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ceolatis acutis grosse serratis supra pilosiusculis subtus 

 ramulisque strigosis, floribus äxillaribus et ad apices ra- 

 morum glomeratis, carpellis apice 1 cuspidatis, supra ba- 

 sin bicuspidatis. M. timoriensis ,. fol. ovatis subcorda- 

 tisve grosse dentatis, utrinque ramisque dense stellato- 

 hispidis, floribus ia spicas demum cylindraceas digestis, 

 cap«ulis 8 — 12 apice barbatis muticis. Urena repanda, 

 fol. subrotundis serratis repando - dentatis vix sublobatis 

 subtus uniglandulosii glaucis pubescentibus, summis saepe 

 indivisis, involucellis calycem superantibus. (Gauiis inferne 

 pube stellata scaber, superne subtomentosus, folia supe- 

 riora saepe indivisa). Ur. Lappago, fol. obtuse repando- 

 sinuatis subcordatis, subtus canescenti - pubescentibus, 

 1 glandulosis, serruhtis, summis subpanduraeformibus, in- 

 volucelli lobis lanceolatis calycem aequantibus. Var. 

 glauca: fol. subtus glauco- pubescentibus, intermediis si- 

 nuato-3 lobis, summis subrhombeis, Ur. tomentosa, fol. 

 lato -ovatis angulaüs serratis mollissime tomentosis 1 glan- 

 dulosis, subtus can?scentibus, summis indivisis ovatis lan- 

 ceolatisve, involucslli lobis lanceolatis, calycem subae- 

 quantibus. (Tota planta dense tomentosa; folia non- 

 nulla vix sublöbata, inferiora 5 — 7 nervia, summa 3 ner- 

 via.) Uf. keteraphylla, fol. inferior, profunde 5 lobis 

 subtus 1 glandulcsis caneseenti-pubescentibus, sinubus 

 latis, lobis obtusü serrulatis, intermediis sab 3 lobis elon- " 

 gatis basi contractis, involuvelli lobis calycem vix aequan- , 

 tibus. (Caulis pilosiusculus, fol. superiora oblonga ob- 

 tuse repando - shuata , basi saepe angustiora). Hibiscus 

 Cremontia Lanpas, fol. cordatis semi-3 lobis acumina- 

 tis basi vix acitis, subtus pube stellata pubescentibus, 

 pedunc. elong. 1 — 2 floris, involucellis parvis 5 setosis, 

 basi callosis caycibusque 3 ildis dense tomentosis > cap- 

 sulis subglobo»is calyce parum majoribus. (Caulis fru- 

 tescens, folia in nervo subtus ad basin poro lineari in- 



