Table 5: Initial CD4 cell count and change over time by HIV-1 subtype
HIV-1 infection subtypeCD4 cell count, cells/μL
Initial* (95%CI)Change per year† (95%CI)
Mixed model for patients of African ancestry
B477 (447 to 507)–35 (–42 to –28)
A392 (353 to 430)–23 (–35 to –12)
AE348 (173 to 523)‡–146 (–386 to 95)‡
AG398 (361 to 435)–23 (–35 to –11)
C395 (366 to 425)–19 (–27 to –11)
G413 (361 to 465)–13 (–31 to 5)
Mixed model for patients of other ethnicities
B492 (469 to 516)–49 (–51 to –47)
A480 (441 to 519)–49 (–59 to –38)
AE484 (447 to 522)–50 (–60 to –40)
AG505 (462 to 548)–41 (–54 to –27)
C489 (454 to 524)–52 (–62 to –43)
G468 (406 to 530)–60 (–82 to –38)

Note: Separate mixed models were fit to the original CD4 cell counts for patients of African ancestry and other ethnicities, with a random intercept and random slope for each patient. CI = confidence interval.
*Covariate adjustment implies a reference patient treated in a Canadian cohort who is male, 35 years old, not infected through injection drug use and with an initial HIV RNA measurement of 4 log 10 copies.
†For example, these estimates imply that a reference patient of African ancestry with viral subtype C and a CD4 cell count of 395 cells/μL would take, on average, 2.4 yr to reach a CD4 cell count below 350 cells/μL ((395 – 350)/19), whereas a reference patient of another ethnicity with viral subtype B and a CD4 cell count of 492 cells/μL would take, on average, 2.9 yr to reach this threshold ((492 – 350)/49). Applying the mixed models for square root CD4 cell count to the first of these two patients, it would take 1.2 yr for the first patient to reach a threshold of 350 cells/μL, whereas the second patient would take 2.5 yr. However, the first patient would take 9.3 yr to reach a threshold of 200 cells/μL, whereas the second patient would take 6.2 yr.
‡Few patients of African ancestry had viral subtype AE, therefore, these point estimates are unreliable.