Hello, I just need help with finding out if any of the main effects or interactions are significant From the two-way ANOVA. Using the Test of between-subjects effects output p-value. is it significant?

Descriptive Statistics Dependent Variable: Full of Energy Liking of Sports Likes to Travel Mean Std. Deviation N Like Like 2.88 905 43 Dislike 4.50 707 2 Don't Care 2.75 500 4 Total 2.94 922 49 Dislike Like 2.89 1.269 9 Dislike 5.00 1 Don't Care 2.00 1.000 3 Total 2.85 1.345 13 Don't Care Like 2.93 1.010 41 Dislike 3.00 2.828 2 Don't Care 2.33 577 3 Total 2.89 1.059 46 Total Like 2.90 979 93 Dislike 4.00 1.732 5 Don't Care 2.40 699 10 Total 2.91 1.028 108 Levene's Test of Equality of Error Variancesab Levene Statistic df1 df2 Sig. Full of Energy Based on Mean 2.084 7 99 052 Based on Median 2.010 7 99 061 Based on Median and 2.010 7 95.370 062 with adjusted df Based on trimmed mean 2.086 7 99 052 Tests the null hypothesis that the error variance of the dependent variable is equal across groups. a. Dependent variable: Full of Energy b. Design: Intercept + sport1a + travel1d + sport1 a * travel1 dTests of Between-Subjects Effects Dependent Variable: Full of Energy Type Ill Sum Partial Eta Source of Squares df Mean Square F Sig. Squared Corrected Model 13.069 8 1.634 1.617 129 116 Intercept 260.099 260.099 257.486 <.001 .722 sport1 a n .313 travel1 d .362 error total corrected a. r squared=".116" estimated marginal means liking of sports dependent variable: full energy confidence interval mean std. lower bound upper like dislike .403 don care likes to travel .711 post hoc tests multiple comparisons tukey hsd difference j sig. .65 .84 .05 .206 .44 .09 ..84 .989 .71 .316 .80 based on observed means. the term is square subsets hsda.b.c subset for groups in homogeneous are displayed uses harmonic sample size="25.195." b. group sizes unequal. used. type i levels not guaranteed. c. alpha=".05." .50 .00 .334 .29 significant at level.homogeneous sig displayed. plots>