Figure 3
The figure shows two graphs side by side. The graph on the left has the following details: The horizontal axis has two markings. On the left, it is labeled “Low I T Exploration” with the range from negative 1.01 to 0, and on the right, it is labeled “High I T Exploration” with the range from 0 to 1.1. A vertical line is drawn at the 0 mark on the horizontal axis. The vertical axis is labeled “Swim Market Capitalizing” and ranges from negative 0.58 to 0.35 in increments of 0.10 units. A legend at the bottom right shows that the graph displays two lines: a solid black line, labeled “High I T Exploration (at plus 1 Standard deviation),” and a solid grey line, labeled “Low I T Exploration (at negative 1 Standard deviation).” The “High I T Exploration (at plus 1 Standard deviation)” line starts at the point (negative 1, negative 0.06) and slopes upward, ending at the point (1, 0.28). The “Low I T Exploration (at minus 1 Standard deviation)” line starts at the point (negative 1, 0.48) and slopes upward, ending at the point (1, 0.25). The graph on the right has the following details: The horizontal axis has two markings. On the left, it is labeled “Low I T Exploration” with the range from negative 1.01 to 0, and on the right, it is labeled “High I T Exploration” with the range from 0 to 1.1. A vertical line is drawn at the 0 mark on the horizontal axis. The vertical axis is labeled “Swim Operational Adjustment” and ranges from negative 0.557 to 0.305 in increments of 0.10 units. A legend at the bottom right shows that the graph displays two lines: a solid black line, labeled “High I T Exploration (at plus 1 Standard deviation),” and a solid grey line, labeled “Low I T Exploration (at negative 1 Standard deviation).” The “High I T Exploration (at plus 1 Standard deviation)” line starts at the point (negative 1, negative 0.043) and slopes upward, ending at the point (1, 0.21). The “Low I T Exploration (at minus 1 Standard deviation)” line starts at the point (negative 1, 0.457) and slopes upward, ending at the point (1, 0.21). Note: All numerical data values are approximated.The moderation interaction plots. Source: Authors’ own work