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The Exploratory Factor Analysis (EFA) rotated matrix shows that the results
                  effectively represent the important values of convergent and discriminant validity. The
                  observed variables converge to the same factor as initially observed, indicating that the
                  results satisfy the convergent validity requirement. Furthermore, the observed variables
                  belong to each factor and are clearly distinct from other factors, meaning that
                  discriminant validity is ensured.
                        Factor analysis with dependent variable
                        After running the model, to perform exploratory factor analysis (EFA) on the
                  dependent variable, we have the following table:
                          Table 5. KMO coefficients and Bartlett's test for the dependent variable.












                                                                                Source: Data from SPSS 20
                         According to the analysis results, the KMO (Kaiser-Meyer-Olkin) coefficient = 0.790
                  satisfies the condition 0.5 ≤ KMO ≤ 1, indicating that the factor is appropriate for the
                  research data.
                         Bartlett's test of sphericity has a significance level of Sig. = 0.000 < 0.05, indicating
                  that the observed variables are correlated with each other within the factor.
                        Table 6. Results of total variance analysis extracted for the dependent variable












                                                                                Source: Data from SPSS 20
                         The factor analysis result for Total Variance Explained = 60.875% ≥ 50% is
                  appropriate.
                                 Table 7. Results of EFA analysis of the dependent variable





















                                                                                Source: Data from SPSS 20

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