Term
Ovary- Mucinous Carcinoma |
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Definition
IHC: CK7, CK20, CDX2, Ca 19.9 (Neg: Ca-125)
Molecular: KRAS common (No BRAF, No assw BRCA 1/2)
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Term
Sclerosing extramedullary hematopoietic tumor |
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Definition
Assw myeloproliferytive neoplasms (Idiopathic myelofibrosis MC, CML)
HP: megakaryotypic atypia
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Term
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Definition
CD34 positive (neg: factor VIII, CD31) |
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Term
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Definition
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Term
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Definition
SFT
mesenchymal chondrosarcoma
synovial sarcoma |
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Term
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Definition
Cytokeratins, EMA (neg: CD34, WT1)
CD99 +
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Term
Vimentin/Cytokeratin Co-Expression
Carcinomas?
Sarcomas? |
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Definition
Vimentin/Cytokeratin Co-Expression
Carcinomas? RCC, Endometrial, Serous ovarian, Thyroid (papillary, anaplastic), Mesothelioma (biphasic),
Sarcomatoid (spindle cell carcinoma)
Sarcomas?
Synovial sarcoma, DSRCT, Malignant Rhabdoid Tumor, Epithelioid sarcoma, Epithelioid angiosarcoma |
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Term
CD99 positive small round cell tumors? |
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Definition
Ewing Sarcoma
Synovial sarcoma
Mesenchymal chondrosarcoma
DSRCT (variable)
Melanoma (variable) |
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Term
Desmoplastic Small Round Cell Tumor IHC? |
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Definition
Desmoplastic Small Round Cell Tumor IHC?
Epithelial (CAM 5.2, AE1/AE3, EMA)
WT1
NSE
Desmin (dot-like)
Myogenin/MyoD1 NEGATIVE |
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Term
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Definition
Neuroblastoma IHC?
+: NSE, Neurofilament, CD56, NCAM, Synaptophysin, chromogranin
Negative: CD99, CK (Small cell carcinoma), CD45, S100 (melanoma), MyoD1/myogenin |
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Term
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Definition
1.Histiocyte predominant villitis (villous Hofbaeur cells)
2. proliferative endovasculitis (concentric mural sclerosis of stem arterieis)
3.Necrotizing periphlebitis of umbilical cord (necrotic cell debris and eosinophilic material surrounding the umbilical vein) |
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Term
Leukocyte Deficiency Syndrome 1? |
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Definition
• Recurrent bacterial infections
• Inflammatory lesions lack neutrophils
• But, ↑ neutrophils in the circulation
• ↓ Beta chain of CD11/CD18 integrin on polys
• Neutrophils can roll but do not stick
• Transfuse patients with normal neutrophils and
they can transmigrate |
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Term
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Definition
Defect in chemotaxis and lysosomal degranulation into
phagosomes
• Defects in cells w granules
• Such as melanosomes --- oculocutaneous albinism
• Lymphoproliferative disorders |
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Term
Chronic Granulomatous Disease? |
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Definition
• Defect in NADPH oxidase system
• Marked decrease in ability to kill microorganisms
• Young, men with infections and granulomas at autopsy
• Test: Nitroblue tetrazolium |
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Term
Paroxysmal Nocturnal Hemoglobinuria? |
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Definition
Decay accelerating factor
(Cannot turn off complement) |
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Term
Hereditary angioneurotic edema? |
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Definition
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Term
Bruton's X-Linked Agammaglobulinemia? |
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Definition
-MC defect: B cell progenitor kinase, long arm (Xq22)
-Tx: IVIG
-CD19 positive B cells are absent in peripheral blood
-Recurrent upper respiratory infections, Giardia infestations
-Presents approximately 2-6 months of age (after maternal antibody wanes) |
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Term
B-LBL Good Px Indicators? |
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Definition
• Good: • t(12;21) (p13;q22); TEL/AML1 • Hyperdiploid > 50 • Age 4-10 |
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Term
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Definition
• Hypodiploid • t(9:22) (q34;q11.2); BCR/ABL • 11q23; MLL • t(1;19) (q 23;p13.3); PBX/E2A |
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Term
Ewings T(11;22) EWS/FLI-1 T(21;22) EWS/ERG DSRCT T(11;22) EWS/WT-1
Clear cell sarcoma T(12;22) EWS/ATF-1 EWS/TEC\
Myxoid liposarcoma T(12;16) EWS/CHOP
EWS/FUS |
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Definition
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Term
Alveolar soft part sarcoma T(X;17) ASPL/TFE3
Synovial sarcoma T(X;18) SYT/SSX1 SYT/SSX2
Rhabdomyosarcoma T(1;13) PAX7/FKRH T(2;13) PAX3/FKRH
DFSP T(17;22) CALIA1/PDGFß
LG fibromyxoid sarc T(7;16) FUS/CREB
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Definition
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Term
Tumor Suppressor Genes
- Rb gene (retinoblastoma) 13q14
- p53 gene (G1 arrest apoptosis) 17p13.1
• APC gene (adenom. polyposis coli) 5q21 • NF-1 gene (neurofibromatosis) 17q11 • NF-2 gene (neurofibromatosis) 22q12 • DCC gene (deleted in colon CA) 18q21 • WT-1 gene (Wilms’ tumor) 11p13 • VHL gene (von Hippel-Lindau) 3p25 |
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Definition
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Term
Epstein-Barr Virus • Burkitt’s Lymphoma, especially endemic • PTLD • Nasopharyngeal CA • Hodgkin lymphomas • Primary effusion lymphoma • Angioimmunoblastic T cell lymphoma • Aggressive NK/T cell lymphoma |
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Definition
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Term
Transient Hypogammaglobulinemia ofInfancy |
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Definition
Presents approximately 5-6 months IgG low, IgM and IgA may be normal to low Recurrent upper respiratory infections CD19 positive B cells ARE present Hypogammaglobulinemia may last up to 2 years. Cause is undefined |
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Term
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Definition
Most common primary immune deficiency. Occurs in 1in 700. IgA levels <5 mg/dl, IgG and IgM are usually normal. A concomitant IgG2 deficiency may be present.
Patients are at risk for an allergic, nonhemolytic transfusion reaction if antibodies to IgA are produced. This may give a serum sickness type of reaction to a whole blood or plasma transfusion, or an Arthus (IgG) or anaphylactic (IgE) type of reaction to a subsequent transfusion. |
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Term
Common Variable Hypogammaglobulinemia |
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Definition
mc adults (any age) ~ IgG subclass deficiency but more severe May be a B or T cell defect – Th1 imbalance with elevated IL12 and gamma interferon – Autosomal recessive, ICOS defect |
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Term
X-linked Hyper IgM Deficiency |
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Definition
first year of life IgM levels are normal to elevated (100-1000 mg/dl) IgG, IgA and IgE levels are low. CD4 cell increase may occur |
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Term
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Definition
gene (Xq26 ) coding for the T cell protein, CD154 (CD40 Ligand)molecule. – CD154 binds to CD40 initiating class switching in B cells – This defect prevents T cells from inducing B cells to undergo a class switch. Thus the B cells produce IgM, without switching to another isotype. Autosomal recessive form does exist, involving the TNFRSF5 gene |
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Term
DiGeorge Syndrome
(Congenital thymic aplasia or hypoplasia) |
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Definition
quickly after birth third and fourth pharyngeal pouches (low set ears, notched ear pinnae). Two candidate genes- (Tbx1) chromosome 22 missing and one gene (Crkol, 10p13)
Hypoparathyroidism and congenital heart disease CD3 positive T cells levels are low/absent Opportunistic infxns:Pneumocystis, Candida,viruses
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Term
Association
Adrenal cortical adenomas Small cell lung CA from excess ACTH (cortisol) |
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Definition
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Term
Association
Adrenal cortical adenomas producing excess aldosterone (hypernatremia, hypokalemia, HTN) |
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Definition
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Term
Hypoglycemia: Associated Tumors? |
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Definition
Fibrosarcoma
Solitary fibrous tumor
HCC
[insulin, insulin like GF] |
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Term
Polycythemia: Associated Tumors? |
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Definition
• Renal cell carcinoma
• Cerebellar hemangioblastoma
• HCC
• Leiomyoma
• Solitary fibrous tumor
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Term
Acanthosis nigricans: predisposed to what tumors? |
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Definition
Gastric Ca
Lung Ca
Uterine Ca |
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Term
Skin lesions and acoustic neuromas? |
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Definition
• 1 – NF1 gene (17q)
• 2 – NF2 gene (22q)
• Multiple NFs (plexiform NFs), schwannomas (bilateral acoustics in 2), gliomas, pheochromocytomas, somatostinomas
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Term
Rhabdomyoma or angiomyolipoma (aw)? |
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Definition
Tuberous Sclerosus
Chromosomes 9 & 16 • Cortical tubers, sclerosis, SEGAs, cardiac rhabdomyomas, pulm LLM, AMLs, sebaceous adenomas, ash green patches, subungual fibromas |
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Term
cavernous hemangioma and renal cell carcinoma? |
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Definition
von Hippel Lindau • 3p25 • RCC (bilateral), papillary cystadenoma of pancreas, pheos • Cavernous hemangiomas/hemangioblastomas of: • Retina • Cerebellum/brainstem • Hemangiomas/cysts of: • Pancreas • Skin • Liver • Kidney |
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Term
colonic adenomas, osteomas and desmoplastic fibromas? |
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Definition
Gardner’s Syndrome
• Loss of regulation • FAP & jaw osteomas, desmoids, cysts of skin • Soft tissue tumors (desmoplastic fibromas)
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Term
colon polyps and trichilemommas and renal cell carcinoma? |
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Definition
Cowden Syndrome • 10q23 (same as MEN II – MEN I 11p13) • 9q22.3 • FAP with increased risk of breast, thyroid CA • Trichilemommas |
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Term
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Definition
• Hamartomatous polyps, mostly small bowel • Oral mucocutaneous hyperpigmentation • SCTAT/Large cell calcifying Sertoli tumors • Adenoma malignum of cervix • Increased risk of breast, lung, ovary, pancreas and uterine CA; rare malignant transformation in GI tract |
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Term
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Definition
• FAP with brain tumors (astrocytomas – GBMs) • HNPCC genes • DNA mismatch/repair defect |
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Term
Cronkite – Canada (Non-inherited) |
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Definition
• FAP (hamartomatous polyps) with skin & nail changes |
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Term
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Definition
• 11p13 • Parathyroid adenomas/hyperplasia • Pituitary adenomas/hyperplasia • Pancreas adenomas/carcinomas/hyperplasia • Adrenal hyperplasia • Thyroid C-cell hyperplasia |
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Term
• MEN II (Sipple Syndrome)
• MEN IIB/III |
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Definition
• MEN II (Sipple Syndrome) • 10q12 (RET oncogene) • Parathyroid adenomas/hyperplasia • Adrenal pheochromocytomas • Thyroid medullary carcinomas
• MEN IIB/III • MEN IIA with mucocutaneous ganglioneuromas and marfanoid habitus (RET (different locus) |
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Term
Heart Transplant Acute Rejection () |
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Definition
-Lymphocytes, macrophages and eosinophils
-No neutrophils (polys indicate ischemia, antibody mediated rejection or infection.)
-No plasma cells (they indicate a Quilty lesion or PTLD)
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Term
Myocarditis General Causes
– Infections
– Cardiac allograft rejection
– Collagen vascular diseases
– Drug hypersensitivity
– Sarcoidosis
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Definition
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Term
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Definition
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Term
<img 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Definition
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Term
percentage of women between the ages of 20 and 45 years are affected by fibrocystic changes? |
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Definition
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Term
microglandular adenosis breast |
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Definition
If not completely excised it may recur and/or develop atypia. Some consider it a form of low-grade carcinoma. The epithelial cells are characteristically S100 positive and ER negative.
NOmyoepithelial layer and should never invade nerves. |
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Term
sclerosing adenosis
relative risk of IDC? |
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Definition
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Term
Pemphigus vulgaris antigen target? |
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Definition
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Term
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Definition
BpAg1 and BpAg2
(hemidesmosomes)
(also in pemphigus gestationis, cicatricial pemphigoid) |
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Term
Type VII collagen target? |
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Definition
Epidermolysis bullosa acquisitiva
Bullous SLE |
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Term
Myocarditis
Viral
Bacteria
Parasites |
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Definition
Myocarditis
Viral - Coxsackie A & B, CMV, HIV
Bacteria - Lyme, Diphteria
Parasites - Chagas, Toxoplasmosis, Trichinosis |
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Term
Hypersensitivity myocarditis Interstitial infiltrate of macrophages, eosinophils No or little necrosis No granulomas, but multinucleated cells may be present Fewer clinical manifestations than other forms of myocarditis Associated with long list of drugs (classically, methyldopa) |
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Definition
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Term
Dilated Cardiomyopathy – Progressive cardiac hypertrophy, dilation, and systolic dysfunction (pump failure) Causes – Postviral myocarditis (late stage) – Postpartum – Alcohol toxicity – Familial – Drug (Adriamycin) – Idiopathic |
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Definition
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Term
Arrthymogenic RV Dysplasia
-Uncommon, familial form that affects young adults causing sudden death RV is markedly thinned & replaced by fat |
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Definition
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Term
Restrictive Cardiomyopathy
Gross – Varies depending on cause – Atrial dilation (bilateral) – Endocardium thickened and opaque – Valvular thickening – Mural thrombi may be present Microscopic – Dense endocardial fibrosis, extending into subendocardial myocardium |
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Definition
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Term
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Definition
X-linked recessive form of sphingolipidosis due to deficiency of alphagalactosidase A angiokeratomas, renal insufficiency & cardiac failure Histology: vacuolated myocytes EM shows intralysosomal dense lamallae with concentric or packed arrangment (Zebra bodies)
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Term
Drug Induced Cardiomyopathy |
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Definition
Adriamycin: – 1.7% incidence of toxicity – Grading scheme based on sarcotubular dilatation (vacuolization) and myofibrillar loss: – process all for EM |
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Term
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Definition
Cutaneous & cardiac myxomas Spotty skin pigmentation (lentigines & blue nevi) Endocrine overactivity – Adrenal, testicular, thyroid & pituitary |
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Term
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Definition
Multiple pulmonary chondromas GISTs of the stomach Extra-adrenal paragangliomas AD 2p16 |
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Term
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Definition
Most common primary cardiac tumor of infancy and childhood May be isolated but >50% associated with TS Eosinophilic, polygonal cells with large glycogen-rich cytoplasmic vacuoles with stranding “spider cells” |
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Term
Severe Combined Immunodeficiency |
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Definition
IL-2 receptor gamma chain mutation (Xq13); also affects receptors for IL-4, 7, 11 and 15. Adenosine deaminase deficiency (20q13, AR) Thymic dysplasia- Nezelof’s syndrome Treatment- aggressive anti-microbial; bone marrow transplant.
-shortly after birth to 6 months of age. Bacterial, fungal, viral and protozoan infections. T, B, and LGL are low or absent |
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Term
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Definition
Can be class I or class II deficiency Lack of either class I (rarer) or class II antigens on the lymphocyte surface. BMT may be helpful Autosomal recessive disorder – Class 1 deficiency- TAP1, TAP2 genes – Class II deficiency- MHC2TA, RFXANK genes |
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Term
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Definition
first year of life X-linked disease Eczema, thrombocytopenia, recurrent pyogenic infections IgE and possible IgA are elevated. IgM is usually low T cells are present but with a reduced response to mitogens. Defect is in a protein called WASP (Xp11.22) (Wiskott Aldrich Syndrome Protein) |
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Term
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Definition
2-6 years AR disorder consisting of ataxia, telangiectasias and recurrent sino pulmonary disorder. IgA is often absent; IgE may be low. CD4 cells are reduced in numbers and function. Lymphoreticular malignancies common. Defect is in the (ATM) on chromosome 11. Treat infections aggressively, no live or attenuated vaccines. |
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Term
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Definition
Defect in CD18 gene (21q22.23), preventing proper LFA-1 adhesion molecule formation. This molecule is important in allowing neutrophils to migrate out of blood vessels into the tissues. AR disease Recurrent soft tissue infections; impaired wound healing. |
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Term
Chronic Granulomatous Disease |
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Definition
Presents by 2 years of age X-linked (2/3) or AR (1/3). Lymphadenitis, hepatosplenomegaly, pneumonia are presenting symptoms. Diagnosis includes Nitroblue tetrazolium reduction assay or newer, flow cytometric assays |
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Term
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Definition
Lupus or lupus like illness C3 deficiency may also include recurrent encapsulated organism infection |
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Term
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Definition
C1 Esterase Inhibitor Deficiency (Type 1) – Functional and quantitative assays available for C1INH
Type 3- Factor XII mutation – Factor XII SNP assay available
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Term
Molecular mimicry – Exogenous Ag has similar structure to self – Examples Strep and rheumatic fever Mycoplasma and autoimmune hemolytic anemia EBV peptide and Sm in SLE |
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Definition
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Term
Leukocyte Adhesion
Deficiency, Type I |
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Definition
Defect in CD18 gene (21q22.23),
preventing proper LFA-1 adhesion molecule
formation. This molecule is important in
allowing neutrophils to migrate out of blood
vessels into the tissues.
Autosomal recessive disease
Recurrent soft tissue infections; impaired
wound healing |
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Term
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Definition
Multisystem inflammatory disease following
group A streptococcal pharyngitis.
3% of patients with group A streptococcal
pharyngitis
All 4 valves (MV > AV > TV > PV)
Obliterated zona spongiosis by fibrosis and
neovascularization, no myxoid substance |
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Term
S. aureus –
S. epidermidis –
S. viridans –
Enterococci –
S. bovis –
Pneumococcus –
G negative –
Fungal – |
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Definition
S. aureus – IVDA
S. epidermidis – prosthetic valves
S. viridans – Sub acute
Enterococci – normal/damaged valves
S. bovis – colon CA
Pneumococcus – alcoholics
G negative – IVDA, DM,
immunocompromised
Fungal – IVDA, immunocompromised |
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Term
Culture negative endocarditis |
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Definition
5-10% of cases
Prior treatment
Fastidious organisms
– HACEK, mycobacteria
Intracellular organisms
– Rickettsia, Q-fever, Whipple’s |
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Term
Nonbacterial Thrombotic Endocarditis (Marantic) |
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Definition
Hypercoagulable states
Deposition of fibrin + platelets on
leaflets of cardiac valves.
Thrombus on surface
No microorganisms |
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Term
Libman-Sacks endocarditis |
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Definition
Lupus erythematosus
Vegetations covering both sides of valve
surfaces
Fibrinoid necrosis & inflammation |
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Term
Chronic Granulomatous Disease |
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Definition
Presents by 2 years of age
X-linked (2/3) or autosomal recessive
(1/3).
Lymphadenitis, hepatosplenomegaly,
pneumonia are presenting symptoms.
Diagnosis includes Nitroblue
tetrazolium reduction assay or newer,
flow cytometric assays |
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Term
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Definition
C1 Esterase Inhibitor Deficiency
(Type 1)
– Functional and quantitative assays
available for C1INH
Type 3- Factor XII mutation
– Factor XII SNP assay available |
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Term
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Definition
Strep and rheumatic fever
Mycoplasma and autoimmune hemolytic
anemia
EBV peptide and Sm in SLE |
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Term
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Definition
Autoantibodies
– ANA and anti-DNA- Kunkel, 1957
ANA currently tested on HEp-2 cells (IFA)
or ELISA
Anti DNA usually detected by Crithidia
luciliae (IFA) or ELISA (Farr type assay)
Diagnosis
– 11 criteria
– 4 must be positive for diagnosis |
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Term
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Definition
Anti Cyclic Citrullinated Peptide
More sensitive and specific for RA
than RF
Level may correlate with disease
activity |
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Term
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Definition
– 80% female, any age
– Raynaud’s phenomena and swollen digits
– Pulmonary disease
– Poly arthralgias
Anti-RNP (without anti-Sm) |
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Term
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Definition
– Dry mouth and eyes (SICCA)
– Keratoconjunctivitis
– Secondary to lymphocyte infiltration
Sjogren’s prepcipitins (ENAs)
– SSA (Ro)
– SSB (La)
– Not specific for SS |
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Term
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Definition
Anaphylaxis, allergies, asthma (atopic)
mech: production of IgE Ab - release of vasoactive amines and mediators from mast cells; recruitment of inflammatory cells (late phase reaction)
pathology: vascular dilation, edema, smooth muscle contraction, mucus production, inflammation |
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Term
Type II Hypersensitivity? |
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Definition
autoimmune hemolytic anemia; goodpasture
mech: production of IgG,IgM - binds antigen on target cell/tissue - phagocytosis or lysis of target cell by activated compleent or Fc receptors; recruitment of leukocytes |
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Term
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Definition
SLE, ~GN, serum sickness, Arthus
Mech: Ab/Ag complexes - complement activation - leukocyte recruitment by complement products and Fc receptors - release of enzymes and other toxic molecules
pathology: necrotizing vasculitis (fibrinoid necrosis); inflammation |
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Term
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Definition
Contact dermatitis, MS; DM1, transplnat, TB
Activated T lymphcytes -release cytokines and macrophhage activation - T-cell medated cytotoxicity
path: perivascular cellular infiltrates, edema, cell destruction, granuloma formation |
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