41864f0d1c077ef9a22389fe127fdf5f *DESCRIPTION
aa576ffe7229b7026dd1f1d8a24688e0 *NAMESPACE
7b9e2d14c07f2619a6ef064004354d64 *R/Analyze.Binomial.R
de6dd0a0512efbfece347015d8446f73 *R/Analyze.CondPoisson.R
f4a7548689ea94157646ea7d1c9c81a9 *R/Analyze.Poisson.R
42ae221d4ab98200e9c119a8685e578b *R/Analyze.wBinomial.R
d98f542866c7ed325fd55d29d01c8e86 *R/AnalyzeSetUp.Binomial.R
b844820eb2cdd62783b3ba9c5a1fdd6f *R/AnalyzeSetUp.CondPoisson.R
176d4b43e1df54fcbefa57d180e87562 *R/AnalyzeSetUp.Poisson.R
d5e0384991952741c8ce6821e7f64432 *R/AnalyzeSetUp.wBinomial.R
7dddb32bbd794887bb18c1485d075c34 *R/CV.Binomial.R
8b54b65c5213ce4287fc57581fc50aa1 *R/CV.CondPoisson.R
74b99cd60a226d7cb97cf1f21a5ba4ef *R/CV.Poisson.R
53d1e264ceeff2ceda56da3619eeeea2 *R/Optimal.Binomial.R
57b6f7c127a9e1d460c7bf18f54b26fa *R/Performance.AlphaSpend.Binomial.R
5a3aa50feceb8cf668590ad8773b551c *R/Performance.AlphaSpend.CondPoisson.R
295935b2edf4e0d7e31f78ff4efca93b *R/Performance.AlphaSpend.Poisson.R
3ce9e22177943bef02fad45252f02cd7 *R/Performance.Binomial.R
69298d3eb56eb43d66bbaef52a7a4ba4 *R/Performance.CondPoisson.R
8ce11028f5d3ee16c348b4af53f25882 *R/Performance.Poisson.R
b77dcd45cdfafaffa7186c38ae24976f *R/Performance.Threshold.Binomial.R
9df9ca08e9861a4f4129f22da9e7087a *R/Performance.Threshold.CondPoisson.R
98913ec60397865da93ab8d3b719be27 *R/Performance.Threshold.Poisson.R
653367a8a78bc261b49a0a287e569903 *R/SampleSize.Binomial.R
4bda31a97a1867179e4f23f2ab5649f4 *R/SampleSize.CondPoisson.R
2cace83f22a96f2a5231c4cdf6633f42 *R/SampleSize.Poisson.R
335b7fa81e73e1c6da3bfccba10ccb79 *man/Analyze.Binomial.Rd
2466b89996be931af8b32d686c15b7cf *man/Analyze.CondPoisson.Rd
c06590a212f5afc8e726b23fbdd9d2d5 *man/Analyze.Poisson.Rd
39f4e38a840560efa5c8e7a6c794a0cd *man/Analyze.wBinomial.Rd
6a989df8acc331101c68e6e8373f3c9d *man/AnalyzeSetUp.Binomial.Rd
e11c3b815de0898ec330474fc17e91c4 *man/AnalyzeSetUp.CondPoisson.Rd
7d8826b1c05294bdd26d8c750a1a8012 *man/AnalyzeSetUp.Poisson.Rd
1d6620337ec8586c19a14cc93421b876 *man/AnalyzeSetUp.wBinomial.Rd
5e4e7ba7e1774c1789947b29e139dc2f *man/CV.Binomial.Rd
e16cc229098370f5539ab33a7e80dba1 *man/CV.CondPoisson.Rd
0c74c0bd2fb1e75ed2d82392a1f114a0 *man/CV.Poisson.Rd
d3a71a8943604f2ac2ee7b7575ca3849 *man/Optimal.Binomial.Rd
f9e887f415660aef93dc63eafa4089ff *man/Performance.AlphaSpend.Binomial.Rd
0ba07740ef4108dcecb0a52fdaeed400 *man/Performance.AlphaSpend.CondPoisson.Rd
05052fedad58c5f5eefa7aa2bc02461e *man/Performance.AlphaSpend.Poisson.Rd
6e36c4b5cbcbc1e99f6f6d3bef310a9e *man/Performance.Binomial.Rd
69fd998ab7f37c039ca4d9e5b039c409 *man/Performance.CondPoisson.Rd
4cd08bc5f4771099b2bec4d1f69a1513 *man/Performance.Poisson.Rd
f5cd188a0d60af1cd94b364a36dd21f9 *man/Performance.Threshold.Binomial.Rd
89bab8b1e510c0662cc800a3967fad6e *man/Performance.Threshold.CondPoisson.Rd
09c70d4faa55b5a8caa9413cfb73d0b1 *man/Performance.Threshold.Poisson.Rd
d9c5580b6aa541962476a16974da84ab *man/SampleSize.Binomial.Rd
d0f9834cc7ad04d851b4417dd03d758a *man/SampleSize.CondPoisson.Rd
b958e69b9770a9d480d36705d8c3a269 *man/SampleSize.Poisson.Rd
31927fa956278176931505487dd760e7 *man/Sequential-package.Rd
