Description

Wells et al developed a regression model for predicting the dose of warfarin needed by a patient based on clinical data and genetic polymorphisms. The authors are from the University of Ottawa, Ottawa Hospital Research Institute and Children's Hospital of Eastern Ontario.


Maintenance warfarin doses in the study population ranged from 0.6 to 12 mg per day with a mean dose of 5.6 mg/day.

 

Exclusions: noncompliance, cirrhosis with Child-Pugh class II or III, CHF with NYHA Class >= 2

 

Parameters:

(1) age

(2) body mass index (BMI)

(3) height in centimeters, standardized (height minus mean height, which was 171.5

(4) exercise

(5) CYP2C9*2

(6) CYP2C9*3

(6) VKORC1 (1639)

(7) CYP4F2 (1347)

(8) therapy with angiotensin II receptor antagonist (losartan, candesartan)

(9) therapy with a beta-blocker (atenolol, bisaprolol, etc)

 

Parameter

Finding

Points

exercise

less

-0.73

 

other

0

CYP2C9*2

none

0

 

heterozygous

-1.12

 

homozygous

-2.09

CYP2C9*3

heterozygous

-1.51

 

other

0

VKORC1(1639)

AA homozygoous

-2.86

 

GA heterozygous

-1.44

 

GG homozygous

0

CYP4F2 (1347)

CC homozygous

-1.33

 

CT heterozygous

-1.24

 

TT heterozygous

0

angiotensin II receptor antagonist therapy

no

0

 

yes

-1.46

beta-blocker therapy

no

0

 

yes

-0.84

 

predicted warfarin maintenance dose in mg =

= 10.42 - (0.048 * (age in years)) + (0.041 * (BMI)) + (0.05 * ((height in cm) - 171.5)) + SUM(points for the remaining 7 parameters)

 

The final equation was adjusted by combining 10.42 and the adjustment for mean height (171.5) to generate 1.85:

 

10.42 - (0.05 * 171.5) = 1.85


 


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