߂{^
 
 
͂` (o)

(o) ͂`

ε= (o) ͂`

C= (o) ͂`

(o) =3 ͂`

(o) =R ͂`
͂` ( o )

( o ) ͂`

ε= ( o ) ͂`

C= ( o ) ͂`

( o ) =3 ͂`

( o ) =R ͂`
(o ͂`

(o ) ͂`

(o@) ͂`

ε= (o ͂`

ε= (o ) ͂`

ε= (o@) ͂`

C= (o ͂`

C= (o ) ͂`

C= (o@) ͂`
o) ͂`

( o) ͂`

(@o) ͂`

o) =3 ͂`
( o) =3 ͂`
(@o) =3 ͂`

o) =R ͂`

( o) =R ͂`

(@o) =R ͂`
͂` (;o;)
͂` (GoG)

(;o;) ͂`

(GoG) ͂`

ε= (;o;) ͂`
ε= (GoG) ͂`

C= (;o;) ͂`

C= (GoG) ͂`

(;o;) =3 ͂`

(GoG) =3 ͂`

(;o;) =R ͂`

(GoG) =R ͂`
(o; ͂`
(oG ͂`

(o;) ͂`

(o; ) ͂`

(oG) ͂`

ε= (o; ͂`

ε= (oG ͂`

ε= (o;) ͂`

ε= (o; ) ͂`

ε= (oG) ͂`

C= (o; ͂`

C= (oG ͂`

C= (o;) ͂`

C= (o; ) ͂`

C= (oG) ͂`
;o) ͂`
Go) ͂`

(;o) ͂`

( ;o) ͂`

(Go) ͂`

;o) =3 ͂`

Go) =3 ͂`
(;o) =3 ͂`
( ;o) =3 ͂`
(Go) =3 ͂`

;o) =R ͂`

Go) =R ͂`

(;o) =R ͂`

( ;o) =R ͂`

(Go) =R ͂`
͂` (*o*)
͂` (o)

(*o*) ͂`

(o) ͂`

ε= (*o*) ͂`
ε= (o) ͂`

C= (*o*) ͂`

C= (o) ͂`

(*o*) =3 ͂`

(o) =3 ͂`

(*o*) =R ͂`

(o) =R ͂`
(o* ͂`
(o ͂`

(o*) ͂`

(o) ͂`

ε= (o* ͂`

ε= (o ͂`

ε= (o*) ͂`

ε= (o) ͂`

C= (o* ͂`

C= (o ͂`

C= (o*) ͂`

C= (o) ͂`
*o) ͂`
o) ͂`

(*o) ͂`

(o) ͂`

*o) =3 ͂`
o) =3 ͂`
(*o) =3 ͂`
(o) =3 ͂`

*o) =R ͂`

o) =R ͂`

(*o) =R ͂`

(o) =R ͂`
͂` (VoV)

(VoV) ͂`

ε= (VoV) ͂`

C= (VoV) ͂`

(VoV) =3 ͂`

(VoV) =R ͂`
(oV ͂`

(oV) ͂`

ε= (oV ͂`

ε= (oV) ͂`

C= (oV ͂`

C= (oV) ͂`
Vo) ͂`

(Vo) ͂`

Vo) =3 ͂`
(Vo) =3 ͂`

Vo) =R ͂`

(Vo) =R ͂`
 
 
͂` ()

() ͂`

ε= () ͂`

C= () ͂`

() =3 ͂`

() =R ͂`
͂` ( )

( ) ͂`

ε= ( ) ͂`

C= ( ) ͂`

( ) =3 ͂`

( ) =R ͂`
( ͂`

( ) ͂`

(@) ͂`

ε= ( ͂`

ε= ( ) ͂`

ε= (@) ͂`

C= ( ͂`

C= ( ) ͂`

C= (@) ͂`
) ͂`

( ) ͂`

(@) ͂`

) =3 ͂`
( ) =3 ͂`
(@) =3 ͂`

) =R ͂`

( ) =R ͂`

(@) =R ͂`
͂` (;;)
͂` (GG)

(;;) ͂`

(GG) ͂`

ε= (;;) ͂`
ε= (GG) ͂`

C= (;;) ͂`

C= (GG) ͂`

(;;) =3 ͂`

(GG) =3 ͂`

(;;) =R ͂`

(GG) =R ͂`
(; ͂`
(G ͂`

(;) ͂`

(; ) ͂`

(G) ͂`

ε= (; ͂`

ε= (G ͂`

ε= (;) ͂`

ε= (; ) ͂`

ε= (G) ͂`

C= (; ͂`

C= (G ͂`

C= (;) ͂`

C= (; ) ͂`

C= (G) ͂`
;) ͂`
G) ͂`

(;) ͂`

( ;) ͂`

(G) ͂`

;) =3 ͂`

G) =3 ͂`
(;) =3 ͂`
( ;) =3 ͂`
(G) =3 ͂`

;) =R ͂`

G) =R ͂`

(;) =R ͂`

( ;) =R ͂`

(G) =R ͂`
͂` (**)
͂` ()

(**) ͂`

() ͂`

ε= (**) ͂`
ε= () ͂`

C= (**) ͂`

C= () ͂`

(**) =3 ͂`

() =3 ͂`

(**) =R ͂`

() =R ͂`
(* ͂`
( ͂`

(*) ͂`

() ͂`

ε= (* ͂`

ε= ( ͂`

ε= (*) ͂`

ε= () ͂`

C= (* ͂`

C= ( ͂`

C= (*) ͂`

C= () ͂`
*) ͂`
) ͂`

(*) ͂`

() ͂`

*) =3 ͂`
) =3 ͂`
(*) =3 ͂`
() =3 ͂`

*) =R ͂`

) =R ͂`

(*) =R ͂`

() =R ͂`
͂` (VV)

(VV) ͂`

ε= (VV) ͂`

C= (VV) ͂`

(VV) =3 ͂`

(VV) =R ͂`
(V ͂`

(V) ͂`

ε= (V ͂`

ε= (V) ͂`

C= (V ͂`

C= (V) ͂`
V) ͂`

(V) ͂`

V) =3 ͂`
(V) =3 ͂`

V) =R ͂`

(V) =R ͂`
 
 
͂` ( 0 )

( 0 ) ͂`

ε= ( 0 ) ͂`

C= ( 0 ) ͂`

( 0 ) =3 ͂`

( 0 ) =R ͂`
͂` ( 0 )

( 0 ) ͂`

ε= ( 0 ) ͂`

C= ( 0 ) ͂`

( 0 ) =3 ͂`

( 0 ) =R ͂`
( 0 ͂`

( 0 ) ͂`

( 0 @) ͂`

ε= ( 0 ͂`

ε= ( 0 ) ͂`

ε= ( 0 @) ͂`

C= ( 0 ͂`

C= ( 0 ) ͂`

C= ( 0 @) ͂`
0 ) ͂`

( 0 ) ͂`

(@ 0 ) ͂`

0 ) =3 ͂`
( 0 ) =3 ͂`
(@ 0 ) =3 ͂`

0 ) =R ͂`

( 0 ) =R ͂`

(@ 0 ) =R ͂`
͂` (; 0 ;)
͂` (G 0 G)

(; 0 ;) ͂`

(G 0 G) ͂`

ε= (; 0 ;) ͂`
ε= (G 0 G) ͂`

C= (; 0 ;) ͂`

C= (G 0 G) ͂`

(; 0 ;) =3 ͂`

(G 0 G) =3 ͂`

(; 0 ;) =R ͂`

(G 0 G) =R ͂`
( 0 ; ͂`
( 0 G ͂`

( 0 ;) ͂`

( 0 ; ) ͂`

( 0 G) ͂`

ε= ( 0 ; ͂`

ε= ( 0 G ͂`

ε= ( 0 ;) ͂`

ε= ( 0 ; ) ͂`

ε= ( 0 G) ͂`

C= ( 0 ; ͂`

C= ( 0 G ͂`

C= ( 0 ;) ͂`

C= ( 0 ; ) ͂`

C= ( 0 G) ͂`
; 0 ) ͂`
G 0 ) ͂`

(; 0 ) ͂`

( ; 0 ) ͂`

(G 0 ) ͂`

; 0 ) =3 ͂`

G 0 ) =3 ͂`
(; 0 ) =3 ͂`
( ; 0 ) =3 ͂`
(G 0 ) =3 ͂`

; 0 ) =R ͂`

G 0 ) =R ͂`

(; 0 ) =R ͂`

( ; 0 ) =R ͂`

(G 0 ) =R ͂`
͂` (* 0 *)
͂` ( 0 )

(* 0 *) ͂`

( 0 ) ͂`

ε= (* 0 *) ͂`
ε= ( 0 ) ͂`

C= (* 0 *) ͂`

C= ( 0 ) ͂`

(* 0 *) =3 ͂`

( 0 ) =3 ͂`

(* 0 *) =R ͂`

( 0 ) =R ͂`
( 0 * ͂`
( 0 ͂`

( 0 *) ͂`

( 0 ) ͂`

ε= ( 0 * ͂`

ε= ( 0 ͂`

ε= ( 0 *) ͂`

ε= ( 0 ) ͂`

C= ( 0 * ͂`

C= ( 0 ͂`

C= ( 0 *) ͂`

C= ( 0 ) ͂`
* 0 ) ͂`
0 ) ͂`

(* 0 ) ͂`

( 0 ) ͂`

* 0 ) =3 ͂`
0 ) =3 ͂`
(* 0 ) =3 ͂`
( 0 ) =3 ͂`

* 0 ) =R ͂`

0 ) =R ͂`

(* 0 ) =R ͂`

( 0 ) =R ͂`
͂` (V 0 V)

(V 0 V) ͂`

ε= (V 0 V) ͂`

C= (V 0 V) ͂`

(V 0 V) =3 ͂`

(V 0 V) =R ͂`
( 0 V ͂`

( 0 V) ͂`

ε= ( 0 V ͂`

ε= ( 0 V) ͂`

C= ( 0 V ͂`

C= ( 0 V) ͂`
V 0 ) ͂`

(V 0 ) ͂`

V 0 ) =3 ͂`
(V 0 ) =3 ͂`

V 0 ) =R ͂`

(V 0 ) =R ͂`
 
 
͂` ( O )

( O ) ͂`

ε= ( O ) ͂`

C= ( O ) ͂`

( O ) =3 ͂`

( O ) =R ͂`
͂` ( O )

( O ) ͂`

ε= ( O ) ͂`

C= ( O ) ͂`

( O ) =3 ͂`

( O ) =R ͂`
( O ͂`

( O ) ͂`

( O @) ͂`

ε= ( O ͂`

ε= ( O ) ͂`

ε= ( O @) ͂`

C= ( O ͂`

C= ( O ) ͂`

C= ( O @) ͂`
O ) ͂`

( O ) ͂`

(@ O ) ͂`

O ) =3 ͂`
( O ) =3 ͂`
(@ O ) =3 ͂`

O ) =R ͂`

( O ) =R ͂`

(@ O ) =R ͂`
͂` (; O ;)
͂` (G O G)

(; O ;) ͂`

(G O G) ͂`

ε= (; O ;) ͂`
ε= (G O G) ͂`

C= (; O ;) ͂`

C= (G O G) ͂`

(; O ;) =3 ͂`

(G O G) =3 ͂`

(; O ;) =R ͂`

(G O G) =R ͂`
( O ; ͂`
( O G ͂`

( O ;) ͂`

( O ; ) ͂`

( O G) ͂`

ε= ( O ; ͂`

ε= ( O G ͂`

ε= ( O ;) ͂`

ε= ( O ; ) ͂`

ε= ( O G) ͂`

C= ( O ; ͂`

C= ( O G ͂`

C= ( O ;) ͂`

C= ( O ; ) ͂`

C= ( O G) ͂`
; O ) ͂`
G O ) ͂`

(; O ) ͂`

( ; O ) ͂`

(G O ) ͂`

; O ) =3 ͂`

G O ) =3 ͂`
(; O ) =3 ͂`
( ; O ) =3 ͂`
(G O ) =3 ͂`

; O ) =R ͂`

G O ) =R ͂`

(; O ) =R ͂`

( ; O ) =R ͂`

(G O ) =R ͂`
͂` (* O *)
͂` ( O )

(* O *) ͂`

( O ) ͂`

ε= (* O *) ͂`
ε= ( O ) ͂`

C= (* O *) ͂`

C= ( O ) ͂`

(* O *) =3 ͂`

( O ) =3 ͂`

(* O *) =R ͂`

( O ) =R ͂`
( O * ͂`
( O ͂`

( O *) ͂`

( O ) ͂`

ε= ( O * ͂`

ε= ( O ͂`

ε= ( O *) ͂`

ε= ( O ) ͂`

C= ( O * ͂`

C= ( O ͂`

C= ( O *) ͂`

C= ( O ) ͂`
* O ) ͂`
O ) ͂`

(* O ) ͂`

( O ) ͂`

* O ) =3 ͂`
O ) =3 ͂`
(* O ) =3 ͂`
( O ) =3 ͂`

* O ) =R ͂`

O ) =R ͂`

(* O ) =R ͂`

( O ) =R ͂`
͂` (V O V)

(V O V) ͂`

ε= (V O V) ͂`

C= (V O V) ͂`

(V O V) =3 ͂`

(V O V) =R ͂`
( O V ͂`

( O V) ͂`

ε= ( O V ͂`

ε= ( O V) ͂`

C= ( O V ͂`

C= ( O V) ͂`
V O ) ͂`

(V O ) ͂`

V O ) =3 ͂`
(V O ) =3 ͂`

V O ) =R ͂`

(V O ) =R ͂`
 
 
͂` ( n )

( n ) ͂`

ε= ( n ) ͂`

C= ( n ) ͂`

( n ) =3 ͂`

( n ) =R ͂`
͂` ( n )

( n ) ͂`

ε= ( n ) ͂`

C= ( n ) ͂`

( n ) =3 ͂`

( n ) =R ͂`
( n ͂`

( n ) ͂`

( n @) ͂`

ε= ( n ͂`

ε= ( n ) ͂`

ε= ( n @) ͂`

C= ( n ͂`

C= ( n ) ͂`

C= ( n @) ͂`
n ) ͂`

( n ) ͂`

(@ n ) ͂`

n ) =3 ͂`
( n ) =3 ͂`
(@ n ) =3 ͂`

n ) =R ͂`

( n ) =R ͂`

(@ n ) =R ͂`
͂` (; n ;)
͂` (G n G)

(; n ;) ͂`

(G n G) ͂`

ε= (; n ;) ͂`
ε= (G n G) ͂`

C= (; n ;) ͂`

C= (G n G) ͂`

(; n ;) =3 ͂`

(G n G) =3 ͂`

(; n ;) =R ͂`

(G n G) =R ͂`
( n ; ͂`
( n G ͂`

( n ;) ͂`

( n ; ) ͂`

( n G) ͂`

ε= ( n ; ͂`

ε= ( n G ͂`

ε= ( n ;) ͂`

ε= ( n ; ) ͂`

ε= ( n G) ͂`

C= ( n ; ͂`

C= ( n G ͂`

C= ( n ;) ͂`

C= ( n ; ) ͂`

C= ( n G) ͂`
; n ) ͂`
G n ) ͂`

(; n ) ͂`

( ; n ) ͂`

(G n ) ͂`

; n ) =3 ͂`

G n ) =3 ͂`
(; n ) =3 ͂`
( ; n ) =3 ͂`
(G n ) =3 ͂`

; n ) =R ͂`

G n ) =R ͂`

(; n ) =R ͂`

( ; n ) =R ͂`

(G n ) =R ͂`
͂` (* n *)
͂` ( n )

(* n *) ͂`

( n ) ͂`

ε= (* n *) ͂`
ε= ( n ) ͂`

C= (* n *) ͂`

C= ( n ) ͂`

(* n *) =3 ͂`

( n ) =3 ͂`

(* n *) =R ͂`

( n ) =R ͂`
( n * ͂`
( n ͂`

( n *) ͂`

( n ) ͂`

ε= ( n * ͂`

ε= ( n ͂`

ε= ( n *) ͂`

ε= ( n ) ͂`

C= ( n * ͂`

C= ( n ͂`

C= ( n *) ͂`

C= ( n ) ͂`
* n ) ͂`
n ) ͂`

(* n ) ͂`

( n ) ͂`

* n ) =3 ͂`
n ) =3 ͂`
(* n ) =3 ͂`
( n ) =3 ͂`

* n ) =R ͂`

n ) =R ͂`

(* n ) =R ͂`

( n ) =R ͂`
͂` (V n V)

(V n V) ͂`

ε= (V n V) ͂`

C= (V n V) ͂`

(V n V) =3 ͂`

(V n V) =R ͂`
( n V ͂`

( n V) ͂`

ε= ( n V ͂`

ε= ( n V) ͂`

C= ( n V ͂`

C= ( n V) ͂`
V n ) ͂`

(V n ) ͂`

V n ) =3 ͂`
(V n ) =3 ͂`

V n ) =R ͂`

(V n ) =R ͂`
 
 
͂` (∇)

(∇) ͂`

ε= (∇) ͂`

C= (∇) ͂`

(∇) =3 ͂`

(∇) =R ͂`
͂` ( ∇ )

( ∇ ) ͂`

ε= ( ∇ ) ͂`

C= ( ∇ ) ͂`

( ∇ ) =3 ͂`

( ∇ ) =R ͂`
(∇ ͂`

(∇ ) ͂`

(∇@) ͂`

ε= (∇ ͂`

ε= (∇ ) ͂`

ε= (∇@) ͂`

C= (∇ ͂`

C= (∇ ) ͂`

C= (∇@) ͂`
∇) ͂`

( ∇) ͂`

(@∇) ͂`

∇) =3 ͂`
( ∇) =3 ͂`
(@∇) =3 ͂`

∇) =R ͂`

( ∇) =R ͂`

(@∇) =R ͂`
͂` (;∇;)
͂` (G∇G)

(;∇;) ͂`

(G∇G) ͂`

ε= (;∇;) ͂`
ε= (G∇G) ͂`

C= (;∇;) ͂`

C= (G∇G) ͂`

(;∇;) =3 ͂`

(G∇G) =3 ͂`

(;∇;) =R ͂`

(G∇G) =R ͂`
(∇; ͂`
(∇G ͂`

(∇;) ͂`

(∇; ) ͂`

(∇G) ͂`

ε= (∇; ͂`

ε= (∇G ͂`

ε= (∇;) ͂`

ε= (∇; ) ͂`

ε= (∇G) ͂`

C= (∇; ͂`

C= (∇G ͂`

C= (∇;) ͂`

C= (∇; ) ͂`

C= (∇G) ͂`
;∇) ͂`
G∇) ͂`

(;∇) ͂`

( ;∇) ͂`

(G∇) ͂`

;∇) =3 ͂`

G∇) =3 ͂`
(;∇) =3 ͂`
( ;∇) =3 ͂`
(G∇) =3 ͂`

;∇) =R ͂`

G∇) =R ͂`

(;∇) =R ͂`

( ;∇) =R ͂`

(G∇) =R ͂`
͂` (*∇*)
͂` (∇)

(*∇*) ͂`

(∇) ͂`

ε= (*∇*) ͂`
ε= (∇) ͂`

C= (*∇*) ͂`

C= (∇) ͂`

(*∇*) =3 ͂`

(∇) =3 ͂`

(*∇*) =R ͂`

(∇) =R ͂`
(∇* ͂`
(∇ ͂`

(∇*) ͂`

(∇) ͂`

ε= (∇* ͂`

ε= (∇ ͂`

ε= (∇*) ͂`

ε= (∇) ͂`

C= (∇* ͂`

C= (∇ ͂`

C= (∇*) ͂`

C= (∇) ͂`
*∇) ͂`
∇) ͂`

(*∇) ͂`

(∇) ͂`

*∇) =3 ͂`
∇) =3 ͂`
(*∇) =3 ͂`
(∇) =3 ͂`

*∇) =R ͂`

∇) =R ͂`

(*∇) =R ͂`

(∇) =R ͂`
͂` (V∇V)

(V∇V) ͂`

ε= (V∇V) ͂`

C= (V∇V) ͂`

(V∇V) =3 ͂`

(V∇V) =R ͂`
(∇V ͂`

(∇V) ͂`

ε= (∇V ͂`

ε= (∇V) ͂`

C= (∇V ͂`

C= (∇V) ͂`
V∇) ͂`

(V∇) ͂`

V∇) =3 ͂`
(V∇) =3 ͂`

V∇) =R ͂`

(V∇) =R ͂`
 
 
͂` ()

() ͂`

ε= () ͂`

C= () ͂`

() =3 ͂`

() =R ͂`
͂` ( )

( ) ͂`

ε= ( ) ͂`

C= ( ) ͂`

( ) =3 ͂`

( ) =R ͂`
( ͂`

( ) ͂`

(@) ͂`

ε= ( ͂`

ε= ( ) ͂`

ε= (@) ͂`

C= ( ͂`

C= ( ) ͂`

C= (@) ͂`
) ͂`

( ) ͂`

(@) ͂`

) =3 ͂`
( ) =3 ͂`
(@) =3 ͂`

) =R ͂`

( ) =R ͂`

(@) =R ͂`
͂` (;;)
͂` (GG)

(;;) ͂`

(GG) ͂`

ε= (;;) ͂`
ε= (GG) ͂`

C= (;;) ͂`

C= (GG) ͂`

(;;) =3 ͂`

(GG) =3 ͂`

(;;) =R ͂`

(GG) =R ͂`
(; ͂`
(G ͂`

(;) ͂`

(; ) ͂`

(G) ͂`

ε= (; ͂`

ε= (G ͂`

ε= (;) ͂`

ε= (; ) ͂`

ε= (G) ͂`

C= (; ͂`

C= (G ͂`

C= (;) ͂`

C= (; ) ͂`

C= (G) ͂`
;) ͂`
G) ͂`

(;) ͂`

( ;) ͂`

(G) ͂`

;) =3 ͂`

G) =3 ͂`
(;) =3 ͂`
( ;) =3 ͂`
(G) =3 ͂`

;) =R ͂`

G) =R ͂`

(;) =R ͂`

( ;) =R ͂`

(G) =R ͂`
͂` (**)
͂` ()

(**) ͂`

() ͂`

ε= (**) ͂`
ε= () ͂`

C= (**) ͂`

C= () ͂`

(**) =3 ͂`

() =3 ͂`

(**) =R ͂`

() =R ͂`
(* ͂`
( ͂`

(*) ͂`

() ͂`

ε= (* ͂`

ε= ( ͂`

ε= (*) ͂`

ε= () ͂`

C= (* ͂`

C= ( ͂`

C= (*) ͂`

C= () ͂`
*) ͂`
) ͂`

(*) ͂`

() ͂`

*) =3 ͂`
) =3 ͂`
(*) =3 ͂`
() =3 ͂`

*) =R ͂`

) =R ͂`

(*) =R ͂`

() =R ͂`
͂` (VV)

(VV) ͂`

ε= (VV) ͂`

C= (VV) ͂`

(VV) =3 ͂`

(VV) =R ͂`
(V ͂`

(V) ͂`

ε= (V ͂`

ε= (V) ͂`

C= (V ͂`

C= (V) ͂`
V) ͂`

(V) ͂`

V) =3 ͂`
(V) =3 ͂`

V) =R ͂`

(V) =R ͂`
 
 
͂` (∀)

(∀) ͂`

ε= (∀) ͂`

C= (∀) ͂`

(∀) =3 ͂`

(∀) =R ͂`
͂` ( ∀ )

( ∀ ) ͂`

ε= ( ∀ ) ͂`

C= ( ∀ ) ͂`

( ∀ ) =3 ͂`

( ∀ ) =R ͂`
(∀ ͂`

(∀ ) ͂`

(∀@) ͂`

ε= (∀ ͂`

ε= (∀ ) ͂`

ε= (∀@) ͂`

C= (∀ ͂`

C= (∀ ) ͂`

C= (∀@) ͂`
∀) ͂`

( ∀) ͂`

(@∀) ͂`

∀) =3 ͂`
( ∀) =3 ͂`
(@∀) =3 ͂`

∀) =R ͂`

( ∀) =R ͂`

(@∀) =R ͂`
͂` (;∀;)
͂` (G∀G)

(;∀;) ͂`

(G∀G) ͂`

ε= (;∀;) ͂`
ε= (G∀G) ͂`

C= (;∀;) ͂`

C= (G∀G) ͂`

(;∀;) =3 ͂`

(G∀G) =3 ͂`

(;∀;) =R ͂`

(G∀G) =R ͂`
(∀; ͂`
(∀G ͂`

(∀;) ͂`

(∀; ) ͂`

(∀G) ͂`

ε= (∀; ͂`

ε= (∀G ͂`

ε= (∀;) ͂`

ε= (∀; ) ͂`

ε= (∀G) ͂`

C= (∀; ͂`

C= (∀G ͂`

C= (∀;) ͂`

C= (∀; ) ͂`

C= (∀G) ͂`
;∀) ͂`
G∀) ͂`

(;∀) ͂`

( ;∀) ͂`

(G∀) ͂`

;∀) =3 ͂`

G∀) =3 ͂`
(;∀) =3 ͂`
( ;∀) =3 ͂`
(G∀) =3 ͂`

;∀) =R ͂`

G∀) =R ͂`

(;∀) =R ͂`

( ;∀) =R ͂`

(G∀) =R ͂`
͂` (*∀*)
͂` (∀)

(*∀*) ͂`

(∀) ͂`

ε= (*∀*) ͂`
ε= (∀) ͂`

C= (*∀*) ͂`

C= (∀) ͂`

(*∀*) =3 ͂`

(∀) =3 ͂`

(*∀*) =R ͂`

(∀) =R ͂`
(∀* ͂`
(∀ ͂`

(∀*) ͂`

(∀) ͂`

ε= (∀* ͂`

ε= (∀ ͂`

ε= (∀*) ͂`

ε= (∀) ͂`

C= (∀* ͂`

C= (∀ ͂`

C= (∀*) ͂`

C= (∀) ͂`
*∀) ͂`
∀) ͂`

(*∀) ͂`

(∀) ͂`

*∀) =3 ͂`
∀) =3 ͂`
(*∀) =3 ͂`
(∀) =3 ͂`

*∀) =R ͂`

∀) =R ͂`

(*∀) =R ͂`

(∀) =R ͂`
͂` (V∀V)

(V∀V) ͂`

ε= (V∀V) ͂`

C= (V∀V) ͂`

(V∀V) =3 ͂`

(V∀V) =R ͂`
(∀V ͂`

(∀V) ͂`

ε= (∀V ͂`

ε= (∀V) ͂`

C= (∀V ͂`

C= (∀V) ͂`
V∀) ͂`

(V∀) ͂`

V∀) =3 ͂`
(V∀) =3 ͂`

V∀) =R ͂`

(V∀) =R ͂`
 
 
͂` ()

() ͂`

ε= () ͂`

C= () ͂`

() =3 ͂`

() =R ͂`
͂` ( )

( ) ͂`

ε= ( ) ͂`

C= ( ) ͂`

( ) =3 ͂`

( ) =R ͂`
( ͂`

( ) ͂`

(@) ͂`

ε= ( ͂`

ε= ( ) ͂`

ε= (@) ͂`

C= ( ͂`

C= ( ) ͂`

C= (@) ͂`
) ͂`

( ) ͂`

(@) ͂`

) =3 ͂`
( ) =3 ͂`
(@) =3 ͂`

) =R ͂`

( ) =R ͂`

(@) =R ͂`
͂` (;;)
͂` (GG)

(;;) ͂`

(GG) ͂`

ε= (;;) ͂`
ε= (GG) ͂`

C= (;;) ͂`

C= (GG) ͂`

(;;) =3 ͂`

(GG) =3 ͂`

(;;) =R ͂`

(GG) =R ͂`
(; ͂`
(G ͂`

(;) ͂`

(; ) ͂`

(G) ͂`

ε= (; ͂`

ε= (G ͂`

ε= (;) ͂`

ε= (; ) ͂`

ε= (G) ͂`

C= (; ͂`

C= (G ͂`

C= (;) ͂`

C= (; ) ͂`

C= (G) ͂`
;) ͂`
G) ͂`

(;) ͂`

( ;) ͂`

(G) ͂`

;) =3 ͂`

G) =3 ͂`
(;) =3 ͂`
( ;) =3 ͂`
(G) =3 ͂`

;) =R ͂`

G) =R ͂`

(;) =R ͂`

( ;) =R ͂`

(G) =R ͂`
͂` (**)
͂` ()

(**) ͂`

() ͂`

ε= (**) ͂`
ε= () ͂`

C= (**) ͂`

C= () ͂`

(**) =3 ͂`

() =3 ͂`

(**) =R ͂`

() =R ͂`
(* ͂`
( ͂`

(*) ͂`

() ͂`

ε= (* ͂`

ε= ( ͂`

ε= (*) ͂`

ε= () ͂`

C= (* ͂`

C= ( ͂`

C= (*) ͂`

C= () ͂`
*) ͂`
) ͂`

(*) ͂`

() ͂`

*) =3 ͂`
) =3 ͂`
(*) =3 ͂`
() =3 ͂`

*) =R ͂`

) =R ͂`

(*) =R ͂`

() =R ͂`
͂` (VV)

(VV) ͂`

ε= (VV) ͂`

C= (VV) ͂`

(VV) =3 ͂`

(VV) =R ͂`
(V ͂`

(V) ͂`

ε= (V ͂`

ε= (V) ͂`

C= (V ͂`

C= (V) ͂`
V) ͂`

(V) ͂`

V) =3 ͂`
(V) =3 ͂`

V) =R ͂`

(V) =R ͂`
 
 
͂` ()

() ͂`

ε= () ͂`

C= () ͂`

() =3 ͂`

() =R ͂`
͂` ( )

( ) ͂`

ε= ( ) ͂`

C= ( ) ͂`

( ) =3 ͂`

( ) =R ͂`
( ͂`

( ) ͂`

(@) ͂`

ε= ( ͂`

ε= ( ) ͂`

ε= (@) ͂`

C= ( ͂`

C= ( ) ͂`

C= (@) ͂`
) ͂`

( ) ͂`

(@) ͂`

) =3 ͂`
( ) =3 ͂`
(@) =3 ͂`

) =R ͂`

( ) =R ͂`

(@) =R ͂`
͂` (;;)
͂` (GG)

(;;) ͂`

(GG) ͂`

ε= (;;) ͂`
ε= (GG) ͂`

C= (;;) ͂`

C= (GG) ͂`

(;;) =3 ͂`

(GG) =3 ͂`

(;;) =R ͂`

(GG) =R ͂`
(; ͂`
(G ͂`

(;) ͂`

(; ) ͂`

(G) ͂`

ε= (; ͂`

ε= (G ͂`

ε= (;) ͂`

ε= (; ) ͂`

ε= (G) ͂`

C= (; ͂`

C= (G ͂`

C= (;) ͂`

C= (; ) ͂`

C= (G) ͂`
;) ͂`
G) ͂`

(;) ͂`

( ;) ͂`

(G) ͂`

;) =3 ͂`

G) =3 ͂`
(;) =3 ͂`
( ;) =3 ͂`
(G) =3 ͂`

;) =R ͂`

G) =R ͂`

(;) =R ͂`

( ;) =R ͂`

(G) =R ͂`
͂` (**)
͂` ()

(**) ͂`

() ͂`

ε= (**) ͂`
ε= () ͂`

C= (**) ͂`

C= () ͂`

(**) =3 ͂`

() =3 ͂`

(**) =R ͂`

() =R ͂`
(* ͂`
( ͂`

(*) ͂`

() ͂`

ε= (* ͂`

ε= ( ͂`

ε= (*) ͂`

ε= () ͂`

C= (* ͂`

C= ( ͂`

C= (*) ͂`

C= () ͂`
*) ͂`
) ͂`

(*) ͂`

() ͂`

*) =3 ͂`
) =3 ͂`
(*) =3 ͂`
() =3 ͂`

*) =R ͂`

) =R ͂`

(*) =R ͂`

() =R ͂`
͂` (VV)

(VV) ͂`

ε= (VV) ͂`

C= (VV) ͂`

(VV) =3 ͂`

(VV) =R ͂`
(V ͂`

(V) ͂`

ε= (V ͂`

ε= (V) ͂`

C= (V ͂`

C= (V) ͂`
V) ͂`

(V) ͂`

V) =3 ͂`
(V) =3 ͂`

V) =R ͂`

(V) =R ͂`
 
 
͂` ()

() ͂`

ε= () ͂`

C= () ͂`

() =3 ͂`

() =R ͂`
͂` ( )

( ) ͂`

ε= ( ) ͂`

C= ( ) ͂`

( ) =3 ͂`

( ) =R ͂`
( ͂`

( ) ͂`

(@) ͂`

ε= ( ͂`

ε= ( ) ͂`

ε= (@) ͂`

C= ( ͂`

C= ( ) ͂`

C= (@) ͂`
) ͂`

( ) ͂`

(@) ͂`

) =3 ͂`
( ) =3 ͂`
(@) =3 ͂`

) =R ͂`

( ) =R ͂`

(@) =R ͂`
͂` (;;)
͂` (GG)

(;;) ͂`

(GG) ͂`

ε= (;;) ͂`
ε= (GG) ͂`

C= (;;) ͂`

C= (GG) ͂`

(;;) =3 ͂`

(GG) =3 ͂`

(;;) =R ͂`

(GG) =R ͂`
(; ͂`
(G ͂`

(;) ͂`

(; ) ͂`

(G) ͂`

ε= (; ͂`

ε= (G ͂`

ε= (;) ͂`

ε= (; ) ͂`

ε= (G) ͂`

C= (; ͂`

C= (G ͂`

C= (;) ͂`

C= (; ) ͂`

C= (G) ͂`
;) ͂`
G) ͂`

(;) ͂`

( ;) ͂`

(G) ͂`

;) =3 ͂`

G) =3 ͂`
(;) =3 ͂`
( ;) =3 ͂`
(G) =3 ͂`

;) =R ͂`

G) =R ͂`

(;) =R ͂`

( ;) =R ͂`

(G) =R ͂`
͂` (**)
͂` ()

(**) ͂`

() ͂`

ε= (**) ͂`
ε= () ͂`

C= (**) ͂`

C= () ͂`

(**) =3 ͂`

() =3 ͂`

(**) =R ͂`

() =R ͂`
(* ͂`
( ͂`

(*) ͂`

() ͂`

ε= (* ͂`

ε= ( ͂`

ε= (*) ͂`

ε= () ͂`

C= (* ͂`

C= ( ͂`

C= (*) ͂`

C= () ͂`
*) ͂`
) ͂`

(*) ͂`

() ͂`

*) =3 ͂`
) =3 ͂`
(*) =3 ͂`
() =3 ͂`

*) =R ͂`

) =R ͂`

(*) =R ͂`

() =R ͂`
͂` (VV)

(VV) ͂`

ε= (VV) ͂`

C= (VV) ͂`

(VV) =3 ͂`

(VV) =R ͂`
(V ͂`

(V) ͂`

ε= (V ͂`

ε= (V) ͂`

C= (V ͂`

C= (V) ͂`
V) ͂`

(V) ͂`

V) =3 ͂`
(V) =3 ͂`

V) =R ͂`

(V) =R ͂`
 
 
͂` ()

() ͂`

ε= () ͂`

C= () ͂`

() =3 ͂`

() =R ͂`
͂` ( )

( ) ͂`

ε= ( ) ͂`

C= ( ) ͂`

( ) =3 ͂`

( ) =R ͂`
( ͂`

( ) ͂`

(@) ͂`

ε= ( ͂`

ε= ( ) ͂`

ε= (@) ͂`

C= ( ͂`

C= ( ) ͂`

C= (@) ͂`
) ͂`

( ) ͂`

(@) ͂`

) =3 ͂`
( ) =3 ͂`
(@) =3 ͂`

) =R ͂`

( ) =R ͂`

(@) =R ͂`
͂` (;;)
͂` (GG)

(;;) ͂`

(GG) ͂`

ε= (;;) ͂`
ε= (GG) ͂`

C= (;;) ͂`

C= (GG) ͂`

(;;) =3 ͂`

(GG) =3 ͂`

(;;) =R ͂`

(GG) =R ͂`
(; ͂`
(G ͂`

(;) ͂`

(; ) ͂`

(G) ͂`

ε= (; ͂`

ε= (G ͂`

ε= (;) ͂`

ε= (; ) ͂`

ε= (G) ͂`

C= (; ͂`

C= (G ͂`

C= (;) ͂`

C= (; ) ͂`

C= (G) ͂`
;) ͂`
G) ͂`

(;) ͂`

( ;) ͂`

(G) ͂`

;) =3 ͂`

G) =3 ͂`
(;) =3 ͂`
( ;) =3 ͂`
(G) =3 ͂`

;) =R ͂`

G) =R ͂`

(;) =R ͂`

( ;) =R ͂`

(G) =R ͂`
͂` (**)
͂` ()

(**) ͂`

() ͂`

ε= (**) ͂`
ε= () ͂`

C= (**) ͂`

C= () ͂`

(**) =3 ͂`

() =3 ͂`

(**) =R ͂`

() =R ͂`
(* ͂`
( ͂`

(*) ͂`

() ͂`

ε= (* ͂`

ε= ( ͂`

ε= (*) ͂`

ε= () ͂`

C= (* ͂`

C= ( ͂`

C= (*) ͂`

C= () ͂`
*) ͂`
) ͂`

(*) ͂`

() ͂`

*) =3 ͂`
) =3 ͂`
(*) =3 ͂`
() =3 ͂`

*) =R ͂`

) =R ͂`

(*) =R ͂`

() =R ͂`
͂` (VV)

(VV) ͂`

ε= (VV) ͂`

C= (VV) ͂`

(VV) =3 ͂`

(VV) =R ͂`
(V ͂`

(V) ͂`

ε= (V ͂`

ε= (V) ͂`

C= (V ͂`

C= (V) ͂`
V) ͂`

(V) ͂`

V) =3 ͂`
(V) =3 ͂`

V) =R ͂`

(V) =R ͂`
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