c
kKbQ
 
 
 
 d  Wz_c
kT}  Z 1 2 5 - 3 3 0 1 - 1 4   YNNh>kNi(ueNRz_0
 
 
 
 z_
T1zI B M   W e b S p h e r e   A p p l i c a t i o n   S e r v e r   V e r s i o n   8 . 5 
 
 z_}_5 7 2 4 - J 0 8 
 
 
 
 /ecz_
 
 
 
 ,gz_ONY͑"uTWY݈ߎԚKNe_c
k&NSbNN	fKN/ecz_0O,gT}Se,gz_
k)RIffKNP6R{
WgQc
kNPPep/ecc
kN
\;Nz_KNO(u[݈SO(urI{/ecz_FO,g0c
kKbQ
0eNS	g[Y
k)R
N(WdkP	00p/ecc
kNO(u
0KN(uPSb_KNO(ub;Nz_bvQN/ecz_KNc
kO(uvcvܕKNO(u00/ecz_
0
N_(ueNUOvQN(u0c
kN
N_hsze;Nz_KNYIbI.U/ecz_00/ecz_
0SjDc
kh>k	gjDrI{c
kh>ki(uec
kN
\r/ecz_KNO(u0	gb,gc
kKbQ-NKNh>kr/ecz_KNh>k*QHQi(u0c
kNKN,gz_O(u
k0RgbB}bkBfc
kN\P(u0kbzsSxk/ecz_KN NR,gNc
kN@b1uS_,gz_KNNe0傫c
kNON	S_/ecz_c
kNa@b1uS_,gz_KNNeoa}0傫c
kN2kS_>
NP6R[KNc
kNO(u/ecz_ˊc
kN  I B M   miRNhbc
kN@b1uS_,gz_KNreoa}NS_ivuc
k0
 
 
 
 NRp,gz_ NuOc
kKN/ecz_
 
 I B M   A s s e m b l y   a n d   D e p l o y   T o o l s   f o r   W e b S p h e r e   A d m i n i s t r a t i o n   V 8 . 5 
 
 I B M   D B 2   W o r k g r o u p   S e r v e r   E d i t i o n   L i m i t e d   U s e   V 9 . 7 
 
 I B M   D B 2   E n t e r p r i s e   S e r v e r   E d i t i o n   L i m i t e d   U s e   f o r   z l i n u x   V 9 . 7 
 
 I B M   H T T P   S e r v e r   f o r   W e b S p h e r e   A p p l i c a t i o n   S e r v e r   V   8 . 5 
 
 I B M   I n s t a l l a t i o n   M a n a g e r   V 1 . 5 . 2 
 
 I B M   P a c k a g i n g   U t i l i t y   V 1 . 5 . 2 
 
 I B M   R a t i o n a l   A g e n t   C o n t r o l l e r   V 8 . 3 . 5 
 
 I B M   T i v o l i   D i r e c t o r y   S e r v e r   V 6 . 3 
 
 I B M   T i v o l i   A c c e s s   M a n a g e r   f o r   e   b u s i n e s s   V 6 . 1 . 1 
 
 W e b   S e r v e r   P l u g - i n s   f o r   I B M   W e b S p h e r e   A p p l i c a t i o n   S e r v e r   V   8 . 5 
 
 W e b S p h e r e   A p p l i c a t i o n   C l i e n t   f o r   I B M   W e b S p h e r e   A p p l i c a t i o n   S e r v e r   V e r s i o n   8 . 5 
 
 
 
 
 
 y(uCQN
 
 
 
 ,gT}1~	gNUOh>k[c
kNN
N_O(u,gz_KNNRCQNbR
 
 I B M   T i v o l i   D i r e c t o r y   S e r v e r   P r o x y   s e r v e r   ( o f   I B M   T i v o l i   D i r e c t o r y   S e r v e r ) 
 
 W h i t e p a g e s   A p p l i c a t i o n   ( o f   I B M   T i v o l i   D i r e c t o r y   S e r v e r ) 
 
 S t o r a g e   O p t i m i z a t i o n   F e a t u r e   ( o f   I B M   D B 2 ) 
 
 G e o d e t i c   D a t a   M a n a g e m e n t   F e a t u r e   ( o f   I B M   D B 2 ) 
 
 H o m o g e n e o u s   R e p l i c a t i o n   F e a t u r e   ( o f   I B M   D B 2 ) 
 
 A d v a n c e d   A c c e s s   C o n t r o l   F e a t u r e   ( o f   I B M   D B 2 ) 
 
 P e r f o r m a n c e   O p t i m i z a t i o n   F e a t u r e   ( o f   I B M   D B 2 ) 
 
 
 
 
 
 ^(ue^z_c
kKNCQN
 
 
 
 e$Rec
kN[݈bO(u,gz_@b KNc
kxeϑBfNRz_CQNKN[݈bO(u
NNNϑ0NsSc
kN_Oc
kh>k[݈SO(uNRz_CQNFOrI{CQN
N(uN$Re,gz_@b KNc
kxeϑ0
 
 
 
 A d m i n i s t r a t i v e   C o n s o l e 
 
 A d m i n i s t r a t i v e   S c r i p t i n g 
 
 I B M   H T T P   S e r v e r 
 
 I B M   R e s o u r c e   A d a p t e r   f o r   J M S   w i t h   W e b S p h e r e   A p p l i c a t i o n   S e r v e r 
 
 I B M   T h i n   A d m i n   C l i e n t   f o r   W e b S p h e r e   A p p l i c a t i o n   S e r v e r 
 
 I B M   T h i n   C l i e n t   f o r   E J B   w i t h   W e b S p h e r e   A p p l i c a t i o n   S e r v e r 
 
 I B M   T h i n   C l i e n t   f o r   J M S   w i t h   W e b S p h e r e   A p p l i c a t i o n   S e r v e r 
 
 I B M   T h i n   C l i e n t   f o r   J A X   R P C   w i t h   W e b S p h e r e   A p p l i c a t i o n   S e r v e r 
 
 I B M   T h i n   C l i e n t   f o r   J A X   W S   w i t h   W e b S p h e r e   A p p l i c a t i o n   S e r v e r 
 
 I B M   T h i n   C l i e n t   f o r   J P A   w i t h   W e b S p h e r e   A p p l i c a t i o n   S e r v e r 
 
 I B M   T h i n   C l i e n t   f o r   X M L   w i t h   W e b S p h e r e   A p p l i c a t i o n   S e r v e r 
 
 P e r f o r m a n c e   a n d   A n a l y s i s   T o o l s :   D y n a m i c   C a c h e   M o n i t o r ,   T i v o l i   P e r f o r m a n c e   V i e w e r ,   P e r f o r m a n c e   S e r v l e t 
 
 P l u g g a b l e   A p p l i c a t i o n   C l i e n t 
 
 W e b S p h e r e   A p p l i c a t i o n   C l i e n t 
 
 W e b   S e r v e r   P l u g i n s 
 
 
 
 Wn,nf
 
 
 
 c
kNe&{TNRhNBf_\,gz_bvQP[CQNKNNUOWn,nfP}gc2NNUO,{	NNsSc
kN  ( A )   lQc2Wn,nf@bO(uKNhQ萹elYߎlxԚ-[0[݈z^SMnj	( B )   _(W,gz_0c[KN\OmitX
0-NO(u  I B M   bcO  I B M   "uTKN,{	NN0,{	NN
0	@bcOKNi(ue,gz_KN geHrfez_0O܈z_SOz_NWL,gz_KNWn,nf  ( C )    u_,gz_eN  I B M   KN,gz_/ec}z@bcOKNNUOS@b	gܕeHeteS0 gsO\Ol
0KNc:y0Pc
kNlQ,gz_KNNUOWn,nfP}gGR  I B M   ,{	NNN	g
klQc
kN"uTvܕKNWn,nfP}gsSOc
kN  I B M   b,{	NNKNNUOT}gQS	gvS[N6q0`  I B M   b,{	NNe,nfc
kN"uTBfNau[
NR  ( A ) 0( B ) 0( C )   I{	NW,gBl0
 
 
 
 1~	g
N[(WNUO`lN!qNHQfb1Sc
kN
N_\  O u t s i d e   I n   T e c h n o l o g y   
NWLKNWn,nfP}glQ0
 
 
 
 N
NWn,nfh>ki(ueNRz_bP[CQN
 
 A l l   P r o g r a m s   i d e n t i f i e d   i n   t h i s   L i c e n s e   I n f o r m a t i o n   d o c u m e n t   u n d e r   " P r o g r a m   N a m e "   a b o v e . 
 
 
 
 SYxCQNS{OW\Oir
 
 
 
 ,gz_SgQ+Tr^SYx<h_KNCQN0SYxCQN
0	SvQNj:yp0{OW\Oir
0KNW\Oir0e,gT}[KNc
kO(uP6R{
WgQc
kNPPWegQO(uKNvvSO9eSYxCQNS{OW\OirFOc
kN
N_f9eb*RdSYxCQNb{OW\Oir@b+TNUOW\O
kǌ
blaN0I B M   
\eSYxCQNS{OW\OirKNcO
N+T/ecR&NN0sr
0cO
NcONUOf:yb؞:yKNOISbFO
NPe@b	g
k0*gmO
kb*gmr^dKNOINSi.U'`&{Tyr[vvKN؞:yOIShN0
 
 
 
 2QSP6R
 
 
 
 ,gz_SgQ+TR[l0\,gz_yINO(ubOvQO(uKNLpSybkbaS2QSl_0zb?eV{KN{SbWQS{thO  ( U n i t e d   S t a t e s   E x p o r t   A d m i n i s t r a t i o n   R e g u l a t i o n s ) 0c
kNa[hQNNu[	gܕ,gz_KNQS02SbO(uKN NRi(ul_0zS?eV{SbFO
NPeWKNQSbQQSP6R0Y S_,gz_KNQSR^ǌ
ˊS  h t t p s : / / w w w . i b m . c o m / p r o d u c t s / e x p o r t i n g /   KN}zgQ[0
 
 
 
 P6RO(u  S o c k e t 
 
 
 
 0P6RO(u  S o c k e t 
0Oc,gz_KNc
kϑUMO0S o c k e t   OccSUthVvfGrKNP[0U N0:O
ghV
0Oc1uUt݈n0aԚS8eQ/ 8QRD}b&Np NbYPO(ub(u6bz݈nWL@b KNz^0cNba(uz_KN NwQ[Ԛf01\]K(uFhg0 RҒ:O
ghVW^bvQN^<O-P k NPwQP@b CQNKNSR[Ԛ݈nOY RҒ:O
ghVb݈	gFhgKN݈n	GWUhspP%R:O
ghV01z0[d:O
ghV
0OcɅ1uRrR  ( p a r t i t i o n i n g )   SO&{TP[[ϑcWSKNNKN[Ԛ:O
ghVO(uKNǌn^zKN[dfrcWSSe  f t p : / / f t p . s o f t w a r e . i b m . c o m / s o f t w a r e / s m b / p d f s / S u b c a p a c i t y G u i d e . p d f 	bOO*gRrR[Ԛ:O
ghV0c
kNKN[dStX*g&{TP[[ϑcWSKNNte[Ԛ:O
ghVGW &{T,gc
k-NKN NRN0c
kNapO,gz_O(uKN[d:O
ghV-NKNk N  S o c k e t   S_0P6RO(u  S o c k e t 
0c
k0O,gz_O(uKNNUO[d:O
ghV-NKN  S o c k e t   =~xe
N_>  4 0
 
 
 
 UthVP<PUCQ  ( P V U ) 
 
 
 
 1z0UthVP<PUCQ
0( P V U )   Oc,gz_KNc
kϑUMO0@b   P V U   c
kKNNxeONUthVbSOUthVOaFU0TLr0_jWSW_[e  P V U   hrhMOe  h t t p : / / w w w . i b m . c o m / s o f t w a r e / l o t u s / p a s s p o r t a d v a n t a g e / p v u _ l i c e n s i n g _ f o r _ c u s t o m e r s . h t m l   }@W	SO,gz_O(uKNUthVxeϑpWy0I B M   WeN  P V U   pc
kϑUMOKNvvc~\ NPUthV[pvfGr
NKNk NUthV8h_0OYٖ8h_UthVvfGr	gNPUthV8h_0
 
 
 
 c
kNO  P a s s p o r t   A d v a n t a g e   P[[ϑc
kh>kˊSNR}	_O(u0[te[ϑ
0c
kb0[dS[ϑP[[ϑ	
0c
kr,gz_0傡c(u0[te[ϑ
0c
kc
kNaS_Nm˄[ԚlxԚtX-NO,gz_O(ub1u,gz_{tKN NR]_URUthV8h_*   P V U   c
kFO]8lENyd,gz_KNrI{:O
ghVdY0O(u0[dS[ϑ
0c
kc
kN O0[dS[ϑc
kxeGR
0KN[S_Nm˄O,gz_O(ub1u,gz_{tKN NR]_URUthV8h_KNc
kxeϑ}@WYNh t t p : / / w w w . i b m . c o m / s o f t w a r e / l o t u s / p a s s p o r t a d v a n t a g e / C o u n t i n g _ S o f t w a r e _ l i c e n s e s _ u s i n g _ s p e c i f i c _ v i r t u a l i z a t i o n _ t e c h n o l o g i e s . h t m l 0
 
 
 
 * 0]_URUthV8h_
0OcSO(ue[Ԛb[d:O
ghV-NKNUthV8h_
N֊UthV8h_KN[ϑ/f&TSɅ1ub]Ʌ1u[dSbS0\Omi|q}cN0B I O S   -[b^<OP6RRNP6RGWT0
 
 
 
 z_yr%Rh>k
 
 
 
 ^(ue^z_c
kKNCQN
 
 
 
 e$Rec
kN[݈bO(u,gz_Bf@b KNc
kxeϑBfe|vNT_jhV
NpgQ萋|vSUCQ,nfKNO(uvv[݈bO(uNRz_CQNrI{[݈bO(u
NNϑ0@b1z0|vNT_jhV
0OcWL;N\Omi|q}S,gz_KN[Ԛb[dLhbtXr;N\Omi|q}S,gz_PP1u
NYe NMOKNyr[|vNTX[SSO(uKN0rI{CQN
N_(ueck_\Omi(uSbUtck_\Omi]\Ow0!jdck_\Omi]\Owb,nfNUOz_x0a(uz_b|q}KN!j^U\'`0*gS_ivuKNck_\Omic
kc
kN
N_\rI{z_CQNKNNUOR(ueNUOvQN(u0
 
 
 
 -   E m b e d d a b l e   E J B   C o n t a i n e r 
 
 
 
 vQN  I B M   A p p l i c a t i o n   S e r v e r   zleHh
 
 
 
 c
kN_O(u  W e b S p h e r e   A p p l i c a t i o n   S e r v e r   N e t w o r k   D e p l o y m e n t   KN  J o b   M a n a g e r   CQN{t,gz_0c
kN
N_O(u  W e b S p h e r e   A p p l i c a t i o n   S e r v e r   N e t w o r k   D e p l o y m e n t   KNNUOvQNCQN{t,gz_0
 
 
 
 H T T P   	s^aS1YHecKb
 
 
 
 c
kN_e,gz_@b(W_jhVNYKN_jhV
NWL  H T T P   :O
ghVNO(u  W e b   :O
ghVYcz_X2[hQ'`0
 
 
 
 c
kN gY_\NASNP,gz_-[ji(uKN  W e b   :O
ghVYcz_Mne  H T T P   :O
ghVi(uKN NP  W e b   :O
ghVYcz_0Q(WU N  W e b   :O
ghVYcz_gQNUO!|_	s^aS1YHecKb gYPP\Bl^NP,gz_-[jNN  H T T P / H T T P S   BlpP0U N,gz_-[jOcP%R  W e b S p h e r e   A p p l i c a t i o n   S e r v e r   WLBfgtXNS+T:O
ghVeWLBfgtX@bUtSS1uc
kNfKN NRjHh0
 
 
 
 LR_]wQD}
 
 
 
 I B M   ]ݑ
\1u,gz_@bOLR_]wQ0LR_]wQ
0	^zKNa(uz_,nfHr,g2L,nfN$RerI{a(uz_,nfHr,g&Tivu0WWLe  A p p l e   ( i O S ) 0R I M   ( B l a c k b e r r y )   S  G o o g l e   ( A n d r o i d )   cOKNgNHr,gvLR_\Omi|q}s^Sq}1z0LR_\Omi|q}s^S
0	`LR_\Omi|q}s^SO1u,{	NNcO^  I B M   @bccNN*gevQfBfw  I B M 0wdk1~	gvSKN[I B M   N
NOINUO)R(uLR_]wQ^zKNa(uz_bvQN8QGWSeNUOLR_\Omi|q}s^SbLR_݈n-NivuWLbvQNv#bv[0
 
 
 
 0/ecz_
0s0}ǌe
 
 
 
 I B M   D B 2 
 
 
 
 NNT[i(ue,gc
kKbQ-N0/ecz_
0 N{@bc[  I B M   D B 2   Hr,gKNO(u
 
 
 
 -   c
kks  1 / 1 
 
 -   O(uP6R1u0;Nz_
0O(u
 
 
 
 I B M   W e b S p h e r e   R e a l   T i m e   3 . 0 De  I B M   W e b S p h e r e   S D K   J a v a   T e c h n o l o g y   E d i t i o n   7 . 0   Hr	
 
 -   O(uP6R^ck_\Omi
 
 
 
 0ks  n / m 
0Occ
kN1\0;Nz_
0teԚKNk Nyr[c
kxeϑ  ( ' m ' )   N	gKN0/ecz_
0c
kxeϑ  ( ' n ' ) 0d^S	g[0/ecz_
0KNc
kxeϑ N_!qhN2MO  ' n '   KNtexe
Pxeϑ0OYgz_1\0;Nz_
0S_KNk  5 0 0   P  P V U   S+TN	g  1 0 0   Pi(ueg0/ecz_
0KN  P V U Nc
kNS_  1 , 2 0 0   Pr0;Nz_
0KN  P V U GRc
kN_[݈r0/ecz_
0Nr0/ecz_
0 gYSO(ub{t  3 0 0   P  P V U   KNUthV8h_0c
kNV[݈0/ecz_
0[݈,gz_BfMRrI{  P V U S
N {eQ  P V U   =~ BlKN NR֖6q_NSWevQNSV {eQMRrI{  P V U OYvuUthV8h_O0;Nz_
0O(uBf	0
 
 
 
 01u0;Nz_
0O(u
0Oc0/ecz_
0P\O0;Nz_
0O(u0c
kN0NUOa(uz_0z_b݈nGW
N_vcO(ubX[S0/ecz_
0KN
gRFOc
kN_X[S0/ecz_
0NWL0/ecz_
0i(uKN{tROYPN0V_Sc
kMn0
 
 
 
 0^ck_\Omi
0Oc,g/ecz_PPpgQ^ck_\Omi;mRrpc
kNKN|vS,nftXKN NRrI{;mRSbFO
NPe,nf0Hete0/:e0gQWnUP0^n0xOTI{;mRS/ bO(u]|vHOKNa(uz_-Nb|vOgQO(uKN,gz_DRb^8OR0*gS_ivuKNck_\Omic
kc
kN
N_\,g/ecz_KNNUOR(ueNUOvQN(u0
 
 
 
 
 
 L / N :     L - J T H S - 8 R 4 N A R 
 
 D / N :     L - J T H S - 8 R 4 N A R 
 
 P / N :     L - J T H S - 8 R 4 N A R   