H ier w o rd ’n o o r s ig g e g e e v a n d ie loop b an e v a n d ie 139 g ereg istreerd e v erp leeg k u n d ig es w a t’n B .S o c .S c . (V erp leeg k u n d e) graad aan d ie U n iv e r s ite it v a n N a ta l b eh a a l het. V an die p o te n s ië le 981 w erk ja re w a t h ierd ie gegra d u eerd es so u k o n g ew erk h et, is 551 jaar (56,2%) m et v e r p le e g w e r k d eu rg eb rin g...

For the letter on UNITAID see Correspondence Lancet 2013; 381: 628 Ra m on A nd ra de 3 DC ie nc ia /S cie nc e Ph ot o Li br ar y

W e s tu d ie d s h o r tte rm c h an g e s in v e g e ta tio n fo r tw o y e a rs fo llo w in g a s u m m e r w ild fire o n th e w in te r ra n g e s o f S ie rra N evada b ig h o rn s h e e p {Ovis canadensis sierrae). Forbs d o m in a te d b u rn e d a re a s a n d s h ru b s d o m in a te d u n b u rn e d a reas . G re en fo rage (n e w -g ro w th o f a ii fo rage c ia sses ) b io m a ss r...

ABS’I’RACI’. Pseudo-Sasakian manifolds M(U,E,,,g) endowed wlth a contact conformal connection are defined. It is proved tlat sucl manifolds are space forms M(K),K < O, and somo remarkable properttos of the 1,ie algebra of infinitesimal transformatton. of the principal vector feld U on M are discussed. Properties of tle leaves of a co-tsotroptc foliation on I’! and properties of the tangent bund...

d et er m in e th e ac ti v it y t o b e ad m in is te re d A ch il d = [ (N + 1 )A ad u lt ] / (N + 7 ) w h er e: N :a g e o f th e ch il d [ y ea r] A c h il d , A ad u lt : a ct iv it y [ M B q ] M et h o d o f ad m in is tr at io n : T h e p at ie n t sh o u ld s it o r la y , in f ro n t o f o r u n d er t h e g am m a ca m er a ad ju st ed t o t h e b ac k o f th e p at ie n t, t o t h e ...