R version 4.6.0 beta (2026-04-15 r89885 ucrt) -- "Because it was There"
Copyright (C) 2026 The R Foundation for Statistical Computing
Platform: x86_64-w64-mingw32/x64

R is free software and comes with ABSOLUTELY NO WARRANTY.
You are welcome to redistribute it under certain conditions.
Type 'license()' or 'licence()' for distribution details.

R is a collaborative project with many contributors.
Type 'contributors()' for more information and
'citation()' on how to cite R or R packages in publications.

Type 'demo()' for some demos, 'help()' for on-line help, or
'help.start()' for an HTML browser interface to help.
Type 'q()' to quit R.

> # This file is part of the standard setup for testthat.
> # It is recommended that you do not modify it.
> #
> # Where should you do additional test configuration?
> # Learn more about the roles of various files in:
> # * https://r-pkgs.org/testing-design.html#sec-tests-files-overview
> # * https://testthat.r-lib.org/articles/special-files.html
> 
> library(testthat)
> library(BSCB)
> 
> test_check("BSCB")
The critical constant lambda = 2.731768
Computing lambda via Monte Carlo sampling...
[1] Call of the function:
OptimalDesign::od_KL(Fx = design_matrix, N = n, crit = "D", K = 7, 
    L = 19, t.max = 5)
[1] Call of the function:
od_REX(Fx = Fx, crit = "D", track = FALSE)
[1] Running od_D_KL for cca 5 seconds starting at 2026-04-16 12:08:01.178461.
[1] The problem size is n=300000, m=3, N=20
[1] Setting K=7, L=19
[1] od_D_KL Time: 0.9 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 1 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 2 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 3 Value: 263.881604 Efficiency: 0.99741
[1] od_D_KL Time: 4 Value: 263.881604 Efficiency: 0.99741
[1] od_D_KL finished after 5.05 seconds at 2026-04-16 12:08:06.231774
[1] with 3 restarts and 95 exchanges.
[1] Call of the function:
OptimalDesign::od_KL(Fx = design_matrix, N = n, crit = "D", K = 7, 
    L = 19, t.max = 5)
[1] Call of the function:
od_REX(Fx = Fx, crit = "D", track = FALSE)
[1] Running od_D_KL for cca 5 seconds starting at 2026-04-16 12:08:07.374622.
[1] The problem size is n=300000, m=3, N=20
[1] Setting K=7, L=19
[1] od_D_KL Time: 0.7 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 1 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 2 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 3 Value: 263.881604 Efficiency: 0.99741
[1] od_D_KL Time: 4 Value: 263.881604 Efficiency: 0.99741
[1] od_D_KL finished after 5.01 seconds at 2026-04-16 12:08:12.39324
[1] with 3 restarts and 103 exchanges.
[1] Call of the function:
OptimalDesign::od_KL(Fx = design_matrix, N = n, crit = "D", K = 7, 
    L = 19, t.max = 5)
[1] Call of the function:
od_REX(Fx = Fx, crit = "D", track = FALSE)
[1] Running od_D_KL for cca 5 seconds starting at 2026-04-16 12:08:13.526022.
[1] The problem size is n=300000, m=3, N=20
[1] Setting K=7, L=19
[1] od_D_KL Time: 0.8 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 1 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 2 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 3 Value: 263.881604 Efficiency: 0.99741
[1] od_D_KL Time: 4 Value: 263.881604 Efficiency: 0.99741
[1] od_D_KL finished after 5.03 seconds at 2026-04-16 12:08:18.559018
[1] with 3 restarts and 105 exchanges.
[1] Call of the function:
OptimalDesign::od_KL(Fx = design_matrix, N = n, crit = "D", K = 7, 
    L = 19, t.max = 5)
[1] Call of the function:
od_REX(Fx = Fx, crit = "D", track = FALSE)
[1] Running od_D_KL for cca 5 seconds starting at 2026-04-16 12:08:19.641957.
[1] The problem size is n=300000, m=3, N=20
[1] Setting K=7, L=19
[1] od_D_KL Time: 0.7 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 1 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 2 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 3 Value: 263.881604 Efficiency: 0.99741
[1] od_D_KL Time: 4 Value: 263.881604 Efficiency: 0.99741
[1] od_D_KL finished after 5.03 seconds at 2026-04-16 12:08:24.676477
[1] with 3 restarts and 105 exchanges.
[1] Call of the function:
OptimalDesign::od_KL(Fx = design_matrix, N = n, crit = "D", K = 7, 
    L = 19, t.max = 5)
[1] Call of the function:
od_REX(Fx = Fx, crit = "D", track = FALSE)
[1] Running od_D_KL for cca 5 seconds starting at 2026-04-16 12:08:25.614508.
[1] The problem size is n=300000, m=3, N=20
[1] Setting K=7, L=19
[1] od_D_KL Time: 0.8 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 1.1 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 2 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 3 Value: 263.881604 Efficiency: 0.99741
[1] od_D_KL Time: 4 Value: 263.881604 Efficiency: 0.99741
[1] od_D_KL finished after 5.03 seconds at 2026-04-16 12:08:30.634335
[1] with 3 restarts and 92 exchanges.
[1] Call of the function:
OptimalDesign::od_KL(Fx = design_matrix, N = n, crit = "D", K = 7, 
    L = 19, t.max = 5)
[1] Call of the function:
od_REX(Fx = Fx, crit = "D", track = FALSE)
[1] Running od_D_KL for cca 5 seconds starting at 2026-04-16 12:08:31.587877.
[1] The problem size is n=300000, m=3, N=20
[1] Setting K=7, L=19
[1] od_D_KL Time: 0.8 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 1 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 2 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 3 Value: 263.881604 Efficiency: 0.99741
[1] od_D_KL Time: 4 Value: 263.881604 Efficiency: 0.99741
[1] od_D_KL finished after 5.03 seconds at 2026-04-16 12:08:36.631732
[1] with 3 restarts and 108 exchanges.
[1] Call of the function:
OptimalDesign::od_KL(Fx = design_matrix, N = n, crit = "D", K = 7, 
    L = 19, t.max = 5)
[1] Call of the function:
od_REX(Fx = Fx, crit = "D", track = FALSE)
[1] Running od_D_KL for cca 5 seconds starting at 2026-04-16 12:08:37.504123.
[1] The problem size is n=300000, m=3, N=20
[1] Setting K=7, L=19
[1] od_D_KL Time: 0.8 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 1 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 2 Value: 198.368169 Efficiency: 0.749785
[1] od_D_KL Time: 3 Value: 263.881604 Efficiency: 0.99741
[1] od_D_KL Time: 4 Value: 263.881604 Efficiency: 0.99741
[1] od_D_KL finished after 5.02 seconds at 2026-04-16 12:08:42.521533
[1] with 3 restarts and 99 exchanges.
[ FAIL 0 | WARN 0 | SKIP 17 | PASS 141 ]

══ Skipped tests (17) ══════════════════════════════════════════════════════════
• On CRAN (17): 'test_compute_bscb_conjugate.R:373:3',
  'test_compute_bscb_hmc.R:29:3', 'test_compute_bscb_hmc.R:52:3',
  'test_compute_bscb_hmc.R:74:3', 'test_compute_bscb_hmc.R:92:3',
  'test_compute_bscb_hmc.R:109:3', 'test_compute_bscb_hmc.R:127:3',
  'test_compute_bscb_hmc.R:145:3', 'test_compute_bscb_hmc.R:162:3',
  'test_compute_bscb_hmc.R:179:3', 'test_compute_bscb_hmc.R:197:3',
  'test_compute_bscb_hmc.R:214:3', 'test_compute_bscb_hmc.R:233:3',
  'test_compute_bscb_hmc.R:252:3', 'test_compute_bscb_hmc.R:304:3',
  'test_coverage_bscb.R:172:3', 'test_coverage_bscb.R:202:3'

[ FAIL 0 | WARN 0 | SKIP 17 | PASS 141 ]
> 
> proc.time()
   user  system elapsed 
 118.96   12.40  131.40