Leioderma forms small, leaf-like (
foliose) to scale-like (
squamulose)
rosettes that are usually loosely attached to their
substrate and can reach 10–15 cm across. Individual are rounded, 1–6 mm wide, and may lie flat, arch slightly, or curve inward with age; their edges are often faintly scalloped and can bear flattened outgrowths () or coarse, powdery reproductive (
soralia). The upper surface is most often grey-blue but may appear brownish; it ranges from smooth to faintly roughened or clothed in a fine, cobweb-like felt (an tomentum), giving each species a distinctive texture. Beneath a thin, brick-like () 30–50 μm thick lies a layer of
cyanobacteria—usually chains of
Scytonema, but compact clusters of
Nostoc in the subgenus
Fuscoderma—followed by a loosely woven white
medulla 70–100
micrometres (μm) thick. The lower surface is pale to ochre-brown and carries tufts of , often darkening
rhizines up to 2–5 mm long that anchor the thallus. Environmental factors such as moisture and light account for much of the observed variation in lobe width, colour, and rhizine length across populations. Reproduction is mainly through apothecia that sit flush with the surface, measure up to about 1.5 mm across, and display pale to dark red-brown discs often framed by a thin margin. Internally, the
hymenium turns blue in iodine (an
amyloid reaction), and the cylindrical eight-spored
asci have a distinct amyloid cap. The resulting spores are single-celled, colourless, thick-walled with an
ellipsoid shape, typically 13–20 × 6–10 μm, and can be slightly pointed at the ends in some species. Minute black
pycnidia, especially along the lobe margins, release straight rod-shaped
conidia 3–5 × 1–2 μm. Chemically the genus is almost inert:
thin-layer chromatography usually detects no
secondary metabolites, although
ursolic acid occurs sporadically and rare individuals of
L. sorediatum produce traces of
atranorin,
skyrin, and related pigments. Such chemical oddities are considered exceptional and of little taxonomic importance. ==Habitat and distribution==