Daviesia asperula Crisp subsp. asperula
publication ID |
https://doi.org/ 10.11646/phytotaxa.300.1.1 |
persistent identifier |
https://treatment.plazi.org/id/A05187DC-FF1C-D28E-FF3C-55E789A654C6 |
treatment provided by |
Felipe |
scientific name |
Daviesia asperula Crisp subsp. asperula |
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63a. Daviesia asperula Crisp subsp. asperula View in CoL
References: Crisp (1982b: 55), Crisp (1995: 1174), Craigie (2015: 28).
Phyllodes subulate, compressed or subterete, recurved only near base, tapering from base to apex, 1–1.5 mm broad. ( Fig. 63A– C View FIGURE 63 ).
Distribution:— South Australia, mainly on Kangaroo Island, with one or two outliers on the southern Eyre Peninsula and a single record from Waitpinga on the Fleurieu Peninsula.
Selected specimens (33 examined):— SOUTH AUSTRALIA. Eyre Peninsula: Warunda, 34°29’S, 135°41’E, Herb. S. A GoogleMaps . White s.n., 9 October 1909 ( AD 97923312 ). Kangaroo Island: Near estuary of Harriet River , Vivonne Bay , 35°59’S, 137°11’E, L. T GoogleMaps . Choo 13, 16 January 1970 ( CANB); Ropers Flat, between Aerodrome and Big Gums, G . Jackson 73, 9 October 1960 ( AD); Kelly Hill Caves, 35°58’S, 136°54’S, A. G . Spooner 6068, 7 October 1978 ( AD); Dudley Peninsula, 0.5 km E of Cape Hart turn-off on Sapphiretown – Cape Willoughby road, 35°50’S, 138°01’E, J. G GoogleMaps . West 1263, 22 December 1975 ( CANB). Lofty South: Fleurieu Peninsula, Waitpinga , 35°36’S, 138°29’E, J. G GoogleMaps . Fraser s.n., 18 October 1955 ( AD 97622007 ) .
S |
Department of Botany, Swedish Museum of Natural History |
A |
Harvard University - Arnold Arboretum |
L |
Nationaal Herbarium Nederland, Leiden University branch |
T |
Tavera, Department of Geology and Geophysics |
CANB |
Australian National Botanic Gardens |
G |
Conservatoire et Jardin botaniques de la Ville de Genève |
AD |
State Herbarium of South Australia |
E |
Royal Botanic Garden Edinburgh |
J |
University of the Witwatersrand |
No known copyright restrictions apply. See Agosti, D., Egloff, W., 2009. Taxonomic information exchange and copyright: the Plazi approach. BMC Research Notes 2009, 2:53 for further explanation.
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