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Meta-analytic structural equation modeling (MASEM) estimates an SEM using a correlation matrix with elements pooled across primary studies’ correlations. Correlations within a study’s correlation matrix are naturally correlated due to correlations among the matrix’s variables. There can be additional dependence in a study’s correlations when a study reports multiple estimates of one correlation. Most MASEM methods recognize natural not additional dependence in correlations. We evaluated and compared five methods for handling within-study dependence in correlations for MASEM: simple aggregation with two-stage (TSSEM), one-stage MASEM, multilevel multivariate pooling with constrained versus unconstrained random-effects variances, and use of robust variance estimation. Simple aggregation, and the unconstrained model with or without RVE worked well. Results are discussed in more detail in the paper.