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4.3. Exploratory factor analysis (EFA)
                        Factor analysis can only be implemented when the obtained data must ensure that

                  the  KMO  coefficient  falls  within  the  range  of  [0.5;  1]  and  that  Bartlett’s  test  is
                  statistically significant.
                                         Table 3. KMO coefficient and Bartlett's test
                   Kaiser-Meyer-Olkin Measure of Sampling Adequacy.                             .688
                   Bartlett's Test of Sphericity          Approx. Chi-Square                    1193.986
                                                          df                                    105
                                                          Sig.                                  .000
                        The KMO test results show that the KMO coefficient is 0.688, and Bartlett's test
                  is statistically significant (Sig. < 0.05). Therefore, the data are suitable for conducting

                  factor analysis.
                                             Table 4. Total variance explained

                                                      Extraction Sums of Squared  Rotation  Sums  of  Squared
                 Co    Initial Eigenvalues            Loadings                      Loadings
                 mpo            %     of   Cumulative         %     of   Cumulative         %     of   Cumulative
                 nent   Total   Variance   %          Total   Variance   %          Total   Variance  %
                 1     3.169    21.129    21.129      3.169   21.129    21.129      2.307  15.378  15.378
                 2     2.835    18.903    40.032      2.835   18.903    40.032      2.277  15.178  30.556
                 3     2.087    13.911    53.943      2.087   13.911    53.943      2.239  14.926  45.481
                 4     1.850    12.332    66.275      1.850   12.332    66.275      2.195  14.637  60.118
                 5     1.256    8.373     74.648      1.256   8.373     74.648      2.180  14.530  74.648
                 6     .670     4.465     79.113
                 7     .542     3.614     82.727
                 8     .520     3.464     86.191
                 9     .494     3.296     89.487
                 10    .473     3.154     92.642
                 11    .308     2.053     94.695
                 12    .292     1.948     96.643
                 13    .193     1.288     97.930
                 14    .176     1.173     99.104
                 15    .134     .896      100.000

                Extraction Method: Principal Component Analysis.
                        Based  on  the  total  variance  explained  table,  the  15  observed  variables  are
                  grouped into 5 distinct factor groups.
                                     Table 5. Total extracted variance of dependent variables

                                  Initial Eigenvalues                    Extraction Sums of Squared Loadings

                    Component     Total   % of Variance   Cumulative %   Total    % of Variance   Cumulative %
                    1             2.223  55.569           55.569         2.223    55.569         55.569
                    2             .819    20.487          76.056
                    3             .729    18.237          94.293
                    4             .228    5.707           100.000
                         Extraction Method: Principal Component Analysis.


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