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)
Physical Layouts
3-3
Schematic, Physical Layouts, and Bill of Materials
3.2 Physical Layouts
3.2.1 Board Layout
Figure 3–2 shows the assembly view of the EVM. Figure 3–3 shows the top
layer. Figure 3–4 shows the bottom layer.
Figure 3–2. Assembly View