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territory. These peaks would also have been visible from a gre<strong>at</strong> distance <strong>at</strong> sea,<br />

providing a landmark by which to navig<strong>at</strong>e (Fig. 8). 16 Timber coming from the Calabrian<br />

forests represented an enormous reserve <strong>of</strong> building m<strong>at</strong>erial for local shipyards. Rivers<br />

carried logs downstream to harbors and eventually to the sea. Pitch, the pix bruttia so<br />

famous in Roman times, was particularly useful for w<strong>at</strong>erpro<strong>of</strong>ing ships’ hulls, for<br />

co<strong>at</strong>ing amphoras, for medical purposes, and even as a depil<strong>at</strong>ory for men. 17 The<br />

maritime colonies represented trade terminals for these n<strong>at</strong>ural resources, which<br />

provided an economic backbone <strong>of</strong> prosperity for the Greek and Roman cities.<br />

Virgil twice describes the mountains <strong>of</strong> Sila using the adjectives ingens (vast,<br />

mighty) and magna (gre<strong>at</strong>), to give an idea <strong>of</strong> their size and extension. 18 Dionysius <strong>of</strong><br />

Halicarnassus describes the forests <strong>of</strong> Calabria as so rich in fir, black poplar, pine, beech,<br />

oak, and ash trees th<strong>at</strong> their “densely-intertwined branches keep the mountain in shadow<br />

throughout the whole day.” 19 He was also well aware <strong>of</strong> their relevance for the activity <strong>of</strong><br />

ancient shipyards, which were presumably loc<strong>at</strong>ed on the coast. Dionysius indeed wrote<br />

<strong>of</strong> the mountains’ timber:<br />

16 Principe 1974, p.16. The formula for computing theoretical sighting distances <strong>at</strong> sea is<br />

D = 2.2 (√h + √H) where D is the distance, and h and H are the respective altitudes <strong>of</strong> the observer’s<br />

height and the observed height. From the deck <strong>of</strong> a ship, <strong>at</strong> a height <strong>of</strong> 3 m above w<strong>at</strong>er's surface, in theory<br />

a sailor could see Calabria’s Pollino mountain (2,271 m) from a distance <strong>of</strong> 108 nautical miles (200 km),<br />

and the mountains <strong>of</strong> Sila (1,928 m) from 100 nautical miles (185 km). However, to see these long<br />

distances from sea level is quite difficult in the Mediterranean due to haze <strong>at</strong> sea, Saharan dust, and windblown<br />

dirt held in suspension by steady high pressure systems in summer. Average visibility is typically<br />

restricted to less than 11 nautical miles, <strong>of</strong>ten less, and only rarely is it sufficiently clear to see 30 nautical<br />

miles. In optimal conditions, then, Calabria’s mountains were visible from no more than 30 nautical miles<br />

(ca. 55 km) <strong>at</strong> sea, and <strong>of</strong>ten much less (D. Davis, personal communic<strong>at</strong>ion; Bowditch 2002, 56-7).<br />

17 Plin. H 14.25.123; 14.25.127; 16.22.53; 24.23.37.<br />

18 Verg. Aen. 12.715-7; Verg. G. 3.219.<br />

19 Dion. Hal. Antiquit<strong>at</strong>es Romanae 20.15.1.<br />

16

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