Last updated on 2026-06-14 02:53:01 CEST.
| Flavor | Version | Tinstall | Tcheck | Ttotal | Status | Flags |
|---|---|---|---|---|---|---|
| r-devel-linux-x86_64-debian-clang | 1.0.11 | 3.40 | 35.86 | 39.26 | OK | |
| r-devel-linux-x86_64-debian-gcc | 1.0.11 | 2.46 | 26.05 | 28.51 | OK | |
| r-devel-linux-x86_64-fedora-clang | 1.0.11 | 62.41 | OK | |||
| r-devel-linux-x86_64-fedora-gcc | 1.0.11 | 72.68 | OK | |||
| r-devel-windows-x86_64 | 1.0.11 | 6.00 | 72.00 | 78.00 | OK | |
| r-patched-linux-x86_64 | 1.0.11 | 2.61 | 34.13 | 36.74 | OK | |
| r-release-linux-x86_64 | 1.0.11 | 3.13 | 33.76 | 36.89 | WARN | |
| r-release-macos-arm64 | 1.0.11 | 1.00 | 19.00 | 20.00 | OK | |
| r-release-macos-x86_64 | 1.0.11 | 3.00 | 67.00 | 70.00 | OK | |
| r-release-windows-x86_64 | 1.0.11 | 4.00 | 72.00 | 76.00 | OK | |
| r-oldrel-macos-arm64 | 1.0.11 | OK | ||||
| r-oldrel-macos-x86_64 | 1.0.11 | 3.00 | 121.00 | 124.00 | OK | |
| r-oldrel-windows-x86_64 | 1.0.11 | 7.00 | 69.00 | 76.00 | OK |
Version: 1.0.11
Check: re-building of vignette outputs
Result: WARN
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(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(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(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(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(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(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(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}'
Error: processing vignette 'acceptance_sampling_manual.Rnw' failed with diagnostics:
Running 'texi2dvi' on 'acceptance_sampling_manual.tex' failed.
LaTeX errors:
! Undefined control sequence.
<argument> cite.\@citeb
\@extra@b@citeb
l.101 \begin{document}
! Emergency stop.
<argument> cite.\@citeb
\@extra@b@citeb
l.101 \begin{document}
! ==> Fatal error occurred, no output PDF file produced!
--- failed re-building ‘acceptance_sampling_manual.Rnw’
SUMMARY: processing the following file failed:
‘acceptance_sampling_manual.Rnw’
Error: Vignette re-building failed.
Execution halted
Flavor: r-release-linux-x86_64