87c5bf428d91283583ae17304b36c052 *DESCRIPTION
3829118df010af88925646b442ab0653 *NAMESPACE
7b9e2d14c07f2619a6ef064004354d64 *R/Analyze.Binomial.R
de6dd0a0512efbfece347015d8446f73 *R/Analyze.CondPoisson.R
1334052341811f71b43f07edb9de1b95 *R/Analyze.Poisson.R
0a6b9efb9ef0e86b249be6cf123f1639 *R/Analyze.wBinomial.R
3d6eb48826cb7d3fd418a2d5a697ffec *R/AnalyzeSetUp.Binomial.R
70bea71db67d6daffa09909abee90d46 *R/AnalyzeSetUp.CondPoisson.R
7646f2bc479553f525120e96ce9787e3 *R/AnalyzeSetUp.Poisson.R
a92066ca06a0a76f80276fb8812b0cce *R/AnalyzeSetUp.wBinomial.R
d1c8a0b059cb5347e102bb059715ba45 *R/CV.Binomial.R
a0197cffca1fe67cc84314cfb8e58cf3 *R/CV.CondPoisson.R
bef9035b6c8f5091c610e386761d07ac *R/CV.G.Binomial.R
c85bf73abd0c18967febed5f70daf22c *R/CV.G.Poisson.R
e31b3b050547ed6ff70b2e67f701df7b *R/CV.Poisson.R
ee2334cb5414c31c05976b484ebf3c06 *R/Optimal.Binomial.R
1cf24ad657f9ae9953cd11a693ad4b1f *R/Performance.Binomial.R
6673af704eda01a6390868b8f550293b *R/Performance.CondPoisson.R
34e51fe8e7b73aa2dbf5f202ce11721a *R/Performance.G.Binomial.R
32cb899b138b1cbc8ae9c737d101e644 *R/Performance.G.Poisson.R
c69f51877bf22348a31a45fb47618838 *R/Performance.Poisson.R
71c10cb1b2db4c6a1b1885ca41493dc3 *R/SampleSize.Binomial.R
b1c4114dbd95a8bd8df98237d447fd5f *R/SampleSize.CondPoisson.R
8f786a100ad870ca62c3f72a8cc41a23 *R/SampleSize.Poisson.R
5b7b58d079f5622ad04d04b11bf4bf95 *man/Analyze.Binomial.Rd
0f446196d941455c3f888e4645422b67 *man/Analyze.CondPoisson.Rd
b054b956920ef4445ca67651b0b842f4 *man/Analyze.Poisson.Rd
84399bf91caa2b64af40ee0ed61f0218 *man/Analyze.wBinomial.Rd
267df6307524788f0ea3079e63e4f51a *man/AnalyzeSetUp.Binomial.Rd
2b9d71928c8904919ce0bc23333d9826 *man/AnalyzeSetUp.CondPoisson.Rd
1939f1676b4ac6bc772dcb5afb46a932 *man/AnalyzeSetUp.Poisson.Rd
8006e9278aa0025b04d9ab94d5dc5f4f *man/AnalyzeSetUp.wBinomial.Rd
0775ef1d21063c34e9d6190352c83890 *man/CV.Binomial.Rd
bd556c955ca09a8b083a5a931ccaf6da *man/CV.CondPoisson.Rd
98823fbd19baa8c47c9831ccd621f337 *man/CV.G.Binomial.Rd
171d28f592ed1c302808b5a31e726b2f *man/CV.G.Poisson.Rd
3a319afe9a1997c36caf40f4a9f8a1ce *man/CV.Poisson.Rd
28ea2b3eeed859f29958554269aa0ac0 *man/Optimal.Binomial.Rd
a3e5c27aae806174f3fe73d70263c735 *man/Performance.Binomial.Rd
dff6e94f0c23f7cff5e97f1bbf6179ff *man/Performance.CondPoisson.Rd
20969db4344bb5d01d5ada73defa4854 *man/Performance.G.Binomial.Rd
f81fed0106f0bdd7fdfe28fa9cb071f4 *man/Performance.G.Poisson.Rd
877b661a03c502473d97a8320504225c *man/Performance.Poisson.Rd
8dafe584a182a245b00fe3c8532e6024 *man/SampleSize.Binomial.Rd
79317eccb58f200e56d49803905fc34e *man/SampleSize.CondPoisson.Rd
9686f09ca85abcf86cac2d23d222a649 *man/SampleSize.Poisson.Rd
4b1e422fb4bc6a29743bc04c07943e7e *man/Sequential-package.Rd
