (Doenças Pleurais)",
"group": "Pneumotorax",
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"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
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"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "Qual célula produz o surfactante?",
"a": "Pneumócito tipo II",
"ref": "Junqueira & Carneiro, Histologia Básica (Sistema Respiratório)",
"group": "MecanicaRespiratoria",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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"q": "Qual o nome do músculo representado pelo 5 ?
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"q": "Quando os batimentos cardíacos fetais podem ser detectados na ultrassonografia?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
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Carta 3 de 3 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 3 revelada na imagem
Ramos subclaviculares.
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 16 de 27 • Oclusão de Imagem
",
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"q": "O que é o coagulograma e o que ele inclui?",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 30 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 30 revelada na imagem
",
"ref": "",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
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"q": "Quais estruturas NÃO participam da circulação sistêmica?",
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"a": "Só existem bronquíolos terminais; sem bronquíolos respiratórios/alvéolos e capilares afastados → sem barreira de difusão.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
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Carta 34 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 34 revelada na imagem
",
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Carta 6 de 12 • Oclusão de Imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 9 de 9 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 9 revelada na imagem
",
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Carta 2 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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{
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"y": 87.78,
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"label": "Estrutura 7",
"width": 20.94,
"height": 9.62
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],
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "A partir de qual PaO2 a ventilação aumenta abruptamente?",
"a": "PaO2 < 60 mmHg",
"ref": "West, Fisiologia Respiratória, Cap. 8",
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"created": "2026-10-08T17:52:34.436167+00:00"
},
{
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"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "Qual o papel do eco-Doppler venoso?",
"a": "É o padrão-ouro não invasivo: mapeia anatomia, refluxo (>0,5 s define insuficiência), trombose e perfuração insuficiente. Orienta o tratamento (qual safena tratar, onde estão as perfurantes incompetentes).",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Cirurgia Vascular Clássica",
"group": "Objetivo 5",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
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"clinical": false,
"reverse": false,
"tags": [
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"label": "Estrutura 11",
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"id": "c_12",
"label": "Estrutura 12",
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"imageTitle": "Oclusão Anatômica",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 11 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 11 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"label": "Estrutura 2",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
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{
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{
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"label": "Estrutura 7",
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{
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{
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{
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],
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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{
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{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
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"tags": [
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{
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{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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{
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"deck": "6634374e-fbf6-49ba-95c4-cb4571955656",
"q": "Como o barorreflexo se comporta no exercício?",
"a": "A PA sistólica sobe e os barorreceptores deveriam desacelerar o coração — mas o centro do barorreflexo é REAJUSTADO pelo comando central (resetting central), permitindo a taquicardia: o ponto de operação do reflexo sobe para sustentar o débito elevado.",
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{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 15 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 15 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 7 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 6 revelada na imagem
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Carta 14 de 15 • Oclusão de Imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 9 de 14 • Oclusão de Imagem
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"a": "✓ Resposta: Estrutura 9 revelada na imagem
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"q": "O que caracteriza a alcalose metabólica?",
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"q": "O que é a hérnia de Bochdalek?",
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"q": "Qual o principal estímulo químico do controle respiratório em repouso?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 10 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 10 revelada na imagem
",
"ref": "",
"group": "",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 18 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 18 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
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"q": "Para qual lado o coração gira normalmente?",
"a": "Para a esquerda",
"ref": "ao final da 4ª semana do período embrionário",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 14 • Oclusão de Imagem
",
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",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 1 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
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",
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![\"Imagem](\"/cards-media/img_35917bb6e02a.jpg\")
",
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"q": "Diferença entre tosse e espirro?",
"a": "Tosse: protege vias laringotraqueobrônquicas, glote fecha, aferência pelo vago (X).\nEspirro: limpa vias superiores, sem oclusão glótica sustentada, aferência pelo trigêmeo (V).",
"ref": "Guyton & Hall (14ª ed., cap. 38), West, Li et al. (Cell 2021)",
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"q": "Em quais cúspides o músculo papilar posterior do VD fixa suas cordas?",
"a": "Cúspides posterior e septal",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 7 • Oclusão de Imagem
",
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",
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Carta 1 de 3 • Oclusão de Imagem
",
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",
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"q": "Características do período alveolar?",
"a": "32ª sem a ~8 anos; 95% dos alvéolos se formam pós-natal; 20-50 milhões ao nascer → 300-400 milhões no adulto.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
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Carta 2 de 14 • Oclusão de Imagem
",
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",
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"a": "Anidrase carbônica (CO2 + H2O → H2CO3)",
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"q": "O que ocorre com a difusão quando a membrana respiratória espessa para 0",
"a": "8 µm?",
"ref": "Diminuição da taxa de difusão de O2 (difusão é inversamente proporcional à espessura)",
"group": "Difusao",
"suspended": false,
"clinical": false,
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
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{
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{
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],
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Trauma raquimedular cervical C3-C5. Qual a consequência respiratória?",
"a": "Paralisia do diafragma, com dependência de ventilação mecânica",
"ref": "Moore, Anatomia Orientada para a Clínica (Plexo cervical); Guyton & Hall, Cap. 41-42",
"group": "Clinico",
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{
"id": "ca254b3c-863b-4662-9c35-457f1175e575",
"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "O que causa o desvio à direita da curva de dissociação da Hb?",
"a": "Diminuição da afinidade da Hb pelo O2 (pH baixo, CO2 alto, 2,3-BPG alto e temperatura alta)",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Sistema Respiratório)",
"group": "TransporteGases",
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"clinical": false,
"reverse": false,
"tags": [],
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},
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "O recesso esfenoetmoidal recebe drenagem de qual seio?",
"a": "Seio esfenoidal",
"ref": "Moore, Anatomia Orientada para a Clínica (Cabeça e Pescoço)",
"group": "Anatomia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
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},
{
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Quais estruturas atravessam a abertura superior do tórax?",
"a": "Traqueia",
"ref": "esôfago",
"group": "Anatomia",
"suspended": false,
"clinical": false,
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"tags": [],
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},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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{
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"label": "Estrutura 2",
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"label": "Estrutura 6",
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{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
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"tags": [
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"label": "Estrutura 2",
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"label": "Estrutura 3",
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{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
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{
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"label": "Estrutura 2",
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{
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"label": "Estrutura 3",
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{
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"label": "Estrutura 4",
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{
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{
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"id": "c_6",
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"id": "c_7",
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{
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{
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"id": "c_9",
"label": "Estrutura 9",
"width": 39.87,
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},
{
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],
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{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo representado pelo 13 ?
",
"a": "M. zigomático maior",
"ref": "",
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"created": "2026-10-08T19:36:50.184054+00:00"
},
{
"id": "cbcf244c-b6ff-4c46-bd53-3107511f52fb",
"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "O que é a SDR neonatal (doença da membrana hialina)?",
"a": "Déficit de surfactante no prematuro (<34 sem): taquipneia >60, tiragem, batimento de asas nasais, gemência, cianose; RX \"vidro fosco\"; membranas hialinas histológicas.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
"group": "Surfactante e SDR",
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"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "cbdb44f9-0891-4a74-bc4f-c36be3889af2",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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{
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"label": "Estrutura 2",
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{
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"label": "Estrutura 3",
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{
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"label": "Estrutura 4",
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{
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"label": "Estrutura 8",
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{
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{
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"label": "Estrutura 10",
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{
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"label": "Estrutura 11",
"width": 17.71,
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{
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"y": 92.5,
"id": "c_12",
"label": "Estrutura 12",
"width": 19.73,
"height": 5.8500000000000005
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{
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"label": "Estrutura 13",
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{
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"label": "Estrutura 14",
"width": 23.05,
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{
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"id": "c_15",
"label": "Estrutura 15",
"width": 26.369999999999997,
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{
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"label": "Estrutura 16",
"width": 24.9,
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{
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"label": "Estrutura 17",
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{
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{
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"id": "c_20",
"label": "Estrutura 20",
"width": 17.52,
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],
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"label": "Estrutura 2",
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{
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"label": "Estrutura 3",
"width": 11.61,
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{
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"id": "c_4",
"label": "Estrutura 4",
"width": 15.28,
"height": 4.12
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{
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"id": "c_5",
"label": "Estrutura 5",
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T18:40:05.869578+00:00"
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{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"id": "c_1",
"label": "Estrutura 1",
"width": 41.03,
"height": 7.26
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{
"x": 57.50999999999999,
"y": 73.96000000000001,
"id": "c_2",
"label": "Estrutura 2",
"width": 33.839999999999996,
"height": 7.140000000000001
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{
"x": 6.54,
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"id": "c_3",
"label": "Estrutura 3",
"width": 37.01,
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:17:02.456703+00:00"
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{
"id": "cc437491-c647-4140-b5c2-9301de750fb8",
"deck": "899dfcaf-f124-4391-8d0a-c03a3b277c8c",
"q": "O que é o TTPa (tempo de tromboplastina parcial ativado) e quais fatores avalia?",
"a": "Mede a via INTRÍNSECA e comum: adiciona ativador de contato + fosfolipídeo + cálcio. Avalia os fatores XII, XI, IX, VIII, X, V, II e I. Prolongado em hemofilia A/B, DvW (por queda do VIII), heparina não fracionada, anticoagulante lúpico e deficiência de XII/XI.",
"ref": "Robbins & Cotran (Patologia), Guyton & Hall (Tratado de Fisiologia Médica), Harrison (Medicina Interna)",
"group": "Objetivo 3",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
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"a": "3-BPG na hemoglobina?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 32 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 32 revelada na imagem
",
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"label": "Estrutura 30",
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{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo representado pelo 4 ?
",
"a": "M. corrugador do supercílio",
"ref": "",
"group": "",
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"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "Quais são os tipos de defeito do septo interventricular (DIV)?",
"a": "Membranoso: o mais comum (~80%), por falha de fusão das cristas bulbares com os coxins endocárdicos. Muscular: falha de fusão das trabéculas. Também ocorre DIV no tronco arterioso persistente. Pequenos defeitos podem fechar espontaneamente; grandes causam shunt esquerda→direita e hipertensão pulmonar.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
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"created": "2026-10-08T17:52:35.573762+00:00"
},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
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"group": "",
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"q": "Quais as duas teorias etiopatogênicas da FTE?",
"a": "1) Falha de fusão das pregas traqueoesofágicas;\n2) Desvio posterior do septo (Gray & Skandalakis/Moore) que secciona o esôfago. Langman enfatiza falha de Shh/Nkx2.1.",
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"created": "2026-10-08T17:52:35.022941+00:00"
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
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"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "Em quais condições a complacência pulmonar está AUMENTADA?",
"a": "No enfisema pulmonar",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Sistema Respiratório)",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"occlusion": {
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"id": "c_4",
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Nervos do plexo braquial
Carta 6 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
Raiz medial do n. Mediano + Raiz lateral do nervo mediano = n. Mediano.\n\nNervo ulnar cruza o compartimento anterior do braço\n\n\nNn. Subescapulares no m. Subescapular \n\n\nN. Musculocutâneo e axilar não dá de ver direito na imagem
",
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],
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},
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},
{
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"label": "Estrutura 4",
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"imageTitle": "Nervos do plexo braquial",
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},
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
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{
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},
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],
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"q": "O que significam a onda T invertida e a onda T hiperaguda?",
"a": "T invertida: isquemia miocárdica (fase de evolução). T hiperaguda (peaked): fase HIPERAGUDA do IAM — pode ser o primeiro sinal, minutos após a oclusão.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Harrison (Medicina Interna)",
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},
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"q": "O que caracteriza a acidose metabólica?",
"a": "pH < 7",
"ref": "35 com bicarbonato baixo (< 22 mEq/L)",
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"clinical": false,
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},
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"q": "Como o bulbo cardíaco e o tronco arterial são divididos?",
"a": "As cristas bulbares/troncoconais crescem em espiral e se fundem, dividindo-os em tronco pulmonar (comunicação com o lado direito) e aorta (comunicação com o lado esquerdo).",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
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},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
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"tags": [
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],
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},
{
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"q": "Medula espinal (cadáver)
Carta 1 de 2 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
Quando o profº colocar o alfinete em só um \"fiozinho' (mais claro), é o filamento terminal.Quando colocar o alfinete em vários \"fiozinhos\" é a cauda equina.
",
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
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},
{
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{
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"label": "Estrutura 3",
"width": 15.85,
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},
{
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T18:40:07.355975+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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{
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},
{
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},
{
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},
{
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},
{
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{
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{
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},
{
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},
{
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"id": "c_10",
"label": "Estrutura 10",
"width": 15.72,
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},
{
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"label": "Estrutura 11",
"width": 10.23,
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},
{
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"label": "Estrutura 12",
"width": 17.64,
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},
{
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"id": "c_13",
"label": "Estrutura 13",
"width": 13.05,
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},
{
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"width": 16.009999999999998,
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}
],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:18:51.71902+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo em destaque ?
",
"a": "![\"Imagem](\"/cards-media/img_a6d124f8e861.jpg\")
",
"ref": "",
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"created": "2026-10-08T19:36:05.686318+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 8 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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},
{
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},
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"label": "Estrutura 4",
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{
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
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"tags": [
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T19:37:12.165291+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
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"tags": [
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],
"occlusion": {
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{
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},
{
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},
{
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"label": "Estrutura 4",
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},
{
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"id": "c_5",
"label": "Estrutura 5",
"width": 30.89,
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},
{
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"id": "c_6",
"label": "Estrutura 6",
"width": 33.08,
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},
{
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{
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}
],
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"imageTitle": "Oclusão Anatômica",
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},
"created": "2026-10-08T19:37:12.483147+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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{
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"label": "Estrutura 1",
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},
{
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"id": "c_3",
"label": "Estrutura 3",
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},
{
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:16:58.075095+00:00"
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
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{
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"id": "c_2",
"label": "Estrutura 2",
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},
{
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"id": "c_3",
"label": "Estrutura 3",
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"id": "c_4",
"label": "Estrutura 4",
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{
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"id": "c_5",
"label": "Estrutura 5",
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},
{
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],
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"imageTitle": "Oclusão Anatômica",
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},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Plexo lombar
Carta 6 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
Possuem ordem de medial para lateral
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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},
{
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},
{
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"label": "Estrutura 3",
"width": 27.58,
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},
{
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"label": "Estrutura 4",
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{
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"label": "Estrutura 5",
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},
{
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"label": "Estrutura 6",
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],
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"imageTitle": "Plexo lombar",
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"created": "2026-10-08T18:39:17.53779+00:00"
},
{
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"deck": "f37b70a1-e498-47d7-9015-af931146ed6c",
"q": "Qual a principal causa da síndrome do desconforto respiratório do recém-nascido?",
"a": "Deficiência de surfactante (imaturidade dos pneumócitos tipo II)",
"ref": "Moore & Persaud, Embriologia Clínica (Desenvolvimento do Sistema Respiratório)",
"group": "Embriologia",
"suspended": false,
"clinical": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
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"id": "c_1",
"label": "Estrutura 1",
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 24.58,
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},
{
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"label": "Estrutura 3",
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},
{
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"y": 84.17,
"id": "c_4",
"label": "Estrutura 4",
"width": 17.95,
"height": 6.529999999999999
},
{
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"id": "c_5",
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:18:55.251144+00:00"
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Quais as faces do coração?",
"a": "Esternocostal (VD)",
"ref": "diafragmática (VD/VE)",
"group": "Anatomia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
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"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "Quais as 3 fases da tosse?",
"a": "Inspiratória; compressiva (glote fechada, pressão 100-300 mmHg); expulsiva (25-30 m/s) com compressão dinâmica e ponto de igual pressão.",
"ref": "Guyton & Hall (14ª ed., cap. 38), West, Li et al. (Cell 2021)",
"group": "Tosse e Espirro",
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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},
{
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},
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"id": "c_3",
"label": "Estrutura 3",
"width": 13.15,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 14.24,
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},
{
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"id": "c_5",
"label": "Estrutura 5",
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],
"imageUrl": "/cards-media/occl_8ff5a29086ed.jpg",
"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T19:36:52.785428+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 8 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
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"y": 4.21,
"id": "c_1",
"label": "Estrutura 1",
"width": 56.05,
"height": 4.9
},
{
"x": 3.82,
"y": 10.05,
"id": "c_2",
"label": "Estrutura 2",
"width": 56.67,
"height": 3.4000000000000004
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{
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"id": "c_3",
"label": "Estrutura 3",
"width": 41.06,
"height": 2.45
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{
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"y": 20.61,
"id": "c_4",
"label": "Estrutura 4",
"width": 12.82,
"height": 2.83
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{
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"id": "c_5",
"label": "Estrutura 5",
"width": 13.34,
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{
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"id": "c_6",
"label": "Estrutura 6",
"width": 13.44,
"height": 2.64
},
{
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"y": 24.2,
"id": "c_7",
"label": "Estrutura 7",
"width": 16.96,
"height": 3.4000000000000004
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{
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"y": 27.97,
"id": "c_8",
"label": "Estrutura 8",
"width": 17.580000000000002,
"height": 4.53
},
{
"x": 3.7199999999999998,
"y": 33.07,
"id": "c_9",
"label": "Estrutura 9",
"width": 19.03,
"height": 4.34
},
{
"x": 3.3099999999999996,
"y": 44.01,
"id": "c_10",
"label": "Estrutura 10",
"width": 13.44,
"height": 3.4000000000000004
},
{
"x": 3.3099999999999996,
"y": 48.35,
"id": "c_11",
"label": "Estrutura 11",
"width": 14.17,
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},
{
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"id": "c_12",
"label": "Estrutura 12",
"width": 20.369999999999997,
"height": 4.72
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],
"imageUrl": "/cards-media/occl_0b9fe96c0ae7.jpg",
"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T19:36:28.766248+00:00"
},
{
"id": "d55711fe-efc0-4968-b33e-13bb4cd36002",
"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "Como o O2 é transportado no sangue?",
"a": "Cerca de 97-98% ligado à hemoglobina (oxiemoglobina) e 2-3% dissolvido no plasma",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Sistema Respiratório)",
"group": "Fisiologia",
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"tags": [],
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"created": "2026-10-08T17:52:33.86559+00:00"
},
{
"id": "d578e202-56ef-4c87-9434-bdb261265474",
"deck": "6634374e-fbf6-49ba-95c4-cb4571955656",
"q": "Qual o centro integrador do barorreflexo?",
"a": "O NÚCLEO DO TRATO SOLITÁRIO (NTS), no bulbo (medula oblonga), recebe as aferências dos barorreceptores. O NTS integra os sinais e comanda os núcleos autonômicos do tronco encefálico.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica)",
"group": "Objetivo 3",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "d57d5b65-648f-458d-9182-19341236566f",
"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "Caso clínico: vítima de incêndio com asfixia. Qual o mecanismo?",
"a": "O CO forma carboxiemoglobina estável, impedindo o transporte de O2",
"ref": "Baynes & Dominiczak, Bioquímica Médica (Transporte de Gases)",
"group": "TransporteGases",
"suspended": false,
"clinical": true,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "d5c30b95-946f-4dd7-bf5c-6ce20d4befec",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"id": "c_1",
"label": "Estrutura 1",
"width": 14.14,
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},
{
"x": 0.51,
"y": 53.949999999999996,
"id": "c_2",
"label": "Estrutura 2",
"width": 15.73,
"height": 6.3100000000000005
},
{
"x": 1.47,
"y": 72.28999999999999,
"id": "c_3",
"label": "Estrutura 3",
"width": 16.84,
"height": 7.140000000000001
},
{
"x": 21.65,
"y": 82.28999999999999,
"id": "c_4",
"label": "Estrutura 4",
"width": 16.04,
"height": 5.71
},
{
"x": 39.589999999999996,
"y": 88.48,
"id": "c_5",
"label": "Estrutura 5",
"width": 18.27,
"height": 7.140000000000001
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{
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"y": 87.64999999999999,
"id": "c_6",
"label": "Estrutura 6",
"width": 14.46,
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},
{
"x": 80.58,
"y": 79.55,
"id": "c_7",
"label": "Estrutura 7",
"width": 17.95,
"height": 7.380000000000001
},
{
"x": 79.78,
"y": 63.239999999999995,
"id": "c_8",
"label": "Estrutura 8",
"width": 18.43,
"height": 7.02
},
{
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"id": "c_9",
"label": "Estrutura 9",
"width": 20.810000000000002,
"height": 4.17
},
{
"x": 79.94,
"y": 31.1,
"id": "c_10",
"label": "Estrutura 10",
"width": 18.9,
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}
],
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"imageTitle": "Oclusão Anatômica",
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},
"created": "2026-10-08T20:17:18.107819+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"id": "c_1",
"label": "Estrutura 1",
"width": 17.05,
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{
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"label": "Estrutura 2",
"width": 17.83,
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},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 24.36,
"height": 8.3
},
{
"x": 64.01,
"y": 63.24999999999999,
"id": "c_4",
"label": "Estrutura 4",
"width": 15.61,
"height": 6.98
},
{
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"y": 77.97,
"id": "c_5",
"label": "Estrutura 5",
"width": 25.36,
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},
{
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"id": "c_6",
"label": "Estrutura 6",
"width": 26.8,
"height": 8.870000000000001
},
{
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"y": 53.25,
"id": "c_7",
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"width": 18.05,
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}
],
"imageUrl": "/cards-media/occl_443e9c4c35d0.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_5"
},
"created": "2026-10-08T19:36:55.666595+00:00"
},
{
"id": "d608c980-6bd1-42d8-b6b6-b922580480ea",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 27 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 4.01,
"id": "c_1",
"label": "Estrutura 1",
"width": 7.9399999999999995,
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 9.5,
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},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 10.7,
"height": 5.47
},
{
"x": 35.03,
"y": 47.97,
"id": "c_4",
"label": "Estrutura 4",
"width": 12.629999999999999,
"height": 10.57
},
{
"x": 36.71,
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"id": "c_5",
"label": "Estrutura 5",
"width": 13.71,
"height": 6.41
},
{
"x": 38.64,
"y": 90.05,
"id": "c_6",
"label": "Estrutura 6",
"width": 12.26,
"height": 8.870000000000001
},
{
"x": 38.64,
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"id": "c_7",
"label": "Estrutura 7",
"width": 15.15,
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},
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},
{
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"id": "c_9",
"label": "Estrutura 9",
"width": 12.02,
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{
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"id": "c_10",
"label": "Estrutura 10",
"width": 8.540000000000001,
"height": 4.34
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"id": "c_11",
"label": "Estrutura 11",
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"id": "c_13",
"label": "Estrutura 13",
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"label": "Estrutura 14",
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"label": "Estrutura 15",
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},
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"label": "Estrutura 16",
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},
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"label": "Estrutura 17",
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"label": "Estrutura 19",
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"label": "Estrutura 21",
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{
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"label": "Estrutura 22",
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},
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"label": "Estrutura 23",
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},
{
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"label": "Estrutura 24",
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},
{
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"id": "c_25",
"label": "Estrutura 25",
"width": 12.389999999999999,
"height": 7.359999999999999
},
{
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"y": 89.48,
"id": "c_26",
"label": "Estrutura 26",
"width": 12.989999999999998,
"height": 6.04
},
{
"x": 91.06,
"y": 89.67,
"id": "c_27",
"label": "Estrutura 27",
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}
],
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"imageTitle": "Oclusão Anatômica",
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},
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Nervos plexo sacral
Carta 2 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
Nervo isquiático se divide em -> N. Fibular comum (lateral) e N. Tibial (medial)\n\nN. Fibular comum -> N. Fibular superficial (lateral) e N. Fibular profundo (anterior)\n\n\nNervo sural = N. Fibular comum + N. Tibial
",
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},
{
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Qual pleura reveste a superfície do pulmão?",
"a": "Pleura visceral",
"ref": "Moore, Anatomia Orientada para a Clínica (Tórax)",
"group": "Anatomia",
"suspended": false,
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},
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"id": "c_1",
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"label": "Estrutura 2",
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"label": "Estrutura 3",
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},
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},
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"label": "Estrutura 5",
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},
{
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"label": "Estrutura 6",
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},
{
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"label": "Estrutura 8",
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},
{
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"label": "Estrutura 9",
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"label": "Estrutura 10",
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},
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},
{
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"label": "Estrutura 12",
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"id": "d727fae1-7974-4a03-8807-c842cf68801e",
"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "Como a lei de Starling explica a formação de edema nos membros inferiores?",
"a": "Quando a pressão hidrostática venosa elevada se transmite aos capilares, a FILTRAÇÃO supera a reabsorção: líquido sai para o interstício. Somam-se a isso a retenção de sódio/água e a hipoproteinemia como causas gerais de edema.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Cirurgia Vascular Clássica",
"group": "Objetivo 3",
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"created": "2026-10-08T17:52:35.573762+00:00"
},
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Medula Espinal (sintética)
Carta 5 de 11 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
Estruturas que podem cair na prova prática
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"label": "Estrutura 2",
"width": 20.21,
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},
{
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"id": "c_3",
"label": "Estrutura 3",
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},
{
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"label": "Estrutura 6",
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},
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"id": "c_7",
"label": "Estrutura 7",
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},
{
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"id": "c_8",
"label": "Estrutura 8",
"width": 18.740000000000002,
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},
{
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"id": "c_9",
"label": "Estrutura 9",
"width": 17.95,
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},
{
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"id": "c_10",
"label": "Estrutura 10",
"width": 17.599999999999998,
"height": 3.39
},
{
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"id": "c_11",
"label": "Estrutura 11",
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],
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"imageTitle": "Medula Espinal (sintética)",
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"deck": "f37b70a1-e498-47d7-9015-af931146ed6c",
"q": "Qual a função do forame oval no feto?",
"a": "Permitir o fluxo sanguíneo unidirecional do átrio direito para o átrio esquerdo",
"ref": "Moore & Persaud, Embriologia Clínica (Circulação Fetal)",
"group": "Embriologia",
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"tags": [],
"occlusion": null,
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},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 10.42,
"id": "c_1",
"label": "Estrutura 1",
"width": 12.17,
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{
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"id": "c_2",
"label": "Estrutura 2",
"width": 22.16,
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},
{
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"label": "Estrutura 3",
"width": 24.65,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
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{
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"id": "c_5",
"label": "Estrutura 5",
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},
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"id": "c_6",
"label": "Estrutura 6",
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},
{
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"id": "c_7",
"label": "Estrutura 7",
"width": 30.89,
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},
{
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"id": "c_8",
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"width": 25.28,
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}
],
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"imageTitle": "Oclusão Anatômica",
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
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{
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"id": "c_2",
"label": "Estrutura 2",
"width": 20.89,
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},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 32.89,
"height": 8.18
},
{
"x": 24.36,
"y": 2.27,
"id": "c_4",
"label": "Estrutura 4",
"width": 33.650000000000006,
"height": 10.459999999999999
},
{
"x": 27.279999999999998,
"y": 92.23,
"id": "c_6",
"label": "Estrutura 6",
"width": 47.9,
"height": 6.65
}
],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_3"
},
"created": "2026-10-08T18:40:33.87454+00:00"
},
{
"id": "d7aa8b2c-a920-4315-b107-0180b01a6adb",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
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"y": 6.959999999999999,
"id": "c_1",
"label": "Estrutura 1",
"width": 14.82,
"height": 4.24
},
{
"x": 75.76,
"y": 17.77,
"id": "c_2",
"label": "Estrutura 2",
"width": 14.11,
"height": 5.48
},
{
"x": 80.53,
"y": 41.5,
"id": "c_3",
"label": "Estrutura 3",
"width": 19.650000000000002,
"height": 5.35
},
{
"x": 66.35,
"y": 91.5,
"id": "c_4",
"label": "Estrutura 4",
"width": 33.650000000000006,
"height": 4.92
},
{
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"y": 95.17,
"id": "c_5",
"label": "Estrutura 5",
"width": 27.060000000000002,
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}
],
"imageUrl": "/cards-media/occl_0effb1400236.jpg",
"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T18:39:36.014801+00:00"
},
{
"id": "d8290b97-319f-4908-bde3-2b6e361281c5",
"deck": "6634374e-fbf6-49ba-95c4-cb4571955656",
"q": "Qual a diferença entre os barorreceptores carotídeos e aórticos?",
"a": "O seno carotídeo é mais sensível e opera na faixa usual da PA (responde a pequenas variações). O arco aórtico tem limiar mais alto e é menos sensível. O carotídeo é o mais importante na faixa fisiológica.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica)",
"group": "Objetivo 1",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Onde fica o complexo pré-Bötzinger?",
"a": "No grupo respiratório ventral (GRV), porção rostral do bulbo",
"ref": "Levitzky, Pulmonary Physiology, Cap. 9",
"group": "EstruturasNeurais",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "d846bcd6-3007-4d8f-b9de-22521a9d3b36",
"deck": "49a16f18-d6e6-4a9c-92b3-e722a9826cc1",
"q": "Qual a função das cartilagens das vias aéreas?",
"a": "Evitar o colapso da parede durante a inspiração",
"ref": "Junqueira & Carneiro, Histologia Básica (Sistema Respiratório)",
"group": "Histologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
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"id": "c_1",
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 11.540000000000001,
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},
{
"x": 55.1,
"y": 84.67,
"id": "c_3",
"label": "Estrutura 3",
"width": 15.45,
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Carta 7 de 12 • Oclusão de Imagem
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Carta 3 de 7 • Oclusão de Imagem
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Carta 1 de 8 • Oclusão de Imagem
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Carta 1 de 5 • Oclusão de Imagem
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Carta 5 de 6 • Oclusão de Imagem
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Carta 6 de 8 • Oclusão de Imagem
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Carta 14 de 35 • Oclusão de Imagem
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"id": "c_30",
"label": "Estrutura 30",
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"height": 4.89
},
{
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"id": "c_34",
"label": "Estrutura 34",
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"height": 4.32
},
{
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"id": "c_35",
"label": "Estrutura 35",
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],
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{
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"deck": "6634374e-fbf6-49ba-95c4-cb4571955656",
"q": "Como os barorreceptores respondem ao AUMENTO da pressão arterial?",
"a": "Maior estiramento da parede → aumento da frequência de disparos aferentes → ativação do núcleo do trato solitário → inibição do centro vasomotor + ativação parassimpática → bradicardia, vasodilatação e queda da PA (feedback negativo).",
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"q": "Quais alterações pulmonares são esperadas no atleta de alto rendimento?",
"a": "Aumento do volume corrente e do volume de reserva inspiratório",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Sistema Respiratório)",
"group": "Fisiologia",
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"created": "2026-10-08T17:52:33.86559+00:00"
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"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "O que é coartação da aorta?",
"a": "Constrição da aorta, classificada como pré-ductal ou pós-ductal conforme a posição em relação ao ducto arterioso. Uma circulação colateral costuma se desenvolver já no período fetal.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
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},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
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"label": "Estrutura 2",
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{
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"label": "Estrutura 3",
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},
{
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"label": "Estrutura 4",
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{
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"label": "Estrutura 6",
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},
{
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],
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"q": "Plexo lombar
Carta 4 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
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{
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"label": "Estrutura 2",
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},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 21.95,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
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},
{
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"label": "Estrutura 5",
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],
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"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "Trauma torácico com ferida aspirativa e ar no espaço pleural. Qual o diagnóstico?",
"a": "Pneumotórax aberto (ferida torácica comunicando com o espaço pleural)",
"ref": "Harrison, Medicina Interna (Doenças Pleurais)",
"group": "Pneumotorax",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 33 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 33 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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"label": "Estrutura 11",
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{
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"label": "Estrutura 6",
"width": 5.28,
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"label": "Estrutura 7",
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"label": "Estrutura 27",
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"label": "Estrutura 31",
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"label": "Estrutura 1",
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"label": "Estrutura 3",
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"label": "Estrutura 22",
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"label": "Estrutura 28",
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{
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"label": "Estrutura 21",
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{
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"label": "Estrutura 32",
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{
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"label": "Estrutura 26",
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"label": "Estrutura 4",
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"label": "Estrutura 13",
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{
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"label": "Estrutura 14",
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{
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{
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"label": "Estrutura 33",
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{
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"label": "Estrutura 8",
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"label": "Estrutura 9",
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"label": "Estrutura 25",
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{
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"label": "Estrutura 12",
"width": 8.91,
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{
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"id": "c_16",
"label": "Estrutura 16",
"width": 11.84,
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{
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"label": "Estrutura 17",
"width": 11.959999999999999,
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{
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"id": "c_20",
"label": "Estrutura 20",
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{
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"id": "c_24",
"label": "Estrutura 24",
"width": 12.31,
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{
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"id": "c_5",
"label": "Estrutura 5",
"width": 5.74,
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{
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"label": "Estrutura 23",
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{
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"label": "Estrutura 10",
"width": 6.21,
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},
{
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"id": "c_29",
"label": "Estrutura 29",
"width": 13.01,
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{
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"id": "c_18",
"label": "Estrutura 18",
"width": 11.959999999999999,
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},
{
"x": 78.9,
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"id": "c_30",
"label": "Estrutura 30",
"width": 12.659999999999998,
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},
{
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"id": "c_34",
"label": "Estrutura 34",
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"height": 4.32
},
{
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"id": "c_35",
"label": "Estrutura 35",
"width": 13.16,
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],
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},
{
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"deck": "f3dffe84-dc20-4742-b95f-5f984b8eba5b",
"q": "O que a hemoglobina fetal transporta a PaO2 de 40 mmHg?",
"a": "Mais O2 que a hemoglobina do adulto (maior afinidade)",
"ref": "Baynes & Dominiczak, Bioquímica Médica (Hemoglobina Fetal)",
"group": "Bioquimica",
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"created": "2026-10-08T17:52:33.86559+00:00"
},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 19 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 19 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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{
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{
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 18.11,
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{
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"label": "Estrutura 5",
"width": 20.11,
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"label": "Estrutura 6",
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{
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"id": "c_8",
"label": "Estrutura 8",
"width": 13.43,
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},
{
"x": 10.2,
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"id": "c_9",
"label": "Estrutura 9",
"width": 16.02,
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},
{
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"label": "Estrutura 10",
"width": 16.3,
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{
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"label": "Estrutura 11",
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},
{
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"label": "Estrutura 12",
"width": 24.43,
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{
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"label": "Estrutura 13",
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{
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"label": "Estrutura 14",
"width": 15.24,
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{
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"label": "Estrutura 15",
"width": 19.67,
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{
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"id": "c_16",
"label": "Estrutura 16",
"width": 17.8,
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},
{
"x": 82.85,
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"label": "Estrutura 17",
"width": 6.4399999999999995,
"height": 3
},
{
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"id": "c_18",
"label": "Estrutura 18",
"width": 19.77,
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},
{
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"label": "Estrutura 19",
"width": 17.05,
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},
{
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"id": "c_20",
"label": "Estrutura 20",
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T18:40:28.991724+00:00"
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Quantas cartilagens principais formam o esqueleto do nariz?",
"a": "Cinco (2 laterais",
"ref": "2 alares e 1 do septo)",
"group": "Anatomia",
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},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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{
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{
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T19:36:51.608521+00:00"
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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Carta 9 de 12 • Oclusão de Imagem
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Carta 4 de 8 • Oclusão de Imagem
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"q": "Por que a dor do IAM irradia para o braço esquerdo e a mandíbula?",
"a": "Teoria da convergência-projeção: os aferentes viscerais cardíacos convergem nos MESMOS segmentos medulares (C7-T4) que recebem aferências somáticas dessas regiões. O cérebro, mais acostumado à dor somática, 'projeta' a dor visceral para o braço, ombro, mandíbula e dorso.",
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"q": "Vista anterior (cadáver do lab)
Carta 1 de 2 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
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"group": "",
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"tags": [
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 11 • Oclusão de Imagem
",
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",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 4 • Oclusão de Imagem
",
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",
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Carta 1 de 4 • Oclusão de Imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "O que é a aclimatação à altitude?",
"a": "Conjunto de adaptações (aumento da ventilação, da Hb e do 2,3-BPG) que melhoram a oxigenação",
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"q": "Plexo lombar
Carta 4 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
Possuem ordem de medial para lateral
",
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Carta 1 de 8 • Oclusão de Imagem
",
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",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
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"q": "Qual o valor normal da relação V/Q?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 2 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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"group": "",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
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Carta 11 de 27 • Oclusão de Imagem
",
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"q": "Medula espinal (peça da laboratório- ignorar alfinetes)
Carta 1 de 2 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
Gânglio- parte mais larga, uma bolinha no nervo.\nNervo- após o Gânglio.
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 8 • Oclusão de Imagem
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",
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Carta 4 de 5 • Oclusão de Imagem
",
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",
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"q": "Qual pleura reveste a parede torácica?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 25 • Oclusão de Imagem
",
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",
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"deck": "8bd079cb-66f4-4091-9b28-f51a9c09aaf3",
"q": "Como variam prevalência e incidência da DAC com idade e sexo?",
"a": "Aumentam progressivamente com a idade. Homens apresentam eventos clínicos mais cedo (40-50 anos); mulheres ficam protegidas pelo estrogênio até a menopausa, quando a incidência se iguala e depois supera a dos homens.",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
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"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "Como ocorre a septação do ventrículo primitivo?",
"a": "Inicia na 7ª semana com o septo interventricular muscular. Até então, o forame interventricular comunica os dois ventrículos. A septação se completa com a fusão das cristas bulbares aos coxins endocárdicos (porção membranácea).",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
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"created": "2026-10-08T17:52:35.573762+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 9 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 9 revelada na imagem
",
"ref": "",
"group": "",
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"clinical": false,
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{
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Quais vias medeiam o controle automático da respiração?",
"a": "Centros bulbares -> trato bulboespinhal -> motoneurônios espinhais",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica, Cap. 41-42",
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},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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},
{
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"label": "Estrutura 2",
"width": 14.11,
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},
{
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"id": "c_3",
"label": "Estrutura 3",
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},
{
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"id": "c_4",
"label": "Estrutura 4",
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"height": 4.92
},
{
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"id": "c_5",
"label": "Estrutura 5",
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],
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"imageTitle": "Oclusão Anatômica",
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Vista posterior (cadáver do lab)
Carta 1 de 1 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
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"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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],
"imageUrl": "/cards-media/occl_e55b76892b55.webp",
"imageTitle": "Vista posterior (cadáver do lab)",
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"created": "2026-10-08T18:38:59.485874+00:00"
},
{
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"deck": "8bd079cb-66f4-4091-9b28-f51a9c09aaf3",
"q": "Por que o miocárdio depende quase totalmente do aumento do FLUXO para receber mais O2?",
"a": "Porque em repouso ele já extrai 70-80% do O2 do sangue arterial (extração máxima entre os órgãos). Não há margem para extrair mais — qualquer aumento de demanda exige aumento proporcional do fluxo coronário.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Harrison (Medicina Interna)",
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"tags": [],
"occlusion": null,
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},
{
"id": "e4efe1bf-cd60-49e0-8022-2c5300aee4e5",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 16 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 16 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"label": "Estrutura 27",
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"id": "c_28",
"label": "Estrutura 28",
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{
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"label": "Estrutura 33",
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"label": "Estrutura 24",
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"label": "Estrutura 18",
"width": 11.959999999999999,
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{
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"label": "Estrutura 30",
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{
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"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "O que é o mal agudo da montanha?",
"a": "Síndrome por hipóxia em altitudes > 2500 m, com cefaleia, náuseas e fadiga",
"ref": "Harrison, Medicina Interna (Medicina de Altitude)",
"group": "Altitude",
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"created": "2026-10-08T17:52:33.55386+00:00"
},
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 9 de 25 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 9 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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"label": "Estrutura 22",
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},
{
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"label": "Estrutura 24",
"width": 12.06,
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},
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"id": "c_3",
"label": "Estrutura 3",
"width": 10.79,
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{
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{
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{
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},
{
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"deck": "899dfcaf-f124-4391-8d0a-c03a3b277c8c",
"q": "O que é o TP (tempo de protrombina) e quais fatores avalia?",
"a": "Mede a via EXTRÍNSECA e comum: adiciona fator tecidual + cálcio ao plasma e cronometra a formação do coágulo. Avalia os fatores VII, X, V, II (protrombina) e I (fibrinogênio). Prolongado em deficiência desses fatores, varfarina, doença hepática e carência de vitamina K.",
"ref": "Robbins & Cotran (Patologia), Guyton & Hall (Tratado de Fisiologia Médica), Harrison (Medicina Interna)",
"group": "Objetivo 3",
"suspended": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "O que é o limiar apneico (apneic threshold)?",
"a": "Valor de PaCO2 abaixo do qual cessa a ventilação, cerca de 4-6 mmHg abaixo do repouso",
"ref": "West, Fisiologia Respiratória, Cap. 8",
"group": "CheyneStokes",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 8 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
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"id": "c_1",
"label": "Estrutura 1",
"width": 12.17,
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},
{
"x": 69.19,
"y": 15.709999999999999,
"id": "c_2",
"label": "Estrutura 2",
"width": 22.16,
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},
{
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"label": "Estrutura 3",
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 14.979999999999999,
"height": 2.64
},
{
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"id": "c_5",
"label": "Estrutura 5",
"width": 30.89,
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},
{
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"id": "c_6",
"label": "Estrutura 6",
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},
{
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"label": "Estrutura 7",
"width": 30.89,
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},
{
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"label": "Estrutura 8",
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],
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"created": "2026-10-08T19:37:12.483147+00:00"
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"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "Qual o defeito do septo atrial mais comum? Características?",
"a": "O forame oval patente. O defeito septal atrial é mais frequente no sexo feminino e pode causar arritmias e cianose.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
"group": "Objetivo 3",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.573762+00:00"
},
{
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"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "Qual a via neural do espirro?",
"a": "Aferências trigeminais → via peptidérgica NMB/NMBR no tronco (Li et al., Cell 2021); velocidade real ~4,5 m/s (desmitificando os 100-160 km/h clássicos).",
"ref": "Guyton & Hall (14ª ed., cap. 38), West, Li et al. (Cell 2021)",
"group": "Tosse e Espirro",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "e67b01b6-6de2-4839-b381-fc3eedccab57",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 12 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
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},
{
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"label": "Estrutura 2",
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{
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"id": "c_3",
"label": "Estrutura 3",
"width": 41.06,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 12.82,
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},
{
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"label": "Estrutura 5",
"width": 13.34,
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},
{
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"id": "c_6",
"label": "Estrutura 6",
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{
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"label": "Estrutura 7",
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{
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"id": "c_8",
"label": "Estrutura 8",
"width": 17.580000000000002,
"height": 4.53
},
{
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"id": "c_9",
"label": "Estrutura 9",
"width": 19.03,
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},
{
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"id": "c_10",
"label": "Estrutura 10",
"width": 13.44,
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{
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"id": "c_11",
"label": "Estrutura 11",
"width": 14.17,
"height": 3.9600000000000004
},
{
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"y": 52.88,
"id": "c_12",
"label": "Estrutura 12",
"width": 20.369999999999997,
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],
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"imageTitle": "Oclusão Anatômica",
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{
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"deck": "8bd079cb-66f4-4091-9b28-f51a9c09aaf3",
"q": "Qual o território irrigado pela coronária direita?",
"a": "Irriga o ventrículo direito, a parede posterior/inferior do ventrículo esquerdo, o átrio direito e, na maioria das pessoas, o nó SA e o nó AV.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Harrison (Medicina Interna)",
"group": "Objetivo 1",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.573762+00:00"
},
{
"id": "e6a7c7e1-bcd3-4f09-8572-2a4f4bff5fae",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 2.17,
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"label": "Estrutura 1",
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 21.08,
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},
{
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"label": "Estrutura 3",
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},
{
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"y": 7.53,
"id": "c_4",
"label": "Estrutura 4",
"width": 21.790000000000003,
"height": 5.24
},
{
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"id": "c_5",
"label": "Estrutura 5",
"width": 15,
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{
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"id": "c_6",
"label": "Estrutura 6",
"width": 13.930000000000001,
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},
{
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"id": "c_7",
"label": "Estrutura 7",
"width": 23.76,
"height": 4.88
},
{
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"id": "c_8",
"label": "Estrutura 8",
"width": 15,
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],
"imageUrl": "/cards-media/occl_015b594c3118.webp",
"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:17:29.672785+00:00"
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"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "O que é FTE e qual sua incidência?",
"a": "Comunicação anômala entre traqueia e esôfago; 1/2.500-4.500 nascidos vivos; >90% associada à atresia esofágica.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
"group": "Fístula Traqueoesofágica",
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"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "e713a1ba-9728-4f19-b848-f95a6e2e5ab4",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
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},
{
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"label": "Estrutura 2",
"width": 27.950000000000003,
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{
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"id": "c_3",
"label": "Estrutura 3",
"width": 28.34,
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},
{
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"label": "Estrutura 4",
"width": 28.74,
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{
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"label": "Estrutura 6",
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{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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{
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"label": "Estrutura 2",
"width": 11.540000000000001,
"height": 8.33
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{
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"id": "c_3",
"label": "Estrutura 3",
"width": 15.45,
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{
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"id": "c_4",
"label": "Estrutura 4",
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],
"imageUrl": "/cards-media/occl_1e0b56612423.jpg",
"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:17:46.551443+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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},
{
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"label": "Estrutura 2",
"width": 25.430000000000003,
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{
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"id": "c_3",
"label": "Estrutura 3",
"width": 16.54,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
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],
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"created": "2026-10-08T20:16:56.464214+00:00"
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
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"id": "c_3",
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{
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"id": "c_4",
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"id": "c_6",
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{
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"id": "c_7",
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T19:36:55.109121+00:00"
},
{
"id": "e791f58f-c1bf-4d8c-b43d-1fabb62c6641",
"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "Por que o CO mata em incêndios?",
"a": "O CO tem afinidade 200-250 vezes maior que o O2 pela Hb e forma carboxiemoglobina estável",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Sistema Respiratório)",
"group": "Fisiologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
"id": "e7b05ea3-f808-45b3-8045-2ee4e135de85",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 16 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 16 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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"label": "Estrutura 2",
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{
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"label": "Estrutura 3",
"width": 18.63,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 21.21,
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{
"x": 3.4299999999999997,
"y": 37.59,
"id": "c_5",
"label": "Estrutura 5",
"width": 20.1,
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{
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{
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{
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"id": "c_8",
"label": "Estrutura 8",
"width": 21.39,
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{
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"id": "c_9",
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{
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"label": "Estrutura 10",
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{
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"label": "Estrutura 11",
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{
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"label": "Estrutura 12",
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{
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"id": "c_13",
"label": "Estrutura 13",
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{
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"id": "c_14",
"label": "Estrutura 14",
"width": 23.05,
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{
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{
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"id": "c_16",
"label": "Estrutura 16",
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{
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"height": 6.419999999999999
},
{
"x": 77.02,
"y": 7.03,
"id": "c_18",
"label": "Estrutura 18",
"width": 21.95,
"height": 6.419999999999999
},
{
"x": 38.29,
"y": 87.41,
"id": "c_19",
"label": "Estrutura 19",
"width": 11.99,
"height": 3.4000000000000004
},
{
"x": 53.779999999999994,
"y": 85.71,
"id": "c_20",
"label": "Estrutura 20",
"width": 17.52,
"height": 5.66
}
],
"imageUrl": "/cards-media/occl_66267a88d146.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_16"
},
"created": "2026-10-08T19:36:53.899573+00:00"
},
{
"id": "e7ba44d9-2572-4bd7-abfb-73e8587caaba",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 39.51,
"y": 5.86,
"id": "c_1",
"label": "Estrutura 1",
"width": 7.95,
"height": 7.5
},
{
"x": 63.89,
"y": 17.65,
"id": "c_2",
"label": "Estrutura 2",
"width": 21.790000000000003,
"height": 4.05
},
{
"x": 80.14,
"y": 22.759999999999998,
"id": "c_3",
"label": "Estrutura 3",
"width": 13.04,
"height": 3.5700000000000003
},
{
"x": 64.16,
"y": 81.58,
"id": "c_4",
"label": "Estrutura 4",
"width": 10.72,
"height": 6.9
},
{
"x": 42.63,
"y": 76.58,
"id": "c_5",
"label": "Estrutura 5",
"width": 10.81,
"height": 7.380000000000001
},
{
"x": 23.16,
"y": 72.41,
"id": "c_6",
"label": "Estrutura 6",
"width": 11.16,
"height": 6.79
}
],
"imageUrl": "/cards-media/occl_1bf446adc157.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_1"
},
"created": "2026-10-08T20:17:51.5493+00:00"
},
{
"id": "e7c0a604-be4d-499a-bb66-d178649a80da",
"deck": "e7a67a20-e192-4504-a3dc-e02daf758fcb",
"q": "Qual a diferença entre vasculogênese e angiogênese? Quando iniciam?",
"a": "Vasculogênese: formação de vasos sanguíneos a partir do mesênquima. Angiogênese: formação de novos vasos a partir de vasos preexistentes. Ambas iniciam no começo da 3ª semana; células sanguíneas surgem no mesoderma da vesícula umbilical ao final da 3ª semana.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 12), Langman (Embriologia Médica, 14ª ed., cap. 13)",
"group": "Objetivo 2",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.573762+00:00"
},
{
"id": "e7feca4e-3080-46c7-8110-f59d849c71e5",
"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "Quais as particularidades anatômicas das veias dos membros inferiores?",
"a": "Parede fina com pouca musculatura, baixa pressão, grande capacidade de distensão (o sistema venoso é o reservatório de ~65-70% do volume sanguíneo) e válvulas numerosas — mais frequentes distalmente, onde a gravidade pesa mais.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Cirurgia Vascular Clássica",
"group": "Objetivo 1",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.573762+00:00"
},
{
"id": "e8710488-c137-4794-a7d5-540d291d0390",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 33.43,
"y": 26.91,
"id": "c_1",
"label": "Estrutura 1",
"width": 21.560000000000002,
"height": 5.21
},
{
"x": 65.91,
"y": 59.330000000000005,
"id": "c_2",
"label": "Estrutura 2",
"width": 30.55,
"height": 3.37
},
{
"x": 68.86,
"y": 80.22,
"id": "c_3",
"label": "Estrutura 3",
"width": 18.85,
"height": 3.7699999999999996
},
{
"x": 58.809999999999995,
"y": 86.29,
"id": "c_4",
"label": "Estrutura 4",
"width": 33.12,
"height": 4.33
},
{
"x": 0.27999999999999997,
"y": 64.17,
"id": "c_6",
"label": "Estrutura 6",
"width": 25.69,
"height": 5
}
],
"imageUrl": "/cards-media/occl_db1c81deef22.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_2"
},
"created": "2026-10-08T18:39:57.849614+00:00"
},
{
"id": "e8a063ae-af64-4a20-8430-2b843f676b4f",
"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "[Caso Clínico] Gestante com polidrâmnio na 34ª sem sem bolha gástrica; RN com sialorreia; sonda orogástrica para em ~10 cm; RX mostra sonda enrolada + ar intestinal. Diagnóstico e conduta?",
"a": "FTE com atresia esofágica Tipo C.\nConduta: suspender mamadas, decúbito elevado, aspiração do coto superior e correção cirúrgica precoce.",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
"group": "Fístula Traqueoesofágica",
"suspended": false,
"clinical": true,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "e8b17f79-f04d-4e8b-bc95-70c54b9657e3",
"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Qual a ordem do sistema de condução do coração?",
"a": "Nó sinoatrial",
"ref": "nó atrioventricular",
"group": "Anatomia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "e8cd1322-5637-4a13-8cc1-9f783e1935ac",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Medula espinal (cadáver do laboratório)
Carta 1 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
Intumescência cervical- parte mais alargada próximo ao pescoço.Saco dural- \"capa\" da medula.\nIntumescência lombossacral- parte mais alargada próximo ao final da medula.
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 1.08,
"y": 10.66,
"id": "c_1",
"label": "Estrutura 1",
"width": 41.92,
"height": 4.36
},
{
"x": 73.42,
"y": 35.23,
"id": "c_2",
"label": "Estrutura 2",
"width": 19.32,
"height": 3.94
},
{
"x": 72.6,
"y": 74.86,
"id": "c_3",
"label": "Estrutura 3",
"width": 26.529999999999998,
"height": 8.219999999999999
}
],
"imageUrl": "/cards-media/occl_3c9726f5a97e.jpg",
"imageTitle": "Medula espinal (cadáver do laboratório)",
"activeMaskId": "c_1"
},
"created": "2026-10-08T18:38:43.686115+00:00"
},
{
"id": "e8e0c277-4753-4f22-a821-2f3d003c6557",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual o nome do músculo representado pelo 9 ?
",
"a": "M. depressor do ângulo da boca",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T19:36:50.184054+00:00"
},
{
"id": "e8feee01-11ae-4afc-b4a3-42101d0526a0",
"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Caso clínico: corpo estranho aspirado. Qual brônquio é mais atingido?",
"a": "Brônquio principal direito (mais vertical e mais curto)",
"ref": "Moore, Anatomia Orientada para a Clínica (Tórax)",
"group": "Anatomia",
"suspended": false,
"clinical": true,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "e92824e9-fc3a-4c13-8ae1-eb4e75ce106d",
"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "O que ocorre com a ventilação quando o pH plasmático aumenta?",
"a": "Hipoventilação (a concentração de H+ influencia a taxa de ventilação)",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Equilíbrio Ácido-Base)",
"group": "Fisiologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
"id": "e93c72e1-969b-4757-94c6-62f563b8c719",
"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "Cronologia da ramificação brônquica?",
"a": "28 dias: brotos primários; 35 dias: lobares (3 à direita, 2 à esquerda); 42 dias: segmentares (10 à direita; 8-10 à esquerda — Moore vs Langman divergem).",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
"group": "Embriologia — Q4",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "e95c3a1b-5d48-4112-a48c-fce6e06b3c0e",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 44.190000000000005,
"y": 0.3,
"id": "c_1",
"label": "Estrutura 1",
"width": 22.74,
"height": 15.2
},
{
"x": 46.160000000000004,
"y": 28.83,
"id": "c_2",
"label": "Estrutura 2",
"width": 14.729999999999999,
"height": 2.4
},
{
"x": 63.17,
"y": 46.03,
"id": "c_3",
"label": "Estrutura 3",
"width": 25.2,
"height": 1.6
},
{
"x": 69.22,
"y": 90.57,
"id": "c_4",
"label": "Estrutura 4",
"width": 25.69,
"height": 2.13
},
{
"x": 43.54,
"y": 94.69999999999999,
"id": "c_5",
"label": "Estrutura 5",
"width": 17.02,
"height": 4.67
},
{
"x": 20.14,
"y": 87.1,
"id": "c_6",
"label": "Estrutura 6",
"width": 22.25,
"height": 2.4
},
{
"x": 4.43,
"y": 77.37,
"id": "c_7",
"label": "Estrutura 7",
"width": 25.03,
"height": 2.93
}
],
"imageUrl": "/cards-media/occl_975c5e3b9ddb.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_5"
},
"created": "2026-10-08T20:18:41.567096+00:00"
},
{
"id": "e9616df9-079f-4cd9-9423-351bfbe9c9d9",
"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Caso clínico: edema de membro inferior direito. Por onde a linfa retorna ao sangue?",
"a": "Pelo ducto torácico (drena a maior parte do corpo",
"ref": "incluindo os membros inferiores)",
"group": "Anatomia",
"suspended": false,
"clinical": true,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "e96575b0-f552-4794-992e-685a0374b2b2",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 49.1,
"y": 10.03,
"id": "c_1",
"label": "Estrutura 1",
"width": 20.44,
"height": 6.1
},
{
"x": 78.03,
"y": 83.46000000000001,
"id": "c_2",
"label": "Estrutura 2",
"width": 15.47,
"height": 7.01
},
{
"x": 3.5900000000000003,
"y": 63.6,
"id": "c_3",
"label": "Estrutura 3",
"width": 17.580000000000002,
"height": 7.23
}
],
"imageUrl": "/cards-media/occl_109113b90329.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_1"
},
"created": "2026-10-08T18:39:33.156594+00:00"
},
{
"id": "e994cfbc-99e3-4ea3-bd53-08a975199754",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 15 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 10.620000000000001,
"y": 33.629999999999995,
"id": "c_1",
"label": "Estrutura 1",
"width": 26.1,
"height": 3.9600000000000004
},
{
"x": 71.08,
"y": 30.42,
"id": "c_2",
"label": "Estrutura 2",
"width": 20.3,
"height": 3.58
},
{
"x": 68.85,
"y": 62.69,
"id": "c_3",
"label": "Estrutura 3",
"width": 30.34,
"height": 5.28
},
{
"x": 11.52,
"y": 70.61,
"id": "c_4",
"label": "Estrutura 4",
"width": 20.75,
"height": 3.9600000000000004
},
{
"x": 9.06,
"y": 39.1,
"id": "c_5",
"label": "Estrutura 5",
"width": 30.79,
"height": 5.47
},
{
"x": 5.050000000000001,
"y": 45.33,
"id": "c_6",
"label": "Estrutura 6",
"width": 24.759999999999998,
"height": 7.359999999999999
},
{
"x": 4.82,
"y": 54.2,
"id": "c_7",
"label": "Estrutura 7",
"width": 28.999999999999996,
"height": 6.79
},
{
"x": 69.97,
"y": 35.709999999999994,
"id": "c_8",
"label": "Estrutura 8",
"width": 16.96,
"height": 3.4000000000000004
},
{
"x": 66.17,
"y": 41.18,
"id": "c_9",
"label": "Estrutura 9",
"width": 24.759999999999998,
"height": 7.920000000000001
},
{
"x": 64.84,
"y": 50.239999999999995,
"id": "c_10",
"label": "Estrutura 10",
"width": 26.32,
"height": 9.06
},
{
"x": 66.62,
"y": 68.54,
"id": "c_11",
"label": "Estrutura 11",
"width": 28.78,
"height": 5.8500000000000005
},
{
"x": 61.49,
"y": 76.46,
"id": "c_12",
"label": "Estrutura 12",
"width": 28.999999999999996,
"height": 9.06
},
{
"x": 63.5,
"y": 87.22,
"id": "c_13",
"label": "Estrutura 13",
"width": 25.88,
"height": 5.47
},
{
"x": 7.5,
"y": 89.48,
"id": "c_14",
"label": "Estrutura 14",
"width": 26.32,
"height": 5.8500000000000005
},
{
"x": 7.95,
"y": 81.17999999999999,
"id": "c_15",
"label": "Estrutura 15",
"width": 25.430000000000003,
"height": 7.55
}
],
"imageUrl": "/cards-media/occl_529a113cf668.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_2"
},
"created": "2026-10-08T19:37:14.181034+00:00"
},
{
"id": "e9aeb3cd-4ba3-4a00-bb3a-c6f0eef43658",
"deck": "34b63508-2661-4ee9-bee2-58d1fa4589e6",
"q": "Origem das cartilagens laríngeas?",
"a": "4º arco: tireoide; 6º arco: cricoide, aritenoides, corniculadas e cuneiformes; epiglote: eminência hipofaríngea (arcos 3-4).",
"ref": "Moore (Embriologia Clínica, 11ª ed., cap. 10), Sadler/Langman (14ª ed., cap. 14), Junqueira & Carneiro (13ª ed., cap. 17), Guyton (14ª ed., caps. 38-39), slides UFMT 2026.2",
"group": "Embriologia — Q4",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "e9e53528-7a6e-4c1c-b63c-5ee3bcdb127d",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Qual a origem do músculo em destaque ?
",
"a": "Músculo intercostal externo
![\"Imagem](\"/cards-media/img_2a0fad51eb02.jpg\")
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T19:36:07.368193+00:00"
},
{
"id": "ea7dba26-1e37-48a5-85f4-082a41df31f4",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Plexo lombar
Carta 2 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 3.81,
"y": 0.37,
"id": "c_1",
"label": "Estrutura 1",
"width": 41.38,
"height": 4.66
},
{
"x": 52.94,
"y": 12.590000000000002,
"id": "c_2",
"label": "Estrutura 2",
"width": 31.480000000000004,
"height": 4.19
},
{
"x": 54.09,
"y": 19.16,
"id": "c_3",
"label": "Estrutura 3",
"width": 21.95,
"height": 6.13
},
{
"x": 62.980000000000004,
"y": 29.99,
"id": "c_4",
"label": "Estrutura 4",
"width": 24.19,
"height": 2.4299999999999997
},
{
"x": 80.05,
"y": 36.96,
"id": "c_5",
"label": "Estrutura 5",
"width": 19.220000000000002,
"height": 2.5700000000000003
},
{
"x": 2.1999999999999997,
"y": 35.809999999999995,
"id": "c_6",
"label": "Estrutura 6",
"width": 24.87,
"height": 8.49
}
],
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 7 • Oclusão de Imagem
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Carta 11 de 20 • Oclusão de Imagem
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 5 • Oclusão de Imagem
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"q": "Como interpretar: TP prolongado com TTPa NORMAL?",
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"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "Qual o mecanismo do edema venoso crônico?",
"a": "Hipertensão venosa persistente → aumento da pressão hidrostática capilar → filtração aumentada de líquido para o interstício. O edema é mole, com fóvea, pior no fim do dia e melhora com elevação/compressão.",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
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"ref": "",
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Carta 4 de 8 • Oclusão de Imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 15 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 15 revelada na imagem
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"deck": "899dfcaf-f124-4391-8d0a-c03a3b277c8c",
"q": "Como é feito o diagnóstico da DvW?",
"a": "História de sangramento mucocutâneo + exames: FvW:Ag (quantidade), atividade do FvW (RISTOCETINA — cofator da ristocetina), fator VIII, tempo de sangramento (prolongado) e TTPa (pode estar prolongado pela queda do VIII). Coagulograma TP geralmente NORMAL.",
"ref": "Robbins & Cotran (Patologia), Guyton & Hall (Tratado de Fisiologia Médica), Harrison (Medicina Interna)",
"group": "Objetivo 2",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "ed5243bf-b7a9-4100-95ff-f0f3bc0ed6f9",
"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "Como o O2 é transportado no sangue?",
"a": "Cerca de 97-98% ligado à hemoglobina (oxiemoglobina) e 2-3% dissolvido no plasma",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Sistema Respiratório)",
"group": "TransporteGases",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 9 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
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{
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"label": "Estrutura 3",
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{
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"label": "Estrutura 4",
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"label": "Estrutura 5",
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"label": "Estrutura 6",
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{
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"label": "Estrutura 7",
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"width": 18.23,
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},
{
"x": 2.6,
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"id": "c_9",
"label": "Estrutura 9",
"width": 18.509999999999998,
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:17:38.869664+00:00"
},
{
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "O que NÃO se vê na vista anterior do coração?",
"a": "Veias pulmonares e átrio esquerdo",
"ref": "Moore, Anatomia Orientada para a Clínica (Tórax)",
"group": "Anatomia",
"suspended": false,
"clinical": false,
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"created": "2026-10-08T17:52:34.436167+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 12 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 12 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"label": "Estrutura 2",
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"label": "Estrutura 3",
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"label": "Estrutura 4",
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"label": "Estrutura 6",
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"label": "Estrutura 7",
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"label": "Estrutura 8",
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{
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"label": "Estrutura 9",
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{
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"label": "Estrutura 10",
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{
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"id": "c_11",
"label": "Estrutura 11",
"width": 17.71,
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},
{
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"y": 92.5,
"id": "c_12",
"label": "Estrutura 12",
"width": 19.73,
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},
{
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"label": "Estrutura 13",
"width": 23.98,
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},
{
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"id": "c_14",
"label": "Estrutura 14",
"width": 23.05,
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},
{
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"id": "c_15",
"label": "Estrutura 15",
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},
{
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"id": "c_16",
"label": "Estrutura 16",
"width": 24.9,
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},
{
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"id": "c_17",
"label": "Estrutura 17",
"width": 18.26,
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},
{
"x": 77.02,
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"id": "c_18",
"label": "Estrutura 18",
"width": 21.95,
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},
{
"x": 38.29,
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"id": "c_19",
"label": "Estrutura 19",
"width": 11.99,
"height": 3.4000000000000004
},
{
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"id": "c_20",
"label": "Estrutura 20",
"width": 17.52,
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T19:36:54.658861+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 20 de 27 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 20 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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{
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"label": "Estrutura 2",
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{
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"id": "c_3",
"label": "Estrutura 3",
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{
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"id": "c_4",
"label": "Estrutura 4",
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{
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"id": "c_5",
"label": "Estrutura 5",
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{
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"id": "c_6",
"label": "Estrutura 6",
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{
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"id": "c_7",
"label": "Estrutura 7",
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{
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"id": "c_8",
"label": "Estrutura 8",
"width": 11.06,
"height": 4.34
},
{
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"id": "c_9",
"label": "Estrutura 9",
"width": 12.02,
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{
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"label": "Estrutura 10",
"width": 8.540000000000001,
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{
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"id": "c_11",
"label": "Estrutura 11",
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{
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"id": "c_12",
"label": "Estrutura 12",
"width": 12.629999999999999,
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{
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"label": "Estrutura 13",
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{
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"id": "c_14",
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{
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"label": "Estrutura 15",
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{
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"label": "Estrutura 16",
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{
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"id": "c_17",
"label": "Estrutura 17",
"width": 13.469999999999999,
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{
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"id": "c_18",
"label": "Estrutura 18",
"width": 13.469999999999999,
"height": 6.04
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{
"x": 88.06,
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"id": "c_19",
"label": "Estrutura 19",
"width": 8.18,
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{
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"id": "c_20",
"label": "Estrutura 20",
"width": 12.509999999999998,
"height": 6.79
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{
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"id": "c_21",
"label": "Estrutura 21",
"width": 12.389999999999999,
"height": 7.55
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{
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"id": "c_22",
"label": "Estrutura 22",
"width": 12.389999999999999,
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},
{
"x": 89.74,
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"id": "c_23",
"label": "Estrutura 23",
"width": 8.18,
"height": 6.04
},
{
"x": 52.1,
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"id": "c_24",
"label": "Estrutura 24",
"width": 12.389999999999999,
"height": 7.359999999999999
},
{
"x": 65.09,
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"id": "c_25",
"label": "Estrutura 25",
"width": 12.389999999999999,
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},
{
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"id": "c_26",
"label": "Estrutura 26",
"width": 12.989999999999998,
"height": 6.04
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{
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"id": "c_27",
"label": "Estrutura 27",
"width": 7.580000000000001,
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],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_20"
},
"created": "2026-10-08T19:37:09.492077+00:00"
},
{
"id": "eeaa0144-8a43-42de-8f8f-21094c557de2",
"deck": "899dfcaf-f124-4391-8d0a-c03a3b277c8c",
"q": "O que é a cascata de coagulação e por que é chamada assim?",
"a": "Série de reações em cadeia onde cada fator inativo (zimogênio) é ativado e, por sua vez, ativa o próximo — com AMPLIFICAÇÃO progressiva: poucos eventos iniciais geram enorme produção final de fibrina. Os fatores são numerados em algarismos romanos (I a XIII).",
"ref": "Robbins & Cotran (Patologia), Guyton & Hall (Tratado de Fisiologia Médica), Harrison (Medicina Interna)",
"group": "Objetivo 1",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "eec2a500-6eab-415d-a372-56ae13477627",
"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "Quais são os dois sistemas venosos do membro inferior e suas funções?",
"a": "Sistema PROFUNDO (veias tibiais, poplítea, femoral): conduz ~90% do retorno venoso. Sistema SUPERFICIAL (safenas magna e parva): fica acima da fascia, drena pele e subcutâneo, tem função termorreguladora e é o principal sítio das varizes.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Cirurgia Vascular Clássica",
"group": "Objetivo 1",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.573762+00:00"
},
{
"id": "eec30fdb-621b-46a1-b7b6-0540081f7665",
"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"y": 12.030000000000001,
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"label": "Estrutura 1",
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},
{
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"y": 1.77,
"id": "c_2",
"label": "Estrutura 2",
"width": 45.2,
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},
{
"x": 74.03,
"y": 19.77,
"id": "c_3",
"label": "Estrutura 3",
"width": 20.09,
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},
{
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"y": 86.03,
"id": "c_4",
"label": "Estrutura 4",
"width": 24.11,
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},
{
"x": 30.84,
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"id": "c_5",
"label": "Estrutura 5",
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},
{
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"y": 78.7,
"id": "c_6",
"label": "Estrutura 6",
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},
{
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"id": "c_7",
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:18:38.783313+00:00"
},
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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},
{
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"label": "Estrutura 2",
"width": 45.89,
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},
{
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"y": 7.17,
"id": "c_3",
"label": "Estrutura 3",
"width": 26.22,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 45.26,
"height": 4.64
},
{
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"id": "c_5",
"label": "Estrutura 5",
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:16:59.733914+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 25.1,
"id": "c_1",
"label": "Estrutura 1",
"width": 20.849999999999998,
"height": 3.2
},
{
"x": 0.63,
"y": 56.169999999999995,
"id": "c_2",
"label": "Estrutura 2",
"width": 24.58,
"height": 4.67
},
{
"x": 0.91,
"y": 82.17,
"id": "c_3",
"label": "Estrutura 3",
"width": 29.14,
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},
{
"x": 52.55,
"y": 84.17,
"id": "c_4",
"label": "Estrutura 4",
"width": 17.95,
"height": 6.529999999999999
},
{
"x": 82.93,
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"id": "c_5",
"label": "Estrutura 5",
"width": 17.54,
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],
"imageUrl": "/cards-media/occl_37dc89036ef9.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_5"
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"created": "2026-10-08T20:18:54.734773+00:00"
},
{
"id": "ef607dc5-1b70-411e-80b5-0a23d2ecfde9",
"deck": "8bd079cb-66f4-4091-9b28-f51a9c09aaf3",
"q": "O que caracteriza uma onda Q patológica?",
"a": "Onda Q com duração >0,04 s ou amplitude >25% do complexo QRS. Marca NECROSE TRANSMURAL: o tecido morto não se despolariza e 'registra' a atividade elétrica de dentro para fora (janela elétrica).",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Harrison (Medicina Interna)",
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"deck": "899dfcaf-f124-4391-8d0a-c03a3b277c8c",
"q": "O que é o INR e qual seu alvo no uso de varfarina?",
"a": "INR = TP do paciente ÷ TP do controle (normalizado pelo ISI do reagente). Padroniza o TP entre laboratórios. Na varfarina (profilaxia de TEV, fibrilação atrial, prótese mecânica), o alvo terapêutico é INR 2,0-3,0 (2,5-3,5 para prótese mitral mecânica).",
"ref": "Robbins & Cotran (Patologia), Guyton & Hall (Tratado de Fisiologia Médica), Harrison (Medicina Interna)",
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"created": "2026-10-08T17:52:35.022941+00:00"
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 8 de 11 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
",
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"group": "",
"suspended": false,
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 20 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 20 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
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"q": "Por que o forame oval fecha após o nascimento?",
"a": "Pelo aumento da pressão no átrio esquerdo (fechamento funcional com o início da respiração)",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
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Carta 3 de 3 • Oclusão de Imagem
",
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",
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"q": "Como as células musculares cardíacas se unem?",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
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"id": "c_4",
"label": "Estrutura 4",
"width": 25.69,
"height": 2.13
},
{
"x": 43.54,
"y": 94.69999999999999,
"id": "c_5",
"label": "Estrutura 5",
"width": 17.02,
"height": 4.67
},
{
"x": 20.14,
"y": 87.1,
"id": "c_6",
"label": "Estrutura 6",
"width": 22.25,
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},
{
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"label": "Estrutura 7",
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}
],
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"imageTitle": "Oclusão Anatômica",
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},
{
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Quais células são quimiossensíveis no corpo carotídeo?",
"a": "Células glomus tipo I",
"ref": "West, Fisiologia Respiratória, Cap. 8",
"group": "ControleQuimico",
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"created": "2026-10-08T17:52:34.436167+00:00"
},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Nervos do plexo braquial
Carta 5 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
Raiz medial do n. Mediano + Raiz lateral do nervo mediano = n. Mediano.\n\nNervo ulnar cruza o compartimento anterior do braço\n\n\nNn. Subescapulares no m. Subescapular \n\n\nN. Musculocutâneo e axilar não dá de ver direito na imagem
",
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],
"occlusion": {
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},
{
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},
{
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"label": "Estrutura 3",
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},
{
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},
{
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},
{
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"imageTitle": "Nervos do plexo braquial",
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},
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 3 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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{
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},
{
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},
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],
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"imageTitle": "Oclusão Anatômica",
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},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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},
{
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"label": "Estrutura 2",
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},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 12.31,
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},
{
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"y": 74.17,
"id": "c_4",
"label": "Estrutura 4",
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},
{
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"id": "c_5",
"label": "Estrutura 5",
"width": 17.79,
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},
{
"x": 38.06,
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"label": "Estrutura 6",
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},
{
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"label": "Estrutura 7",
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},
{
"x": 58.53,
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"id": "c_8",
"label": "Estrutura 8",
"width": 12.16,
"height": 7.199999999999999
},
{
"x": 78.10000000000001,
"y": 94.03,
"id": "c_9",
"label": "Estrutura 9",
"width": 20.169999999999998,
"height": 5.33
},
{
"x": 83.44,
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"id": "c_10",
"label": "Estrutura 10",
"width": 15.72,
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},
{
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"id": "c_11",
"label": "Estrutura 11",
"width": 10.23,
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},
{
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},
{
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"id": "c_13",
"label": "Estrutura 13",
"width": 13.05,
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},
{
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"id": "c_14",
"label": "Estrutura 14",
"width": 16.009999999999998,
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}
],
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"imageTitle": "Oclusão Anatômica",
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},
{
"id": "f1dbc885-d84e-4c3e-9e4d-12da77da5528",
"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "O que ocorre com a pressão alveolar durante a expiração?",
"a": "Torna-se positiva em relação à atmosférica (cerca de +1 cmH2O)",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Ventilação Pulmonar)",
"group": "Pressoes",
"suspended": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "f234e32a-382e-4747-8de6-c752e0cb9da4",
"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 20.8,
"y": 0,
"id": "c_1",
"label": "Estrutura 1",
"width": 18.44,
"height": 4.52
},
{
"x": 62.35000000000001,
"y": 5.0200000000000005,
"id": "c_2",
"label": "Estrutura 2",
"width": 12.620000000000001,
"height": 5.7299999999999995
},
{
"x": 57.18,
"y": 65.35,
"id": "c_3",
"label": "Estrutura 3",
"width": 13.44,
"height": 6.54
},
{
"x": 47.17,
"y": 80.21000000000001,
"id": "c_4",
"label": "Estrutura 4",
"width": 20.54,
"height": 7.12
}
],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_4"
},
"created": "2026-10-08T18:39:32.1023+00:00"
},
{
"id": "f248c4cf-db43-4419-8e87-00ff32fd74cf",
"deck": "79773f04-f570-43ff-9248-e76597683f86",
"q": "Como o CO2 é transportado no sangue?",
"a": "Cerca de 70% como bicarbonato",
"ref": "20-23% ligado à Hb (carboamino) e 7% dissolvido",
"group": "Fisiologia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
"id": "f269c84e-1db0-4684-aeb1-7d88e548a1a4",
"deck": "10928037-1b10-48f6-a6a4-671e4a783dee",
"q": "O que são as veias perfurantes (comunicantes)?",
"a": "Conectam o sistema superficial ao profundo, atravessando a fascia. Possuem válvulas que direcionam o fluxo de FORA para DENTRO. Sua insuficiência permite o refluxo para o sistema superficial, causando varizes e alterações tróficas.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Cirurgia Vascular Clássica",
"group": "Objetivo 1",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.573762+00:00"
},
{
"id": "f2884187-e08f-4d7e-bbcd-da59729af3a4",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 3.84,
"id": "c_1",
"label": "Estrutura 1",
"width": 27.37,
"height": 7.199999999999999
},
{
"x": 38.21,
"y": 7.62,
"id": "c_2",
"label": "Estrutura 2",
"width": 27.950000000000003,
"height": 7.580000000000001
},
{
"x": 67.74,
"y": 8,
"id": "c_3",
"label": "Estrutura 3",
"width": 28.34,
"height": 7.39
},
{
"x": 0.74,
"y": 29.59,
"id": "c_4",
"label": "Estrutura 4",
"width": 28.74,
"height": 7.7700000000000005
},
{
"x": 32.46,
"y": 31.3,
"id": "c_5",
"label": "Estrutura 5",
"width": 32.51,
"height": 7.01
},
{
"x": 41.18,
"y": 42.66,
"id": "c_6",
"label": "Estrutura 6",
"width": 47.77,
"height": 8.709999999999999
},
{
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"y": 60.089999999999996,
"id": "c_7",
"label": "Estrutura 7",
"width": 32.11,
"height": 24.81
},
{
"x": 3.92,
"y": 54.02,
"id": "c_8",
"label": "Estrutura 8",
"width": 25.369999999999997,
"height": 13.450000000000001
}
],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_7"
},
"created": "2026-10-08T19:36:21.89741+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 51.18000000000001,
"id": "c_1",
"label": "Estrutura 1",
"width": 20.29,
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},
{
"x": 3.81,
"y": 66.46,
"id": "c_2",
"label": "Estrutura 2",
"width": 15.35,
"height": 8.870000000000001
},
{
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"y": 9.48,
"id": "c_3",
"label": "Estrutura 3",
"width": 15.45,
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},
{
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"y": 54.39000000000001,
"id": "c_4",
"label": "Estrutura 4",
"width": 20.39,
"height": 7.359999999999999
},
{
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"id": "c_5",
"label": "Estrutura 5",
"width": 19.99,
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}
],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T19:36:56.899732+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
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"y": 12.030000000000001,
"id": "c_1",
"label": "Estrutura 1",
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 45.2,
"height": 7.7299999999999995
},
{
"x": 74.03,
"y": 19.77,
"id": "c_3",
"label": "Estrutura 3",
"width": 20.09,
"height": 5.7299999999999995
},
{
"x": 61.69,
"y": 86.03,
"id": "c_4",
"label": "Estrutura 4",
"width": 24.11,
"height": 3.0700000000000003
},
{
"x": 30.84,
"y": 93.77,
"id": "c_5",
"label": "Estrutura 5",
"width": 21.81,
"height": 3.73
},
{
"x": 5.7299999999999995,
"y": 78.7,
"id": "c_6",
"label": "Estrutura 6",
"width": 16.93,
"height": 4.3999999999999995
},
{
"x": 1.28,
"y": 42.57,
"id": "c_7",
"label": "Estrutura 7",
"width": 11.62,
"height": 6
}
],
"imageUrl": "/cards-media/occl_cb8cfb5c1d99.jpg",
"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_2"
},
"created": "2026-10-08T20:18:38.783313+00:00"
},
{
"id": "f2f54c8e-52b6-43e0-a957-16653ba7b3bc",
"deck": "6634374e-fbf6-49ba-95c4-cb4571955656",
"q": "Caso clínico: ao levantar rápido da cama, tontura + taquicardia + queda sentada, com recuperação rápida. O que explica o quadro?",
"a": "Hipotensão ortostática transitória: a mudança brusca de decúbito para ortostatismo acumula sangue nas pernas, caindo o débito e a PA; o barorreflexo compensa com taquicardia, mas a recuperação leva segundos. Episódio breve, sem perda de consciência prolongada, é benigno. Prevenção: levantar em etapas, hidratação e contração muscular antes de ficar de pé.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica)",
"group": "Objetivo 4",
"suspended": false,
"clinical": true,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "f30e5e77-f65b-4c12-9be7-979e0ddaf36d",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 27 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
"x": 26.61,
"y": 4.01,
"id": "c_1",
"label": "Estrutura 1",
"width": 7.9399999999999995,
"height": 5.28
},
{
"x": 34.67,
"y": 14.580000000000002,
"id": "c_2",
"label": "Estrutura 2",
"width": 9.5,
"height": 5.09
},
{
"x": 39.24,
"y": 26.650000000000002,
"id": "c_3",
"label": "Estrutura 3",
"width": 10.7,
"height": 5.47
},
{
"x": 35.03,
"y": 47.97,
"id": "c_4",
"label": "Estrutura 4",
"width": 12.629999999999999,
"height": 10.57
},
{
"x": 36.71,
"y": 74.00999999999999,
"id": "c_5",
"label": "Estrutura 5",
"width": 13.71,
"height": 6.41
},
{
"x": 38.64,
"y": 90.05,
"id": "c_6",
"label": "Estrutura 6",
"width": 12.26,
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},
{
"x": 38.64,
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"id": "c_7",
"label": "Estrutura 7",
"width": 15.15,
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},
{
"x": 54.15,
"y": 4.95,
"id": "c_8",
"label": "Estrutura 8",
"width": 11.06,
"height": 4.34
},
{
"x": 65.69,
"y": 4.760000000000001,
"id": "c_9",
"label": "Estrutura 9",
"width": 12.02,
"height": 4.72
},
{
"x": 79.16,
"y": 4.95,
"id": "c_10",
"label": "Estrutura 10",
"width": 8.540000000000001,
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},
{
"x": 60.64000000000001,
"y": 14.39,
"id": "c_11",
"label": "Estrutura 11",
"width": 13.71,
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},
{
"x": 51.13999999999999,
"y": 27.779999999999998,
"id": "c_12",
"label": "Estrutura 12",
"width": 12.629999999999999,
"height": 4.72
},
{
"x": 65.09,
"y": 26.840000000000003,
"id": "c_13",
"label": "Estrutura 13",
"width": 12.629999999999999,
"height": 6.23
},
{
"x": 78.32000000000001,
"y": 27.22,
"id": "c_14",
"label": "Estrutura 14",
"width": 12.509999999999998,
"height": 5.47
},
{
"x": 91.42,
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"id": "c_15",
"label": "Estrutura 15",
"width": 7.7,
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},
{
"x": 48.5,
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 6 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
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"q": "Caso clínico: anemia grave. Qual o impacto no transporte de O2?",
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"q": "Qual alteração esperada no LCR de um DPOC com hipercapnia crônica?",
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"q": "O que é a alça cardíaca (looping) e quando ocorre?",
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"q": "Qual o nome do músculo representado pelo 18 ?
",
"a": "M. bucinador
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{
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"q": "Qual o valor normal da HbA1c?",
"a": "Inferior a 5",
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"q": "Qual a causa do pneumotórax espontâneo secundário?",
"a": "Doença pulmonar de base",
"ref": "como DPOC",
"group": "Pneumotorax",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 8 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 8 revelada na imagem
",
"ref": "",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
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"deck": "8bd079cb-66f4-4091-9b28-f51a9c09aaf3",
"q": "Descreva a patogênese da aterosclerose segundo Robbins.",
"a": "Lesão endotelial (por HTN, tabaco, LDL, diabetes) → inflamação crônica → LDL oxidada infiltrada na íntima → captada por macrófagos (células espumosas) → estria gordurosa → placa fibrolipídica com capa fibrosa → ruptura da capa e trombose = evento agudo (IAM).",
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"created": "2026-10-08T17:52:35.573762+00:00"
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"q": "O que o músculo cardíaco NÃO apresenta?",
"a": "Células fusiformes ou multinucleadas com núcleo periférico",
"ref": "Junqueira & Carneiro, Histologia Básica (Tecido Muscular)",
"group": "Histologia",
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"q": "Qual o mecanismo da dor isquêmica miocárdica?",
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"q": "O que é espaço morto fisiológico?",
"a": "Regiões ventiladas mas não perfundidas (V/Q infinito), sem troca gasosa",
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"q": "Quais as divisões da faringe?",
"a": "Parte nasal",
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"q": "Onde está o ápice do coração?",
"a": "No 5º espaço intercostal esquerdo",
"ref": "formado pelo ventrículo esquerdo",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
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Carta 17 de 35 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 17 revelada na imagem
",
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{
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{
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{
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"label": "Estrutura 29",
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"label": "Estrutura 18",
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 7 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 7 revelada na imagem
",
"ref": "",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 10 de 11 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 10 revelada na imagem
",
"ref": "",
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"q": "Identifique a estrutura oculta em destaque na imagem
Carta 27 de 27 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 27 revelada na imagem
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Carta 1 de 5 • Oclusão de Imagem
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Carta 4 de 8 • Oclusão de Imagem
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Carta 8 de 27 • Oclusão de Imagem
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Carta 11 de 14 • Oclusão de Imagem
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Carta 1 de 8 • Oclusão de Imagem
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Carta 3 de 6 • Oclusão de Imagem
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Carta 5 de 5 • Oclusão de Imagem
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Carta 13 de 15 • Oclusão de Imagem
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 10 de 10 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 10 revelada na imagem
",
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"group": "",
"suspended": false,
"clinical": false,
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"tags": [
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{
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{
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{
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},
{
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"height": 4.17
},
{
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],
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},
{
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"deck": "f3dffe84-dc20-4742-b95f-5f984b8eba5b",
"q": "Caso clínico: atleta em corrida apresenta aumento de CO2",
"a": "queda do pH e aumento da frequência respiratória. Qual o objetivo?",
"ref": "Eliminar CO2 mais rápido e captar mais O2 para o sangue",
"group": "Bioquimica",
"suspended": false,
"clinical": true,
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{
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "Quando o controle respiratório se torna instável?",
"a": "Quando o ganho de alça (loop gain) é maior que 1",
"ref": "Levitzky, Pulmonary Physiology, Cap. 9; West, Fisiologia Respiratória, Cap. 8",
"group": "CheyneStokes",
"suspended": false,
"clinical": false,
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"tags": [],
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},
{
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"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "Quais os músculos da expiração ativa?",
"a": "Intercostais internos e músculos abdominais",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Ventilação Pulmonar)",
"group": "MecanicaRespiratoria",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
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"created": "2026-10-08T17:52:33.55386+00:00"
},
{
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"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "Qual o valor do volume de reserva expiratório?",
"a": "Cerca de 1100 mL",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Ventilação Pulmonar)",
"group": "VolumesCapacidades",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
"id": "fb9d626e-1425-4b2b-b267-21020c364fe3",
"deck": "6634374e-fbf6-49ba-95c4-cb4571955656",
"q": "Quais estruturas do SNC participam da regulação da PA além do bulbo?",
"a": "Hipotálamo (integração emocional e autonômica), área tegmental ventrolateral rostral (ATVR), núcleos pontinos e córtex/amilgala (respostas emocionais). O NTS é a porta de entrada e o bulbo é o centro essencial; as demais estruturas modulam.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica)",
"group": "Objetivo 3",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.022941+00:00"
},
{
"id": "fba3480a-c4be-40e1-8ed3-b3b87739ebb1",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 24 de 25 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 24 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"id": "c_22",
"label": "Estrutura 22",
"width": 13.33,
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},
{
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"id": "c_24",
"label": "Estrutura 24",
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},
{
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"id": "c_3",
"label": "Estrutura 3",
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{
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{
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},
{
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"label": "Estrutura 2",
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},
{
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{
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"id": "c_13",
"label": "Estrutura 13",
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},
{
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"id": "c_1",
"label": "Estrutura 1",
"width": 9.21,
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},
{
"x": 5.4,
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"id": "c_14",
"label": "Estrutura 14",
"width": 27.62,
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},
{
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"id": "c_15",
"label": "Estrutura 15",
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},
{
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"id": "c_16",
"label": "Estrutura 16",
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{
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"id": "c_4",
"label": "Estrutura 4",
"width": 26.979999999999997,
"height": 5.0200000000000005
},
{
"x": 4.130000000000001,
"y": 37.66,
"id": "c_6",
"label": "Estrutura 6",
"width": 8.89,
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},
{
"x": 6.98,
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"id": "c_12",
"label": "Estrutura 12",
"width": 25.4,
"height": 4.18
},
{
"x": 3.81,
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"id": "c_10",
"label": "Estrutura 10",
"width": 7.9399999999999995,
"height": 3.7699999999999996
},
{
"x": 74.29,
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"id": "c_25",
"label": "Estrutura 25",
"width": 13.969999999999999,
"height": 8.37
},
{
"x": 8.89,
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"id": "c_11",
"label": "Estrutura 11",
"width": 13.969999999999999,
"height": 4.6
},
{
"x": 8.57,
"y": 48.949999999999996,
"id": "c_7",
"label": "Estrutura 7",
"width": 9.21,
"height": 4.18
},
{
"x": 73.97,
"y": 36.82,
"id": "c_18",
"label": "Estrutura 18",
"width": 22.220000000000002,
"height": 4.18
},
{
"x": 73.97,
"y": 53.14,
"id": "c_21",
"label": "Estrutura 21",
"width": 14.29,
"height": 5.86
},
{
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"id": "c_23",
"label": "Estrutura 23",
"width": 18.41,
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],
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"imageTitle": "Oclusão Anatômica",
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{
"id": "fbdbfa07-98ad-4802-9c96-b72492812b78",
"deck": "92757df0-3de1-4aa5-9ee6-02562a02b362",
"q": "O que ocorre com a V/Q na base pulmonar?",
"a": "V/Q baixa (mais perfusão que ventilação)",
"ref": "West, Fisiologia Respiratória (Relação V/Q)",
"group": "VentilacaoPerfusao",
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},
{
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"deck": "8bd079cb-66f4-4091-9b28-f51a9c09aaf3",
"q": "Por que o IAM INFERIOR frequentemente causa bloqueio AV?",
"a": "Porque a coronária DIREITA (responsável pelo infarto inferior) nutre o nó AV em ~90% das pessoas. O bloqueio costuma ser transitório e responde bem à atropina.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Harrison (Medicina Interna)",
"group": "Objetivo 3",
"suspended": false,
"clinical": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:35.573762+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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"label": "Estrutura 1",
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{
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"id": "c_3",
"label": "Estrutura 3",
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{
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"label": "Estrutura 4",
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],
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"imageTitle": "Oclusão Anatômica",
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 13 de 14 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 13 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
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"occlusion": {
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{
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"label": "Estrutura 2",
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},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 12.31,
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{
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"id": "c_4",
"label": "Estrutura 4",
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{
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"label": "Estrutura 5",
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{
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"id": "c_6",
"label": "Estrutura 6",
"width": 15.42,
"height": 4.53
},
{
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"y": 93.77,
"id": "c_7",
"label": "Estrutura 7",
"width": 16.009999999999998,
"height": 4.53
},
{
"x": 58.53,
"y": 80.83,
"id": "c_8",
"label": "Estrutura 8",
"width": 12.16,
"height": 7.199999999999999
},
{
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"y": 94.03,
"id": "c_9",
"label": "Estrutura 9",
"width": 20.169999999999998,
"height": 5.33
},
{
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"id": "c_10",
"label": "Estrutura 10",
"width": 15.72,
"height": 5.87
},
{
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"id": "c_11",
"label": "Estrutura 11",
"width": 10.23,
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},
{
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"label": "Estrutura 12",
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},
{
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"label": "Estrutura 13",
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},
{
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T20:18:53.026124+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 3 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 3 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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"id": "c_1",
"label": "Estrutura 1",
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},
{
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},
{
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"label": "Estrutura 3",
"width": 24.36,
"height": 8.3
},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 15.61,
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},
{
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"id": "c_5",
"label": "Estrutura 5",
"width": 25.36,
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},
{
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"id": "c_6",
"label": "Estrutura 6",
"width": 26.8,
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},
{
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"id": "c_7",
"label": "Estrutura 7",
"width": 18.05,
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],
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"imageTitle": "Oclusão Anatômica",
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},
"created": "2026-10-08T19:36:55.666595+00:00"
},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 1 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 1 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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"masks": [
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"y": 0,
"id": "c_1",
"label": "Estrutura 1",
"width": 18.44,
"height": 4.52
},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 12.620000000000001,
"height": 5.7299999999999995
},
{
"x": 57.18,
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"id": "c_3",
"label": "Estrutura 3",
"width": 13.44,
"height": 6.54
},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 20.54,
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],
"imageUrl": "/cards-media/occl_3cc7fc53e468.jpg",
"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T18:39:32.616696+00:00"
},
{
"id": "fd21c9a7-343d-4eea-9f00-bbdfed02bf7e",
"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Quais ossos formam a parte óssea do septo nasal?",
"a": "Vômer",
"ref": "lâmina perpendicular do etmoide",
"group": "Anatomia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "fdad63c3-12b6-40c2-b6bc-5ed5ff22c23e",
"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "O que é complacência pulmonar?",
"a": "A variação de volume por unidade de variação de pressão (facilidade de distensão)",
"ref": "Guyton & Hall, Tratado de Fisiologia Médica (Ventilação Pulmonar)",
"group": "MecanicaRespiratoria",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.55386+00:00"
},
{
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"deck": "9843c44a-540b-4b44-9af6-d3a59c699b44",
"q": "O reflexo de Hering-Breuer é mediado por?",
"a": "Receptores de estiramento de adaptação lenta, via nervo vago, que inibem a inspiração",
"ref": "Levitzky, Pulmonary Physiology, Cap. 9; Guyton & Hall, Cap. 41-42",
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"tags": [],
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},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 2 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 2 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"label": "Estrutura 1",
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},
{
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"label": "Estrutura 2",
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},
{
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"id": "c_3",
"label": "Estrutura 3",
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},
{
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"id": "c_4",
"label": "Estrutura 4",
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],
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"imageTitle": "Oclusão Anatômica",
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},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 8 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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},
{
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},
{
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"id": "c_3",
"label": "Estrutura 3",
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},
{
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"id": "c_4",
"label": "Estrutura 4",
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},
{
"x": 75.82,
"y": 11.1,
"id": "c_5",
"label": "Estrutura 5",
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},
{
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"y": 5.82,
"id": "c_6",
"label": "Estrutura 6",
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"height": 10.48
},
{
"x": 1.11,
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"id": "c_7",
"label": "Estrutura 7",
"width": 20.51,
"height": 12.23
},
{
"x": 1.35,
"y": 81.76,
"id": "c_9",
"label": "Estrutura 9",
"width": 21.11,
"height": 10.52
}
],
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"imageTitle": "Oclusão Anatômica",
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},
{
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"deck": "8bd079cb-66f4-4091-9b28-f51a9c09aaf3",
"q": "Cite os principais sinais de exame físico no IAM.",
"a": "4ª bulha (S4, por perda de complacência ventricular), S3 se houver disfunção, estertores pulmonares (congestão), taquicardia ou bradicardia, hipotensão, pele fria e sudoréica; sopro de regurgitação mitral se houver disfunção de músculo papilar.",
"ref": "Guyton & Hall (Tratado de Fisiologia Médica), Robbins & Cotran (Patologia - Bases Patológicas das Doenças), Harrison (Medicina Interna)",
"group": "Objetivo 2",
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"created": "2026-10-08T17:52:35.573762+00:00"
},
{
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "O que forma a glote?",
"a": "As pregas vocais e o espaço entre elas (rima da glote)",
"ref": "Moore, Anatomia Orientada para a Clínica (Cabeça e Pescoço)",
"group": "Anatomia",
"suspended": false,
"clinical": false,
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"tags": [],
"occlusion": null,
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},
{
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"deck": "1e1d6375-08e3-4681-99a6-65d56bdf3bdb",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 6 de 5 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 6 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"masks": [
{
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 20.89,
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},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 32.89,
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},
{
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"y": 2.27,
"id": "c_4",
"label": "Estrutura 4",
"width": 33.650000000000006,
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},
{
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"y": 92.23,
"id": "c_6",
"label": "Estrutura 6",
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],
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"imageTitle": "Oclusão Anatômica",
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},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 5 de 20 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 5 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
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"label": "Estrutura 1",
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},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 32.09,
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},
{
"x": 3.62,
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"id": "c_3",
"label": "Estrutura 3",
"width": 18.63,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 21.21,
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{
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"id": "c_5",
"label": "Estrutura 5",
"width": 20.1,
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{
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"y": 45.71,
"id": "c_6",
"label": "Estrutura 6",
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},
{
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"id": "c_7",
"label": "Estrutura 7",
"width": 16.6,
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},
{
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"id": "c_8",
"label": "Estrutura 8",
"width": 21.39,
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},
{
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"id": "c_9",
"label": "Estrutura 9",
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},
{
"x": 3.06,
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"id": "c_10",
"label": "Estrutura 10",
"width": 29.880000000000003,
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},
{
"x": 3.62,
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"id": "c_11",
"label": "Estrutura 11",
"width": 17.71,
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},
{
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"id": "c_12",
"label": "Estrutura 12",
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},
{
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"id": "c_13",
"label": "Estrutura 13",
"width": 23.98,
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},
{
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"id": "c_14",
"label": "Estrutura 14",
"width": 23.05,
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},
{
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"id": "c_15",
"label": "Estrutura 15",
"width": 26.369999999999997,
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},
{
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"id": "c_16",
"label": "Estrutura 16",
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},
{
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"id": "c_17",
"label": "Estrutura 17",
"width": 18.26,
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},
{
"x": 77.02,
"y": 7.03,
"id": "c_18",
"label": "Estrutura 18",
"width": 21.95,
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},
{
"x": 38.29,
"y": 87.41,
"id": "c_19",
"label": "Estrutura 19",
"width": 11.99,
"height": 3.4000000000000004
},
{
"x": 53.779999999999994,
"y": 85.71,
"id": "c_20",
"label": "Estrutura 20",
"width": 17.52,
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],
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"imageTitle": "Oclusão Anatômica",
"activeMaskId": "c_5"
},
"created": "2026-10-08T19:36:54.658861+00:00"
},
{
"id": "fea1dd2e-96cb-446a-bd33-3cb5e0944d53",
"deck": "f3dffe84-dc20-4742-b95f-5f984b8eba5b",
"q": "O que ocorre na dissociação do ácido carbônico?",
"a": "Formação de H+ e HCO3- (principal via de produção de bicarbonato)",
"ref": "Marzzoco & Torres, Bioquímica Básica (Equilíbrio Ácido-Base)",
"group": "Bioquimica",
"suspended": false,
"clinical": false,
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"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:33.86559+00:00"
},
{
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"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 4 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
{
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"y": 6.3,
"id": "c_1",
"label": "Estrutura 1",
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"height": 8.52
},
{
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"id": "c_2",
"label": "Estrutura 2",
"width": 14.21,
"height": 5.680000000000001
},
{
"x": 53.64,
"y": 27.32,
"id": "c_3",
"label": "Estrutura 3",
"width": 18.95,
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},
{
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"id": "c_4",
"label": "Estrutura 4",
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],
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"imageTitle": "Oclusão Anatômica",
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{
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"deck": "6431c4c5-1062-46a9-806a-229b6a113ff6",
"q": "Quais os segmentos broncopulmonares do lobo inferior direito?",
"a": "Superior",
"ref": "basilar anterior",
"group": "Anatomia",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [],
"occlusion": null,
"created": "2026-10-08T17:52:34.436167+00:00"
},
{
"id": "ff0b739d-1590-413a-aae1-e3cf503c2479",
"deck": "dcb937ef-2fd5-4b9d-83a9-67e58de8e98a",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 4 de 7 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 4 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
"🖼️ Oclusão de Imagem"
],
"occlusion": {
"mode": "hide_all_guess_one",
"masks": [
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"id": "c_1",
"label": "Estrutura 1",
"width": 17.05,
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{
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"label": "Estrutura 2",
"width": 17.83,
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},
{
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"id": "c_3",
"label": "Estrutura 3",
"width": 24.36,
"height": 8.3
},
{
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"id": "c_4",
"label": "Estrutura 4",
"width": 15.61,
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},
{
"x": 61.79,
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"id": "c_5",
"label": "Estrutura 5",
"width": 25.36,
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{
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"label": "Estrutura 6",
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{
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"id": "c_7",
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],
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"imageTitle": "Oclusão Anatômica",
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"created": "2026-10-08T19:36:56.023802+00:00"
},
{
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"deck": "8c2c5c57-0435-40db-a6d9-c755dba7b224",
"q": "Identifique a estrutura oculta em destaque na imagem
Carta 9 de 16 • Oclusão de Imagem
",
"a": "✓ Resposta: Estrutura 9 revelada na imagem
",
"ref": "",
"group": "",
"suspended": false,
"clinical": false,
"reverse": false,
"tags": [
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],
"occlusion": {
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{
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{
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{
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"id": "c_4",
"label": "Estrutura 4",
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{
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"label": "Estrutura 5",
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{
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{
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"width": 7.3,
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{
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"label": "Estrutura 9",
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{
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"label": "Estrutura 10",
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{
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},
{
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"id": "c_12",
"label": "Estrutura 12",
"width": 12.17,
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},
{
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"label": "Estrutura 13",
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{
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"label": "Estrutura 14",
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{
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{
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],
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"created": "2026-10-08T20:18:22.269047+00:00"
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{
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"deck": "2f36656d-de74-4d7c-a120-00d0b8ab9113",
"q": "Qual a consequência fisiopatológica do pneumotórax?",
"a": "Igualação da pressão pleural à atmosférica",
"ref": "com colapso do pulmão e redução da ventilação",
"group": "Pneumotorax",
"suspended": false,
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}
]
}