| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 3.998 | | | 2-Sided | 95 | 2.659 | 6.009 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 1.222 | | | 2-Sided | 95 | 0.813 | 1.838 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 0.661 | | | 2-Sided | 95 | 0.440 | 0.994 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 2.178 | | | 2-Sided | 95 | 1.449 | 3.276 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 1.017 | | | 2-Sided | 95 | 0.676 | 1.528 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 0.673 | | | 2-Sided | 95 | 0.448 | 1.012 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 1.742 | | | 2-Sided | 95 | 1.156 | 2.626 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 0.306 | | | 2-Sided | 95 | 0.204 | 0.458 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 0.165 | | | 2-Sided | 95 | 0.110 | 0.248 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 0.545 | | | 2-Sided | 95 | 0.363 | 0.818 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 0.254 | | | 2-Sided | 95 | 0.170 | 0.381 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 0.168 | | | 2-Sided | 95 | 0.112 | 0.252 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 0.436 | | | 2-Sided | 95 | 0.290 | 0.655 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 0.541 | | | 2-Sided | 95 | 0.361 | 0.811 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 1.783 | | | 2-Sided | 95 | 1.188 | 2.676 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 0.832 | | | 2-Sided | 95 | 0.555 | 1.246 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 0.551 | | | 2-Sided | 95 | 0.367 | 0.826 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 1.426 | | | 2-Sided | 95 | 0.950 | 2.140 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 3.295 | | | 2-Sided | 95 | 2.196 | 4.944 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 1.538 | | | 2-Sided | 95 | 1.026 | 2.303 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 1.018 | | | 2-Sided | 95 | 0.679 | 1.526 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 2.635 | | | 2-Sided | 95 | 1.754 | 3.959 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 0.467 | | | 2-Sided | 95 | 0.311 | 0.7 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 0.309 | | | 2-Sided | 95 | 0.206 | 0.463 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other | | | | | Geometric mean ratio at day 22 | 0.8 | | | 2-Sided | 95 | 0.532 | 1.203 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 0.662 | | | 2-Sided | 95 | 0.442 | 0.992 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 1.714 | | | 2-Sided | 95 | 1.142 | 2.572 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 22 | 2.589 | | | 2-Sided | 95 | 1.723 | 3.889 | | | | Yes | Non-Inferiority or Equivalence | A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 4.975 | | | 2-Sided | 95 | 3.757 | 6.589 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 1.168 | | | 2-Sided | 95 | 0.881 | 1.547 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 0.880 | | | 2-Sided | 95 | 0.665 | 1.166 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 3.219 | | | 2-Sided | 95 | 2.430 | 4.264 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 1.070 | | | 2-Sided | 95 | 0.808 | 1.417 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 0.720 | | | 2-Sided | 95 | 0.544 | 0.954 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 2.509 | | | 2-Sided | 95 | 1.891 | 3.330 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 0.235 | | | 2-Sided | 95 | 0.178 | 0.310 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 0.177 | | | 2-Sided | 95 | 0.134 | 0.234 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 0.647 | | | 2-Sided | 95 | 0.489 | 0.856 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 0.215 | | | 2-Sided | 95 | 0.163 | 0.284 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 0.145 | | | | 95 | 0.109 | 0.191 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 0.504 | | | 2-Sided | 95 | 0.381 | 0.668 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 0.754 | | | 2-Sided | 95 | 0.570 | 0.997 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 2.756 | | | 2-Sided | 95 | 2.083 | 3.647 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 0.916 | | | 2-Sided | 95 | 0.694 | 1.211 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 0.616 | | | 2-Sided | 95 | 0.466 | 1.815 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 2.149 | | | 2-Sided | 95 | 1.624 | 2.843 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 3.656 | | | 2-Sided | 95 | 2.764 | 4.836 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 1.216 | | | 2-Sided | 95 | 0.920 | 1.606 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 0.818 | | | 2-Sided | 95 | 0.619 | 1.081 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 2.850 | | | 2-Sided | 95 | 2.152 | 3.773 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 0.332 | | | 2-Sided | 95 | 0.251 | 0.440 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 0.224 | | | 2-Sided | 95 | 0.169 | 0.296 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 0.780 | | | 2-Sided | 95 | 0.588 | 1.003 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 0.673 | | | 2-Sided | 95 | 0.509 | 0.889 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 2.345 | | | 2-Sided | 95 | 1.772 | 3.102 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 43 | 3.485 | | | 2-Sided | 95 | 2.633 | 4.614 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 2.624 | | | 2-Sided | 95 | 1.817 | 3.789 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 1.096 | | | 2-Sided | 95 | 0.760 | 1.580 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 0.888 | | | 2-Sided | 95 | 0.615 | 1.282 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 2.120 | | | 2-Sided | 95 | 1.473 | 3.052 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 0.876 | | | 2-Sided | 95 | 0.610 | 1.260 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 0.898 | | | 2-Sided | 95 | 0.622 | 1.298 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67 | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 1.451 | | | 2-Sided | 95 | 1.000 | 2.105 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 0.418 | | | 2-Sided | 95 | 0.289 | 0.603 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 0.338 | | | 2-Sided | 95 | 0.235 | 0.487 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 0.808 | | | 2-Sided | 95 | 0.561 | 1.165 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 0.334 | | | 2-Sided | 95 | 0.233 | 0.479 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 0.342 | | | 2-Sided | 95 | 0.237 | 0.494 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 0.553 | | | 2-Sided | 95 | 0.382 | 0.801 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 0.811 | | | 2-Sided | 95 | 0.562 | 1.169 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 1.935 | | | 2-Sided | 95 | 1.347 | 2.780 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 0.800 | | | 2-Sided | 95 | 0.558 | 1.147 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 0.820 | | | 2-Sided | 95 | 0.568 | 1.184 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 1.324 | | | 2-Sided | 95 | 0.915 | 1.917 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 2.388 | | | 2-Sided | 95 | 1.658 | 3.438 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 0.987 | | | 2-Sided | 95 | 0.688 | 1.416 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 1.012 | | | 2-Sided | 95 | 0.701 | 1.460 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 1.634 | | | 2-Sided | 95 | 1.128 | 2.366 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 0.413 | | | 2-Sided | 95 | 0.288 | 0.592 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 0.424 | | | 2-Sided | 95 | 0.294 | 0.610 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 0.684 | | | 2-Sided | 95 | 0.473 | 0.990 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 1.025 | | | 2-Sided | 95 | 0.714 | 1.473 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 1.656 | | | 2-Sided | 95 | 1.150 | 2.385 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 202 | 1.615 | | | 2-Sided | 95 | 1.115 | 2.339 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 1.906 | | | 2-Sided | 95 | 1.177 | 3.087 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 0.945 | | | 2-Sided | 95 | 0.583 | 1.533 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 0.763 | | | 2-Sided | 95 | 0.468 | 1.245 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 1.818 | | | 2-Sided | 95 | 1.119 | 2.956 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 0.917 | | | 2-Sided | 95 | 0.568 | 1.481 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 0.855 | | | 2-Sided | 95 | 0.524 | 1.396 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 1.203 | | | 2-Sided | 95 | 0.745 | 1.943 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 0.496 | | | 2-Sided | 95 | 0.310 | 0.794 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 0.400 | | | 2-Sided | 95 | 0.250 | 0.641 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 0.954 | | | 2-Sided | 95 | 0.596 | 1.528 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 0.481 | | | 2-Sided | 95 | 0.306 | 0.758 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 0.449 | | | 2-Sided | 95 | 0.279 | 0.722 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 0.631 | | | 2-Sided | 95 | 0.398 | 1.002 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 0.807 | | | 2-Sided | 95 | 0.500 | 1.304 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 1.924 | | | 2-Sided | 95 | 1.193 | 3.102 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 0.970 | | | 2-Sided | 95 | 0.611 | 1.541 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 0.905 | | | 2-Sided | 95 | 0.561 | 1.460 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 1.273 | | | 2-Sided | 95 | 0.798 | 2.030 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 2.383 | | | 2-Sided | 95 | 1.474 | 3.851 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 1.202 | | | 2-Sided | 95 | 0.754 | 1.915 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 1.120 | | | 2-Sided | 95 | 0.689 | 1.821 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 1.576 | | | 2-Sided | 95 | 0.987 | 2.516 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 0.504 | | | 2-Sided | 95 | 0.316 | 0.805 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 0.470 | | | 2-Sided | 95 | 0.293 | 0.754 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 0.662 | | | 2-Sided | 95 | 0.414 | 1.056 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 0.932 | | | 2-Sided | 95 | 0.583 | 1.492 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 1.312 | | | 2-Sided | 95 | 0.831 | 2.071 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric mean ratio at day 387 | 1.407 | | | 2-Sided | 95 | 0.880 | 2.249 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 5.428 | | | 2-Sided | 95 | 4 | 7.365 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 1.091 | | | 2-Sided | 95 | 0.804 | 1.481 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 0.759 | | | 2-Sided | 95 | 0.559 | 1.031 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other | | | | | Geometric Mean Ratio at day 29 | 3.499 | | | 2-Sided | 95 | 2.577 | 4.751 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 0.982 | | | 2-Sided | 95 | 0.722 | 1.334 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other | | | | | Geometric Mean Ratio at day 29 | 0.699 | | | 2-Sided | 95 | 0.513 | 0.95 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 2.513 | | | 2-Sided | 95 | 1.846 | 3.421 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 0.201 | | | 2-Sided | 95 | 0.149 | 0.272 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 0.14 | | | 2-Sided | 95 | 0.103 | 0.189 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 0.645 | | | 2-Sided | 95 | 0.476 | 0.873 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other | | | | | Geometric Mean Ratio at day 29 | 0.181 | | | 2-Sided | 95 | 0.134 | 0.245 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 0.129 | | | 2-Sided | 95 | 0.095 | 0.174 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other | | | | | Geometric Mean Ratio at day 29 | 0.463 | | | 2-Sided | 95 | 0.341 | 0.628 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67 | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other | | | | | Geometric Mean Ratio at day 29 | 0.696 | | | 2-Sided | 95 | 0.514 | 0.943 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 3.207 | | | 2-Sided | 95 | 2.368 | 4.343 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 0.9 | | | 2-Sided | 95 | 0.665 | 1.218 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 0.64 | | | 2-Sided | 95 | 0.472 | 0.868 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 2.303 | | | 2-Sided | 95 | 1.7 | 3.121 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 4.608 | | | 2-Sided | 95 | 3.398 | 6.249 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 1.293 | | | 2-Sided | 95 | 0.954 | 1.753 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 0.92 | | | 2-Sided | 95 | 0.677 | 1.249 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other | | | | | Geometric Mean Ratio at day 29 | 3.31 | | | 2-Sided | 95 | 2.436 | 4.496 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 0.281 | | | 2-Sided | 95 | 0.207 | 0.38 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 0.2 | | | 2-Sided | 95 | 0.147 | 0.271 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 0.718 | | | 2-Sided | 95 | 0.529 | 0.975 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 0.712 | | | 2-Sided | 95 | 0.524 | 0.966 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other. | | | | | Geometric Mean Ratio at day 29 | 2.56 | | | 2-Sided | 95 | 1.886 | 3.474 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |
| A difference was assumed to be statistically significant if the 2-sided 95% CI around the ratio of GMTs did not contain 1, in which case one group is either statistically significantly superior or statistically inferior to the other | | | | | Geometric Mean Ratio at day 29 | 3.597 | | | 2-Sided | 95 | 2.646 | 4.89 | | | | Yes | Non-Inferiority or Equivalence | For pairwise vaccine group compared, least squares GMT and associated 2-sided 95% CI, median, minimum, and maximum HI titer values were determined. The two-sided 95% CIs was calculated and assessed against a non-inferiority margin of 0.5. Subsequently the same non-inferiority hypothesis was tested using a non-inferiority margin of 0.67. | |