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Research Article

Understanding the Meat-Masculinity Link: Traditional and Non-Traditional Masculine Norms Predicting Men’s Meat Consumption

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Figures & data

Table 1. Sociodemographic Statistics of Sample.

Table 2. Internal Consistency Reliability and Convergent Validity Evaluation of Study Constructs.

Figure 1. PLS-SEM model predicting meat consumption, including both the measurement (outer) and structural (inner) models. Note. ***= p≤.001, **=p≤.01, *p≤.05. Significant predictors are displayed with shading and bold.

Figure 1. PLS-SEM model predicting meat consumption, including both the measurement (outer) and structural (inner) models. Note. ***= p≤.001, **=p≤.01, *p≤.05. Significant predictors are displayed with shading and bold.

Figure 2. PLS-SEM model predicting red and processed meat consumption, including both the measurement (outer) and structural (inner) models. Note. ***= p≤.001, **=p≤.01, *p < .05. Significant predictors are displayed with shading and bold.

Figure 2. PLS-SEM model predicting red and processed meat consumption, including both the measurement (outer) and structural (inner) models. Note. ***= p≤.001, **=p≤.01, *p < .05. Significant predictors are displayed with shading and bold.

Figure 3. PLS-SEM model predicting willingness to reduce meat consumption, including both the measurement (outer) and structural (inner) models. Note. ***= p≤.001, **=p≤.01, *p≤.05. Significant predictors are displayed with shading and bold.

Figure 3. PLS-SEM model predicting willingness to reduce meat consumption, including both the measurement (outer) and structural (inner) models. Note. ***= p≤.001, **=p≤.01, *p≤.05. Significant predictors are displayed with shading and bold.

Table 3. Predictive Power of PLS-SEM Models.

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