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)
Appendix A. Radio Signal Propagation
BreezeNET PRO.11 Series A-9 User’s Guide
D: distance between sites
Figure A-8. Fresnel Zone Clear of Obstacles
When at least 80% of the first Fresnel Zone is clear of obstacles, propagation loss
is equivalent to that of free space.