Exact Boundary Crossing Probability, version 1.3 (c) Bahjat Qaqish, 2003 The distribution of all possible outcomes (events/subjects): Events Subjects Boundary Probability 4 4 upper 0.0081 5 6 upper 0.006804 6 8 upper 0.00500094 7 10 upper 0.0036006768 8 12 upper 0.002599238565 9 14 upper 0.00189224567532 10 16 upper 0.00139080057136 10 17 upper 0.00343907050373 11 19 upper 0.00185064981482 12 21 upper 0.0012475740806 13 23 upper 0.000887644218882 13 24 upper 0.00216127662938 14 26 upper 0.00115127049419 15 28 upper 0.000774024691087 15 29 upper 0.00183663678101 16 31 upper 0.000958663623134 16 32 upper 0.00212659085393 17 34 upper 0.0010581806002 18 36 upper 0.000687551067943 18 37 upper 0.0015972445387 19 39 upper 0.000816950695521 0 40 right 6.36680576091e-007 1 40 right 1.09145241616e-005 2 40 right 9.12142376359e-005 3 40 right 0.000495163004309 4 40 right 0.00196294614521 5 40 right 0.0060567890287 6 40 right 0.0151398159029 7 40 right 0.0315052359507 8 40 right 0.0556600655363 9 40 right 0.0847119046147 10 40 right 0.112305500615 11 40 right 0.13079104787 12 40 right 0.134643797141 13 40 right 0.123034842011 14 40 right 0.0999661901962 15 40 right 0.0720714602939 16 40 right 0.0455670415637 17 40 right 0.0244372295552 18 40 right 0.00977704677852 19 40 right 0.00178993313927 P(event) = 0.3 Maximum sample size = 40 P(Hitting the lower boundary) = 0 P(Hitting the upper boundary) = 0.0499812 P(Hitting the right boundary) = 0.950019 E[#events/#subjects] = 0.314203 S[#events/#subjects] = 0.116483 E[#events] = 11.6329 S[#events] = 2.87855 E[#subjects] = 38.7764 S[#subjects] = 5.83767 E[] denotes the mean, S[] denotes the standard deviation Program: cp3 CPU time: 2475.54 seconds Real time: 2475 seconds Date and time: Mon Jun 06 19:35:50 2005