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Finerenone in patients with diabetic kidney disease

Finerenone (Fn), is a non-steroidal selective mineralocorticoid receptor antagonist (MRA), that induces less hyper-k+but may possess other beneficial

 

Finerenone in patients with diabetic kidney disease (Nov. 2020)

finerenone fda approval finerenone brand name finerenone mechanism of action finerenone vs spironolactone finerenone adverse effects finerenone blood pressure finerenone diabetic kidney disease finerenone dosage finerenone diabetes

Finerenone (Fn), is a non-steroidal selective mineralocorticoid receptor antagonist (MRA), that induces less hyper-k+ as compared to the steroidal MRAs (e.g., spironolactone) but may possess other beneficial effects of aborting the mineralocorticoid receptor, e.g. anti-inflammatory & antifibrotic effects. In the Fn in FIDELIO-DKD trial, in which almost 6000 ptns with type 2 DM & either severely or moderately increased albuminuria + retinopathy were randomly assigned to Fn or placebo, those receiving Fn had a 👉 slower decline in eGRF & non-significantly lower rates of ESRD & ALL-cause MR. However, the additive benefit of Fn in ptns with diabetic renal disease and receiving both an angiotensin inhibitor + sodium-glucose co-transporter 2 (SGLT2i) inhibitor has not been assessed, so, the role of Fn in the management of diabetic kidney disease still uncertain.

 

Bakris GL, Agarwal R, Anker SD, et al. Effect of Finerenone on Chronic Kidney Disease Outcomes in Type 2 Diabetes. N Engl J Med 2020; 383:2219.

 

Treatment of diabetic kidney disease(DKD).

 

Abbreviations:

o    Fn: Finerenone,

o    DKD: Diabetic kidney disease

o    ACEi: Angiotensin converting enzyme inhibitor

o    ARBs: Angiotensin receptor antagonists

o    CVS: Cardiovascular system

o    RAS: Renin angiotensin system

o    MRA: mineralocorticoid receptor antagonist,

o    DPP-4i: Dipeptidyl peptidase inhibitors.

o    SGLT2i: sodium-glucose co-transporter 2 inhibitor.

o    GLP-1RA: Glucagon-like peptide 1 receptor agonists,

o    DAPA-CKD: Dapagliflozin and Prevention of Adverse Outcomes in Chronic Kidney Disease trial,

o    CREDENCE: Canagliflozin and Renal Events in Diabetes with Established Nephropathy Clinical Evaluation trial

o    FIDELIO-DKD: Reducing Kidney Failure & Disease Progression in Diabetic Kidney Disease trial,

o    EMPA-REG OUTCOME: Empagliflozin CVS Outcome Event Trial in Type 2 DM Ptns trial,

o    CANVAS: Canagliflozin CVS Assessment Study program,

o    DECLARE-TIMI 58: Dapagliflozin Effect on CVS Events-Thrombolysis in MI 58 trial,

o    EMPEROR: Reduced: Empagliflozin Outcome Trial in ptns with Chronic HF and Reduced Ejection Fraction trial

Type2DM +CKD: SGLT2i: added to the general measures + ACEi/ARB in albuminuric ptns, Na+-glucose co-transporter 2 inhibitors (SGLT2i) has been suggested:

o   SGLT2i: addition to type 2 DM & DKD ptns therapy with SGLT2i. SGLT2i therapy should be generally avoided among ptns with eGFR <25-30 mL/min/1.73 m2 despite they can be given safely with eGFR < 25 mL/min/1.73 m2. These agents should be used cautiously with previous LL amputation or possibility of amputation (e.g., LL ulcer & PVD). If canagliflozin (Invokana) is given, target dose is 100 mg once/d. Initial dose of other SGLT2i (e.g., 10 mg once/d of dapagliflozin (Forxiga) or empagliflozin 10 mg once/d.) are accepted therapy for DKD in type 2 DM.

o   SGLT2i can impede important renal endpoints e.g., ESKD. Despite the risk decline of RF is the same with/without highly elevated albuminuria (urinary albumin ≥300 mg/d), absolute risk decline is higher with severely elevated albuminuria. So, current recommendations are stronger for SGLT2i use with severely elevated albuminuria than normo-albuminuric ptns or moderately elevated albuminuria.  

 

2 agents have been shown to improve outcome in type 2 DM + kidney disease:

1)    GLP-1RA: SGLT2i have a weak glucose-lowering effect, especially with lowered eGFR, so, ptns with uncontrolled HBA1c may need additional anti-diabetic agents. Apart from SGLT2i, glucose-lowering agents with the strongest evidence of benefit on CVS & renal outcome with pre-existing CVS or renal disease are the 👉 GLP-1RA. Thus, with type 2 DM+DKD and no glycaemic control despite initial (metformin) & an SGLT2i, a GLP-1RA may provide better glycaemic control with additional benefits.

2)    MRAs: 👉Fn, a non-steroidal selective MRA, decrease the progression of renal dysfunction & CVS events in type 2 DM+DKD, while not affecting BP & slightly elevated K+. Fn has been tested in ptns with maximal toleration of ACEi/ARBs but has not been studied in ptns taking SGLT2i + maximally tolerated doses of ACEi/ARBs.

 

SGLT2i can block glucose reabsorption in proximal tubule via SGLT2 that lowers renal glucose threshold and > evident glycosuria. Glycosuria relies mainly on renal function, so, level of glycosuria & decline of blood glucose is diminished with renal dysfunction.

 

SGLT2i have more impacts on the kidney, & considering their weak glucose-lowering impact, these beneficial effects are probably independent of glycemic control. By blocking co-transporter, they decrease Na+ reabsorption, that’s usually augmented in diabetics given the magnitude of tubular glucose load. Natriuresis limits the intra-vascular volume & BP, however, Na+ delivery to the macula densa will increase. Increasing Na+ delivery to macula densa normalizing tubulo-glomerular feedback & so reducing intraglomerular tension (i.e., reducing GFR) via constricting the abnormally dilated afferent arteriole. This decline in GFR may slow the rate of renal disease progression. A variety of mechanisms can explain the beneficial impacts of SGLT2i on renal disease deterioration, an effect that can be observed in ptns with DKD on ACEi/ ARBs, in addition to ameliorating CVS events. In DKD ptns + higher albuminuria, the best data can be derived from 2 large studies:

 

1)    CREDENCE trial has compared canagliflozin (Invokana) (100 mg/once/d.) with placebo in 4401 diabetics with eGFR: 30-89 mL/min/1.73 m2 & urine ACR >300 mg/g despite therapy ACEi/ARB. After 2.6 ys, canagliflozin decreased the incidence of ESRD, doubled SCr, hospital admission for HF, CVS mortality, and all-cause MR.

2)    In A similar (DAPA-CKD) trial, 4304 individuals with eGFR 25-75 mL/min/1.73 m2 & urine ACR 200-5000 mg/g were randomly given to dapagliflozin (Forxiga 10 mg/ d.) or placebo. About 2/3rds of the conducted ptns with type 2 DM; 98 % were on ACEi or ARB. At 2.4 ys, dapagliflozin decreased all-cause MR, as well as incidence of ESKD, and limited the risk by 50 % or more decline in eGFR. Benefits dapagliflozin was similar in DKD and in other causes of kidney disease, supporting that these benefits are independent of glycemic control.

 

Many trials of SGLT2i in type 2 DM involving ptns having mostly non-albuminuric DKD, including EMPA-REG OUTCOME, CANVAS program, DECLARE-TIMI 58 & EMPEROR-Reduced trial. Meta-analysis: 38,723 ptns in CREDENCE trial + 3 more studies, SGLT2i 👉 decreased the risk of developing ESKD, lost renal function (= doubled SCr or 40 % or more decline in eGFR), or death due to renal disease, regardless the baseline albumin excretion or use of RASi. Relative risk diminution induced by SGLT2i was similar with urine ACRs of <30 mg/g, 30-299 mg/g, & ≥300 mg/g. However, event rating was higher with ACR 300 mg/g as compared with ACR of 30-299 or <30 mg/g. So, despite the same relative risk reduction, absolute advantages were higher among ptns with higher albuminuria. SGLT2i also can reduce the rate of CVS events with established atherosclerotic CVS disease in EMPA-REG OUTCOME, CANVAS, & DECLARE-TIMI 58, regardless the presence of DKD. These agents may also reduce HF hospitalization & death in ptns having {HF + reduced EF}. 

 

SGLT2i may increase genital infection risk by 2-4 folds; including vulvovaginal candid-iasis observed in 10-15 % of ladies receiving these agents. SGLT2i are also rarely show Fournier's gangrene. Moreover, SGLT2i can induce "euglycemic" diabetic ketoacidosis in type 1 DM (rare in type 2) and may be complicated with an increased risk of lower limbs amputation. So, ptns with PH of or risk factors for genital infection or LL amputation should NOT receive SGLT2i. In DKD with lowered risk for renal disease progression, and with no settled atherosclerotic CVS disease or HF, benefits/harms with SGLT2i should be optimized. 

 

Contraindications & precautions:  DO 👆NOT use SGLT2i with the following:

1)    DM type 1.

2)    Previous diabetic ketoacidosis (DKA.

3)    DM Type 2 with eGFR <60 mL/min/1.73 m2 (ertugliflozin) or <45 mL/min/1.73 m2 (dapagliflozin, empagliflozin), or <30 mL/min/1.73 m2 (canagliflozin),

SGLT2i hv less glycemic benefit with more severe renal disease, and all SGLT2i should be stopped with eGFR <30 mL/min/1.73 m2. However, SGLT2i have documented renal benefits with eGFR 30 mL/min/1.73m2. Avoid SGLT2i with the following (higher risk):

1)    Low BMD & higher risk fracture & falling. 

2)    Frequent bacterial UTI or genitourinary yeast infection. 

3)    Foot ulcers (e.g., neuropathy, deformed foot, PVD, previous foot ulcers). 

4)     Predisposing factors to DKA (ketosis-prone DM type 2, pancreatic deficiency, drug/alcohol abuse)

 

GLP-1RA liraglutide (Victoza) decreased incidence of composite renal endpoints (= newly observed albuminuria >300 mg/d, doubled SCr, ESRD & related deaths) shown in a large trial with DM type 2. However, this effect was mainly related to diminished new-onset albuminuria. Similar results, showed by the GLP-1RA dulaglutide (Trulicity) with slowing of eGFR decline + prevention of worsen albuminuria in trials of type 2 DM with /without CKD. So, if adding of anti-diabetic is warranted in DKD despite initial glucose-adjustment & an SGLT2i, then a GLP-1RA member is preferred. Moreover, GLP-1RA can also limit the rates of CVS events. By inhibiting DPP4, DPP-4i prohibit deactivation of bioactive peptides, including GLP-1 with modest rise in GLP-1. However, unlike GLP-1RA, DPP-4i cannot prevent evolution/progression of renal disease in DM, nor having any CVS benefit.  

 

The activated mineralocorticoid receptor may lead > CVS & renal disease, primarily via triggering the inflammatory/fibrotic cascade. Steroidal MRAs, e.g., spironolactone, decreases albuminuria in DKD but can induce hyper-k+ with lowered eGFR, especially with ACEi/ARBs use. However, the non-steroidal MRA Fn can also decrease albuminuria with smaller impact on K+. Fn impact on renal disease progression has been tested in the Fn in FIDELIO-DKD trial, 5734 ptns with type 2 DM & either highly or moderately raised albuminuria + retinopathy were randomly given Fn (10-20 mg once/d) or placebo. All ptns received maximal tolerated basal dose of an ACEi/ARB. At 2.6 ys, Fn succussed to lower the incidence of 40 % or more decline in eGFR & non-significant reduction in the rates of all-cause MR & ESKD that includes eGFR <15 mL/min/1.73 m2 the need for maintenance DX. Hyper-k+ was unnoticeable but seen more frequently with Fn.

 

Abbreviations:

o    Fn: Finerenone,

o    ACR: Albumin creatinine ratio.

o    DKD: Diabetic kidney disease.

o    ACEi: Angiotensin converting enzyme inhibitor

o    ARBs: Angiotensin receptor antagonists

o    CVS: Cardiovascular system

o    RAS(i): Renin angiotensin system (inhibitors).

o    MRA: mineralocorticoid receptor antagonist,

o    DPP-4i: Dipeptidyl peptidase inhibitors.

o    SGLT2i: sodium-glucose co-transporter 2 inhibitor.

o    GLP-1RA: Glucagon-like peptide 1 receptor agonists,

o    DAPA-CKD: Dapagliflozin and Prevention of Adverse Outcomes in Chronic Kidney Disease trial,

o    CREDENCE: Canagliflozin and Renal Events in Diabetes with Established Nephropathy Clinical Evaluation trial

o    FIDELIO-DKD: Reducing Kidney Failure & Disease Progression in Diabetic Kidney Disease trial,

o    EMPA-REG OUTCOME: Empagliflozin CVS Outcome Event Trial in Type 2 DM Ptns trial,

o    CANVAS: Canagliflozin CVS Assessment Study program,

o    DECLARE-TIMI 58: Dapagliflozin Effect on CVS Events-Thrombolysis in MI 58 trial,

o    EMPEROR: Reduced: Empagliflozin Outcome Trial in ptns with Chronic HF and Reduced Ejection Fraction trial

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fedo: Finerenone in patients with diabetic kidney disease
Finerenone in patients with diabetic kidney disease
Finerenone (Fn), is a non-steroidal selective mineralocorticoid receptor antagonist (MRA), that induces less hyper-k+but may possess other beneficial
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
fedo
https://www.fedokidney.com/2020/12/finerenone-in-patients-with-diabetic.html
https://www.fedokidney.com/
https://www.fedokidney.com/
https://www.fedokidney.com/2020/12/finerenone-in-patients-with-diabetic.html
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