Error(s) in re-building vignettes:
--- re-building 'acceptance_sampling_manual.Rnw' using Sweave
Warning in pt(x * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(x * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(x * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(x * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(x * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(x * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(x * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(x * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(x * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(x * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(x * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(x * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in pt(k * sqrt(n), df = n - 1, ncp = -qnorm(pd) * sqrt(n)) :
  full precision may not have been achieved in 'pnt{final}'
Warning in system(paste(shQuote(texi2dvi), if (quiet) "--quiet" else "",  :
  running command '"C:\PROGRA~1\MiKTeX\miktex\bin\x64\texify.exe" --quiet --pdf "acceptance_sampling_manual.tex" --max-iterations=20 -I "C:/r_packages/rinst/share/texmf/tex/latex" -I "C:/r_packages/rinst/share/texmf/bibtex/bst"' had status 1
Error: processing vignette 'acceptance_sampling_manual.Rnw' failed with diagnostics:
Failed to locate 'texi2pdf' output file 'acceptance_sampling_manual.pdf' for vignette with name 'acceptance_sampling_manual' and engine 'utils::Sweave'. The following files exist in working directory 'C:\r_packages\pkgcheck\CRAN\AcceptanceSampling\AcceptanceSampling.Rcheck\vign_test\AcceptanceSampling\vignettes': 'acceptance_sampling_manual.Rnw' (40768 bytes), 'acceptance_sampling_manual.log' (11373 bytes), 'acceptance_sampling_manual.tex' (43968 bytes), 'biblio.bib' (3329 bytes), 'class_structure_2c.pdf' (100422 bytes), 'class_structure_var.pdf' (47605 bytes), 'figure-003.pdf' (10788 bytes), 'figure-004.pdf' (8927 bytes), 'figure-005.pdf' (13119 bytes), 'figure-009.pdf' (10536 bytes), 'figure-010.pdf' (11930 bytes), 'figure-013.pdf' (5160 bytes)
--- failed re-building 'acceptance_sampling_manual.Rnw'

SUMMARY: processing the following file failed:
  'acceptance_sampling_manual.Rnw'

Error: Vignette re-building failed.
Execution halted