| Literature DB >> 34548284 |
John M Lachin1, David M Nathan.
Abstract
The Diabetes Control and Complications Trial (DCCT, 1983-1993) showed that intensive therapy (mean HbA1c 7.2%) compared with conventional therapy (mean HbA1c 9.0%) markedly reduced the risks of retinopathy, nephropathy, and neuropathy, and these reductions in complications were entirely attributable, statistically, to the difference in mean HbA1c levels. The DCCT cohort has been followed in the Epidemiology of Diabetes Interventions and Complications (EDIC) study (1994 to date). Early in EDIC, mean HbA1c levels in the former intensively and conventionally treated groups converged. Nevertheless, the beneficial effects of DCCT intensive versus conventional therapy on microvascular complications not only persisted but increased during EDIC. The differences in complications during EDIC were wholly explained, statistically, by differences between groups in HbA1c levels during DCCT. These observations give rise to the concept of metabolic memory. Subsequent similar findings from the UKPDS gave rise to a similar concept, which they called the legacy effect. In this report, we present the evidence to support metabolic memory as both a biological and epidemiological phenomenon and discuss potential underlying mechanisms. We also compare metabolic memory and the legacy effect and conclude that the two are likely biologically similar, with comparable effects on long-term outcomes. The long-term influence of metabolic memory on the risk of micro- and macrovascular complications supports the implementation of intensive therapy, with the goal of maintaining near-normal levels of glycemia, as early and as long as safely possible in order to limit the risk of complications.Entities:
Year: 2021 PMID: 34548284 PMCID: PMC8929187 DOI: 10.2337/dc20-3097
Source DB: PubMed Journal: Diabetes Care ISSN: 0149-5992 Impact factor: 17.152
Figure 1The mean ± SE HbA1c over the average of 6.5 years of follow-up in the DCCT (9.5 years maximum) and up to 26 years of follow-up in EDIC for subjects in the DCCT originally assigned to intensive and conventional treatment groups. Adapted with permission from the American Diabetes Association (25).
Adjusted risk reduction with intensive versus conventional treatment in DCCT combined primary and secondary cohorts and % of the group test value explained by the log of the current mean HbA1c
| Complication | Risk reduction, % (95% CI) | % explained by HbA1c | |
|---|---|---|---|
| Retinopathy[ | |||
| Single 3+ step progression | 57 (48, 65) | <0.0001 | 95.8 |
| Sustained 3+ step progression | 73 (65, 80) | <0.0001 | 96.2 |
| SNPDR | 64 (42, 77) | <0.0001 | 99.9 |
| Any laser | 61 (34, 77) | 0.0003 | 99.5 |
| CSME | 29 (−5, 52) | 0.084 | 99.9 |
| Nephropathy[ | |||
| Microalbuminuria[ | 40 (23, 53) | <0.0001 | 99.2 |
| Albuminuria | 59 (28, 77) | 0.0016 | 96.7 |
| Neuropathy at 5 years[ | 68 (50, 80) | <0.0001 | 91.8 |
CSME, clinically significant macular edema; SNPDR, severe nonproliferative diabetic retinopathy.
From a relative risk (hazards) estimate in a proportional hazards model adjusted for the ETDRS level of retinopathy at baseline and the pre-DCCT glycemic exposure represented by the preexisting duration of diabetes separately for the primary and secondary cohorts and the level of log(HbA1c) on eligibility screening.
From a Cox proportional hazards model adjusted for primary vs. secondary cohort on entry, the log(AER) on entry, and the pre-DCCT glycemic exposure. Microalbuminuria, AER >40 mg/24 h; albuminuria, AER >300 mg/24 h.
Subjects with microalbuminuria on entry deleted from analysis.
From an odds ratio in a logistic regression model, adjusted for primary vs. secondary cohort and the pre-DCCT glycemic exposure represented by the preexisting duration of diabetes separately for the primary and secondary cohorts and the level of log(HbA1c) on eligibility screening.
Figure 2Cumulative incidence of further progression of retinopathy by at least 3 steps from the level at the end of the DCCT during the subsequent 8 years of follow-up during EDIC. Subjects experiencing laser therapy during the DCCT were excluded from analysis. Cumulative incidence of new albuminuria (AER >300 mg/24 h) during 8 years of follow-up during EDIC. Subjects developing albuminuria during the DCCT were excluded from analysis. Reprinted with permission from the Journal of the American Medical Association (9).
Adjusted odds reduction of complications at EDIC years 4 and 8 in the former DCCT intensive versus conventional treatment groups in the DCCT combined primary and secondary cohorts and % of group test value explained by the log of the current mean HbA1c†
| Complication[ | Odds reduction, % (95% CI) | % explained by DCCT HbA1c[ | |
|---|---|---|---|
| Retinopathy at 4 years[ | |||
| Further 3+ step progression | 72 (59, 81) | <0.001 | 97.7 |
| New SNPDR[ | 76 (52, 88) | <0.001 | 98.8 |
| New laser | 77 (45, 91) | 0.002 | 94.3 |
| New CSME[ | 77 (52, 89) | <0.001 | 98.0 |
| Nephropathy at 8 years[ | 84 (67, 92) | 0.0016 | 98.8 |
P value: the likelihood ratio χ2 test statistic value. CSME, clinically significant macular edema; SNPDR, severe nonproliferative diabetic retinopathy.
From 6,8,11,12.
Logistic regression model adjusted for primary vs. secondary cohort and diabetes duration on DCCT entry, separately for each, and the level of HbA1c on eligibility screening.
Adjusted for the ETDRS level of retinopathy at the close of the DCCT. Subjects with prior laser therapy were excluded.
Subjects with a history of this level of retinopathy during the DCCT were excluded.
Also adjusted for the log(AER) at the close of the DCCT. Subjects with each level of nephropathy during the DCCT were excluded from analysis. For these renal outcomes during EDIC, events were defined from assessments at year 1 or 2 of EDIC and at years 3–4, 5–6, and 7–8, as the measurements were performed in one-half of the cohort every year.
The percentage of an effect (e.g., DCCT treatment group) mediated (explained) by another factor (e.g., DCCT mean HbA1c) is computed as the percentage reduction in the magnitude of the effect test statistic from a regression model without and then with adjustment for the other factor.
The % reduction in the hazard rate (95% CI) and P value for the assessment of the difference between the original DCCT intensive versus conventional treatment groups for complications during EDIC follow-up‡
| Outcome (reference) | Over 26 years of EDIC follow-up | EDIC years 1–10 | EDIC years 11–26 | Approximate year of equivalence |
|---|---|---|---|---|
| 3+ step progression ( | 44 (35, 53), | 52 (42, 60), | 18 (−10, 39), | 11 |
| PDR ( | 40 (23, 52), | 55 (36, 69), | 19 (−13, 42), | 17 |
| Ocular surgery ( | 40 (25, 51), | 59 (29, 77) | 35 (19, 49), | 23 |
| Microalbuminuria ( | 29 (9, 45), | 54 (35, 67), | −16 (−70, 21), | 9 |
| Macroalbuminuria ( | 47 (26, 63), | 73 (52, 84), | 7 (−52, 42), | 10 |
| Any CVD ( | 12 (−12, 32), | 41 (5, 64), | −2 (−37, 24), | 12 |
| MACE ( | 15 (−20, 40), | 41 (11, 81), | −6 (−56, 29), | 11 |
Complications with up to 26 years’ EDIC follow-up: 3+ step further progression of retinopathy, proliferative diabetic retinopathy (PDR), ocular surgery, microalbuminuria (sustained AER >30 mg/24 h), macroalbuminuria (AER >300 mg/24 h), any CVD event, and MACE. Also shown is the approximate time in EDIC at which the incidence rate equated (i.e., waned) by visual inspection. Any CVD defined as MACE or confirmed angina or revascularization (angioplasty, stent, or bypass) or “silent” myocardial infarction based on a centrally read electrocardiogram. All CVD events were adjudicated by a committee masked to treatment assignment and HbA1c values. Weibull regression models for interval-censored data were used for analyses of 3+ step progression and proliferative diabetic retinopathy and Cox proportional hazards models for other outcomes. For each outcome, separate models assessed associations over all 26 years, just the first 10 years of follow-up, and years 11–26.
For each outcome the references cited presented the most recent assessments of metabolic memory at the time of those analyses. All analyses have been updated here to include outcomes through year 26 of EDIC.
For these outcomes, the prior published article did not present separate analyses within the first and second EDIC periods.
Figure 3The smoothed estimate of the day-to-day incidence (hazard) rate of sustained 3+ step progression of retinopathy within the former intensive vs. conventional treatment groups over 26 years of EDIC follow-up (left), which represents biological metabolic memory, and the cumulative incidence of 3+ step progression (right), representing epidemiological metabolic memory or the legacy effect. The cumulative incidence functions were computed using the Turnbull estimate for interval-censored data, smoothed using natural cubic splines, and differentiated to yield the smooth hazards estimate.