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Pathology - Conditions
Conditions
94
Pathology
Post-Graduate
12/30/2013

Additional Pathology Flashcards

 


 

Cards

Term
Ovary- Mucinous Carcinoma
Definition

IHC: CK7, CK20, CDX2, Ca 19.9 (Neg: Ca-125)


Molecular: KRAS common (No BRAF, No assw BRCA 1/2)

Term
Sclerosing extramedullary hematopoietic tumor
Definition

Assw myeloproliferytive neoplasms (Idiopathic myelofibrosis MC, CML)


HP: megakaryotypic atypia

Term
Epithelioid sarcoma
Definition
CD34 positive (neg: factor VIII, CD31)
Term
CMV Placenta
Definition
Plasma cell villitis
Term
Staghorn vasculature
Definition

SFT

 

 mesenchymal chondrosarcoma

 

synovial sarcoma

Term
Synovial Sarcoma
Definition

Cytokeratins, EMA (neg: CD34, WT1)

 

CD99 +

 

 

Term

Vimentin/Cytokeratin Co-Expression

 

Carcinomas?

 

Sarcomas?

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

Term
CD99 positive small round cell tumors?
Definition

Ewing Sarcoma

 

Synovial sarcoma

 

Mesenchymal chondrosarcoma

 

DSRCT (variable)

 

Melanoma (variable)

Term
Desmoplastic Small Round Cell Tumor IHC?
Definition

Desmoplastic Small Round Cell Tumor IHC?

 

Epithelial (CAM 5.2, AE1/AE3, EMA)

 

WT1

 

NSE

 

Desmin (dot-like)

 

Myogenin/MyoD1 NEGATIVE

Term
Neuroblastoma IHC?
Definition

Neuroblastoma IHC?

 

+: NSE, Neurofilament, CD56, NCAM, Synaptophysin, chromogranin

 

Negative: CD99, CK (Small cell carcinoma), CD45, S100 (melanoma), MyoD1/myogenin

Term
Congenital Synphlis
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)

Term
Leukocyte Deficiency Syndrome 1?
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

Term
Chediak Higashi?
Definition

Defect in chemotaxis and lysosomal degranulation into

phagosomes

• Defects in cells w granules

• Such as melanosomes  --- oculocutaneous albinism

• Lymphoproliferative disorders

Term
Chronic Granulomatous Disease?
Definition

• Defect in NADPH oxidase system

• Marked decrease in ability to kill microorganisms

Young, men with infections and granulomas at autopsy

• Test: Nitroblue tetrazolium

Term
Paroxysmal Nocturnal Hemoglobinuria?
Definition

Decay accelerating factor

 

(Cannot turn off complement)

Term
Hereditary angioneurotic edema?
Definition
C1 inhibitor
Term
Bruton's X-Linked Agammaglobulinemia?
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)

Term
B-LBL Good Px Indicators?
Definition

• Good:
• t(12;21) (p13;q22); TEL/AML1
Hyperdiploid > 50
• Age 4-10

Term
B-LBL Bad Px Indicators?
Definition

Hypodiploid
• t(9:22) (q34;q11.2); BCR/ABL
• 11q23; MLL
• t(1;19) (q 23;p13.3); PBX/E2A

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

Definition
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

Definition
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

Definition
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

Definition
Term

Transient Hypogammaglobulinemia ofInfancy

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

Term

Selective IgA Deficiency

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.

Term

Common Variable Hypogammaglobulinemia

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

Term

X-linked Hyper IgM Deficiency

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

Term

Hyper IgM, 2

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

Term

DiGeorge Syndrome

(Congenital thymic aplasia or hypoplasia)

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

 

Term

Association

 

Adrenal cortical adenomas Small cell lung
CA from excess ACTH (cortisol)

Definition
Cushing's Syndrome
Term

Association

 

Adrenal cortical adenomas producing
excess aldosterone (hypernatremia,
hypokalemia, HTN)

Definition
Conn's Syndrome
Term
Hypoglycemia: Associated Tumors?
Definition

Fibrosarcoma

 

Solitary fibrous tumor

 

HCC

 

[insulin, insulin like GF]

Term
Polycythemia: Associated Tumors?
Definition

Renal cell carcinoma


• Cerebellar hemangioblastoma


HCC


Leiomyoma


Solitary fibrous tumor

Term
Acanthosis nigricans: predisposed to what tumors?
Definition

Gastric Ca

 

Lung Ca

 

Uterine Ca

Term
Skin lesions and acoustic neuromas?
Definition

• 1 – NF1 gene (17q)


• 2 – NF2 gene (22q)


• Multiple NFs (plexiform NFs),
schwannomas (bilateral acoustics in 2),
gliomas, pheochromocytomas, somatostinomas

Term
Rhabdomyoma or angiomyolipoma (aw)?
Definition

Tuberous Sclerosus

 

Chromosomes 9 & 16
• Cortical tubers, sclerosis, SEGAs, cardiac
rhabdomyomas, pulm LLM, AMLs, sebaceous
adenomas, ash green patches, subungual
fibromas

Term
cavernous hemangioma
and renal cell carcinoma?
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

Term
colonic adenomas,
osteomas and desmoplastic fibromas?
Definition

Gardner’s Syndrome


• Loss of regulation
FAP & jaw osteomas, desmoids, cysts of skin
Soft tissue tumors (desmoplastic fibromas)

Term
colon polyps and
trichilemommas and renal cell
carcinoma?
Definition

Cowden Syndrome
10q23 (same as MEN II – MEN I 11p13)
• 9q22.3
FAP with increased risk of breast, thyroid CA
Trichilemommas

Term
Peutz Jeghers Syndrome
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

Term
Turcot Syndrome (AR)
Definition

FAP with brain tumors (astrocytomas – GBMs)
HNPCC genes
• DNA mismatch/repair defect

Term
Cronkite – Canada (Non-inherited)
Definition

FAP (hamartomatous polyps) with skin & nail
changes

Term
MEN I
Definition

11p13
• Parathyroid adenomas/hyperplasia
Pituitary adenomas/hyperplasia
Pancreas adenomas/carcinomas/hyperplasia
Adrenal hyperplasia
• Thyroid C-cell hyperplasia

Term
• MEN II (Sipple Syndrome)

• MEN IIB/III
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)

Term
Heart Transplant Acute Rejection ()
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)

Term

Myocarditis General Causes


Infections


– Cardiac allograft rejection


Collagen vascular diseases


Drug hypersensitivity


– Sarcoidosis

Definition
Term
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
Definition
Term
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
Definition
Term
percentage of women between the ages of 20 and 45 years are affected by fibrocystic changes?
Definition
30%-35%
Term
microglandular adenosis breast
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.

Term

sclerosing adenosis

 

relative risk of IDC?

Definition
1.7
Term
Pemphigus vulgaris antigen target?
Definition
Desmoglein 3
Term
Target of BP?
Definition

BpAg1 and BpAg2

 

(hemidesmosomes)

(also in pemphigus gestationis, cicatricial pemphigoid)

Term
Type VII collagen target?
Definition

Epidermolysis bullosa acquisitiva

 

Bullous SLE

Term

Myocarditis

 

Viral

 

Bacteria

 

Parasites

Definition

Myocarditis

 

Viral - Coxsackie A & B, CMV, HIV

 

Bacteria - Lyme, Diphteria

 

Parasites - Chagas, Toxoplasmosis, Trichinosis

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)

Definition
Term

Dilated Cardiomyopathy
– Progressive cardiac hypertrophy, dilation,
and systolic dysfunction (pump failure)
Causes
– Postviral myocarditis (late stage)
– Postpartum
– Alcohol toxicity
– Familial
– Drug (Adriamycin)
– Idiopathic

Definition
Term

Arrthymogenic RV Dysplasia

-Uncommon, familial form that affects
young adults causing sudden death
 RV is markedly thinned & replaced by
fat

Definition
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

Definition
Term
Fabry's Disease
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)

 

Term
Drug Induced Cardiomyopathy
Definition

Adriamycin:
– 1.7% incidence of toxicity
– Grading scheme based on
sarcotubular dilatation
(vacuolization) and
myofibrillar loss:
– process all for EM

Term
Carney’s Syndrome
Definition

 Cutaneous & cardiac myxomas
 Spotty skin pigmentation (lentigines & blue nevi)
Endocrine overactivity – Adrenal, testicular,
thyroid & pituitary

Term
Carney’s Triad
Definition

 Multiple pulmonary chondromas
GISTs of the stomach
 Extra-adrenal paragangliomas
 AD
2p16

Term
Rhabdomyoma
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”

Term
Severe Combined
Immunodeficiency
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

Term
Bare Lymphocyte Syndrome
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

Term
Wiskott-Aldrich Syndrome
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)

Term
Ataxia Telangiectasia
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.

Term
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.

Term
Chronic Granulomatous Disease
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

Term
C2, C3,C4, C5
Deficiency
Definition

 Lupus or lupus like illness
 C3 deficiency may also include
recurrent encapsulated organism
infection

Term
Hereditary angioedema
Definition

C1 Esterase Inhibitor Deficiency
(Type 1)
– Functional and quantitative assays
available for C1INH


Type 3- Factor XII mutation
– Factor XII SNP assay available

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

Definition
Term

Leukocyte Adhesion

Deficiency, Type I

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

Term
Rheumatic Valve Disease
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

Term

 S. aureus – 

 S. epidermidis – 

 S. viridans – 

 Enterococci – 

 S. bovis – 

 Pneumococcus – 

 G negative – 

 Fungal – 

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

Term
Culture negative endocarditis
Definition

5-10% of cases

 Prior treatment

Fastidious organisms

HACEK, mycobacteria

Intracellular organisms

Rickettsia, Q-fever, Whipple’s

Term
Nonbacterial Thrombotic Endocarditis (Marantic)
Definition

Hypercoagulable states

 Deposition of fibrin + platelets on

leaflets of cardiac valves.

 Thrombus on surface

No microorganisms

Term
Libman-Sacks endocarditis
Definition

Lupus erythematosus

 Vegetations covering both sides of valve

surfaces

 Fibrinoid necrosis & inflammation

Term
Chronic Granulomatous Disease
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

Term
Hereditary angioedema
Definition

C1 Esterase Inhibitor Deficiency

(Type 1)

– Functional and quantitative assays

available for C1INH

 

 Type 3- Factor XII mutation

– Factor XII SNP assay available

Term
Molecular mimicry
Definition

Strep and rheumatic fever

 

Mycoplasma and autoimmune hemolytic

anemia

 

 EBV peptide and Sm in SLE

Term
SLE Antibodies
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

Term
Anti CCP
Definition

 Anti Cyclic Citrullinated Peptide

 More sensitive and specific for RA

than RF

 Level may correlate with disease

 

activity

Term
Mixed CT Disease
Definition

– 80% female, any age

Raynaud’s phenomena and swollen digits

– Pulmonary disease

 

– Poly arthralgias


Anti-RNP (without anti-Sm)

Term
Sjogrens
Definition

– Dry mouth and eyes (SICCA)

– Keratoconjunctivitis

 

– Secondary to lymphocyte infiltration

 

Sjogren’s prepcipitins (ENAs)

– SSA (Ro)

– SSB (La)

– Not specific for SS

Term
Type 1 Hypersensitivity?
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
Term
Type II Hypersensitivity?
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
Term
Type 3 Hypersensitivity?
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
Term
Type 4 HS?
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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