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B i t s t r e a m   I n c . ,   s h a l l   n o t   b e   u s e d   i n   a d v e r t i s i n g   o r 
 o t h e r w i s e   t o   p r o m o t e   t h e   s a l e ,   u s e   o r   o t h e r   d e a l i n g s   i n   t h i s   F o n t   S o f t w a r e 
 w i t h o u t   p r i o r   w r i t t e n   a u t h o r i z a t i o n   f r o m   t h e   G n o m e   F o u n d a t i o n   o r   B i t s t r e a m 
 I n c . ,   r e s p e c t i v e l y .   F o r   f u r t h e r   i n f o r m a t i o n ,   c o n t a c t :   f o n t s   a t   g n o m e   d o t 
 o r g .   
 
 A r e v   F o n t s   C o p y r i g h t 
 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 
 
 C o p y r i g h t   ( c )   2 0 0 6   b y   T a v m j o n g   B a h .   A l l   R i g h t s   R e s e r v e d . 
 
 P e r m i s s i o n   i s   h e r e b y   g r a n t e d ,   f r e e   o f   c h a r g e ,   t o   a n y   p e r s o n   o b t a i n i n g 
 a   c o p y   o f   t h e   f o n t s   a c c o m p a n y i n g   t h i s   l i c e n s e   ( " F o n t s " )   a n d 
 a s s o c i a t e d   d o c u m e n t a t i o n   f i l e s   ( t h e   " F o n t   S o f t w a r e " ) ,   t o   r e p r o d u c e 
 a n d   d i s t r i b u t e   t h e   m o d i f i c a t i o n s   t o   t h e   B i t s t r e a m   V e r a   F o n t   S o f t w a r e , 
 i n c l u d i n g   w i t h o u t   l i m i t a t i o n   t h e   r i g h t s   t o   u s e ,   c o p y ,   m e r g e ,   p u b l i s h , 
 d i s t r i b u t e ,   a n d / o r   s e l l   c o p i e s   o f   t h e   F o n t   S o f t w a r e ,   a n d   t o   p e r m i t 
 p e r s o n s   t o   w h o m   t h e   F o n t   S o f t w a r e   i s   f u r n i s h e d   t o   d o   s o ,   s u b j e c t   t o 
 t h e   f o l l o w i n g   c o n d i t i o n s : 
 
 T h e   a b o v e   c o p y r i g h t   a n d   t r a d e m a r k   n o t i c e s   a n d   t h i s   p e r m i s s i o n   n o t i c e 
 s h a l l   b e   i n c l u d e d   i n   a l l   c o p i e s   o f   o n e   o r   m o r e   o f   t h e   F o n t   S o f t w a r e 
 t y p e f a c e s . 
 
 T h e   F o n t   S o f t w a r e   m a y   b e   m o d i f i e d ,   a l t e r e d ,   o r   a d d e d   t o ,   a n d   i n 
 p a r t i c u l a r   t h e   d e s i g n s   o f   g l y p h s   o r   c h a r a c t e r s   i n   t h e   F o n t s   m a y   b e 
 m o d i f i e d   a n d   a d d i t i o n a l   g l y p h s   o r   c h a r a c t e r s   m a y   b e   a d d e d   t o   t h e 
 F o n t s ,   o n l y   i f   t h e   f o n t s   a r e   r e n a m e d   t o   n a m e s   n o t   c o n t a i n i n g   e i t h e r 
 t h e   w o r d s   " T a v m j o n g   B a h "   o r   t h e   w o r d   " A r e v " . 
 
 T h i s   L i c e n s e   b e c o m e s   n u l l   a n d   v o i d   t o   t h e   e x t e n t   a p p l i c a b l e   t o   F o n t s 
 o r   F o n t   S o f t w a r e   t h a t   h a s   b e e n   m o d i f i e d   a n d   i s   d i s t r i b u t e d   u n d e r   t h e   
 " T a v m j o n g   B a h   A r e v "   n a m e s . 
 
 T h e   F o n t   S o f t w a r e   m a y   b e   s o l d   a s   p a r t   o f   a   l a r g e r   s o f t w a r e   p a c k a g e   b u t 
 n o   c o p y   o f   o n e   o r   m o r e   o f   t h e   F o n t   S o f t w a r e   t y p e f a c e s   m a y   b e   s o l d   b y 
 i t s e l f . 
 
 T H E   F O N T   S O F T W A R E   I S   P R O V I D E D   " A S   I S " ,   W I T H O U T   W A R R A N T Y   O F   A N Y   K I N D , 
 E X P R E S S   O R   I M P L I E D ,   I N C L U D I N G   B U T   N O T   L I M I T E D   T O   A N Y   W A R R A N T I E S   O F 
 M E R C H A N T A B I L I T Y ,   F I T N E S S   F O R   A   P A R T I C U L A R   P U R P O S E   A N D   N O N I N F R I N G E M E N T 
 O F   C O P Y R I G H T ,   P A T E N T ,   T R A D E M A R K ,   O R   O T H E R   R I G H T .   I N   N O   E V E N T   S H A L L 
 T A V M J O N G   B A H   B E   L I A B L E   F O R   A N Y   C L A I M ,   D A M A G E S   O R   O T H E R   L I A B I L I T Y , 
 I N C L U D I N G   A N Y   G E N E R A L ,   S P E C I A L ,   I N D I R E C T ,   I N C I D E N T A L ,   O R   C O N S E Q U E N T I A L 
 D A M A G E S ,   W H E T H E R   I N   A N   A C T I O N   O F   C O N T R A C T ,   T O R T   O R   O T H E R W I S E ,   A R I S I N G 
 F R O M ,   O U T   O F   T H E   U S E   O R   I N A B I L I T Y   T O   U S E   T H E   F O N T   S O F T W A R E   O R   F R O M 
 O T H E R   D E A L I N G S   I N   T H E   F O N T   S O F T W A R E . 
 
 E x c e p t   a s   c o n t a i n e d   i n   t h i s   n o t i c e ,   t h e   n a m e   o f   T a v m j o n g   B a h   s h a l l   n o t 
 b e   u s e d   i n   a d v e r t i s i n g   o r   o t h e r w i s e   t o   p r o m o t e   t h e   s a l e ,   u s e   o r   o t h e r 
 d e a l i n g s   i n   t h i s   F o n t   S o f t w a r e   w i t h o u t   p r i o r   w r i t t e n   a u t h o r i z a t i o n 
 f r o m   T a v m j o n g   B a h .   F o r   f u r t h e r   i n f o r m a t i o n ,   c o n t a c t :   t a v m j o n g   @   f r e e 
 .   f r .  Fonts are (c) Bitstream (see below). DejaVu changes are in public domain. Glyphs imported from Arev fonts are (c) Tavmjung Bah (see below)

Bitstream Vera Fonts Copyright
------------------------------

Copyright (c) 2003 by Bitstream, Inc. All Rights Reserved. Bitstream Vera is
a trademark of Bitstream, Inc.

Permission is hereby granted, free of charge, to any person obtaining a copy
of the fonts accompanying this license ("Fonts") and associated
documentation files (the "Font Software"), to reproduce and distribute the
Font Software, including without limitation the rights to use, copy, merge,
publish, distribute, and/or sell copies of the Font Software, and to permit
persons to whom the Font Software is furnished to do so, subject to the
following conditions:

The above copyright and trademark notices and this permission notice shall
be included in all copies of one or more of the Font Software typefaces.

The Font Software may be modified, altered, or added to, and in particular
the designs of glyphs or characters in the Fonts may be modified and
additional glyphs or characters may be added to the Fonts, only if the fonts
are renamed to names not containing either the words "Bitstream" or the word
"Vera".

This License becomes null and void to the extent applicable to Fonts or Font
Software that has been modified and is distributed under the "Bitstream
Vera" names.

The Font Software may be sold as part of a larger software package but no
copy of one or more of the Font Software typefaces may be sold by itself.

THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS
OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF MERCHANTABILITY,
FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT OF COPYRIGHT, PATENT,
TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL BITSTREAM OR THE GNOME
FOUNDATION BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, INCLUDING
ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL DAMAGES,
WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF
THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM OTHER DEALINGS IN THE
FONT SOFTWARE.

Except as contained in this notice, the names of Gnome, the Gnome
Foundation, and Bitstream Inc., shall not be used in advertising or
otherwise to promote the sale, use or other dealings in this Font Software
without prior written authorization from the Gnome Foundation or Bitstrea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') 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}
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') 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B i t s t r e a m   I n c . ,   s h a l l   n o t   b e   u s e d   i n   a d v e r t i s i n g   o r 
 o t h e r w i s e   t o   p r o m o t e   t h e   s a l e ,   u s e   o r   o t h e r   d e a l i n g s   i n   t h i s   F o n t   S o f t w a r e 
 w i t h o u t   p r i o r   w r i t t e n   a u t h o r i z a t i o n   f r o m   t h e   G n o m e   F o u n d a t i o n   o r   B i t s t r e a m 
 I n c . ,   r e s p e c t i v e l y .   F o r   f u r t h e r   i n f o r m a t i o n ,   c o n t a c t :   f o n t s   a t   g n o m e   d o t 
 o r g .   
 
 A r e v   F o n t s   C o p y r i g h t 
 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 
 
 C o p y r i g h t   ( c )   2 0 0 6   b y   T a v m j o n g   B a h .   A l l   R i g h t s   R e s e r v e d . 
 
 P e r m i s s i o n   i s   h e r e b y   g r a n t e d ,   f r e e   o f   c h a r g e ,   t o   a n y   p e r s o n   o b t a i n i n g 
 a   c o p y   o f   t h e   f o n t s   a c c o m p a n y i n g   t h i s   l i c e n s e   ( " F o n t s " )   a n d 
 a s s o c i a t e d   d o c u m e n t a t i o n   f i l e s   ( t h e   " F o n t   S o f t w a r e " ) ,   t o   r e p r o d u c e 
 a n d   d i s t r i b u t e   t h e   m o d i f i c a t i o n s   t o   t h e   B i t s t r e a m   V e r a   F o n t   S o f t w a r e , 
 i n c l u d i n g   w i t h o u t   l i m i t a t i o n   t h e   r i g h t s   t o   u s e ,   c o p y ,   m e r g e ,   p u b l i s h , 
 d i s t r i b u t e ,   a n d / o r   s e l l   c o p i e s   o f   t h e   F o n t   S o f t w a r e ,   a n d   t o   p e r m i t 
 p e r s o n s   t o   w h o m   t h e   F o n t   S o f t w a r e   i s   f u r n i s h e d   t o   d o   s o ,   s u b j e c t   t o 
 t h e   f o l l o w i n g   c o n d i t i o n s : 
 
 T h e   a b o v e   c o p y r i g h t   a n d   t r a d e m a r k   n o t i c e s   a n d   t h i s   p e r m i s s i o n   n o t i c e 
 s h a l l   b e   i n c l u d e d   i n   a l l   c o p i e s   o f   o n e   o r   m o r e   o f   t h e   F o n t   S o f t w a r e 
 t y p e f a c e s . 
 
 T h e   F o n t   S o f t w a r e   m a y   b e   m o d i f i e d ,   a l t e r e d ,   o r   a d d e d   t o ,   a n d   i n 
 p a r t i c u l a r   t h e   d e s i g n s   o f   g l y p h s   o r   c h a r a c t e r s   i n   t h e   F o n t s   m a y   b e 
 m o d i f i e d   a n d   a d d i t i o n a l   g l y p h s   o r   c h a r a c t e r s   m a y   b e   a d d e d   t o   t h e 
 F o n t s ,   o n l y   i f   t h e   f o n t s   a r e   r e n a m e d   t o   n a m e s   n o t   c o n t a i n i n g   e i t h e r 
 t h e   w o r d s   " T a v m j o n g   B a h "   o r   t h e   w o r d   " A r e v " . 
 
 T h i s   L i c e n s e   b e c o m e s   n u l l   a n d   v o i d   t o   t h e   e x t e n t   a p p l i c a b l e   t o   F o n t s 
 o r   F o n t   S o f t w a r e   t h a t   h a s   b e e n   m o d i f i e d   a n d   i s   d i s t r i b u t e d   u n d e r   t h e   
 " T a v m j o n g   B a h   A r e v "   n a m e s . 
 
 T h e   F o n t   S o f t w a r e   m a y   b e   s o l d   a s   p a r t   o f   a   l a r g e r   s o f t w a r e   p a c k a g e   b u t 
 n o   c o p y   o f   o n e   o r   m o r e   o f   t h e   F o n t   S o f t w a r e   t y p e f a c e s   m a y   b e   s o l d   b y 
 i t s e l f . 
 
 T H E   F O N T   S O F T W A R E   I S   P R O V I D E D   " A S   I S " ,   W I T H O U T   W A R R A N T Y   O F   A N Y   K I N D , 
 E X P R E S S   O R   I M P L I E D ,   I N C L U D I N G   B U T   N O T   L I M I T E D   T O   A N Y   W A R R A N T I E S   O F 
 M E R C H A N T A B I L I T Y ,   F I T N E S S   F O R   A   P A R T I C U L A R   P U R P O S E   A N D   N O N I N F R I N G E M E N T 
 O F   C O P Y R I G H T ,   P A T E N T ,   T R A D E M A R K ,   O R   O T H E R   R I G H T .   I N   N O   E V E N T   S H A L L 
 T A V M J O N G   B A H   B E   L I A B L E   F O R   A N Y   C L A I M ,   D A M A G E S   O R   O T H E R   L I A B I L I T Y , 
 I N C L U D I N G   A N Y   G E N E R A L ,   S P E C I A L ,   I N D I R E C T ,   I N C I D E N T A L ,   O R   C O N S E Q U E N T I A L 
 D A M A G E S ,   W H E T H E R   I N   A N   A C T I O N   O F   C O N T R A C T ,   T O R T   O R   O T H E R W I S E ,   A R I S I N G 
 F R O M ,   O U T   O F   T H E   U S E   O R   I N A B I L I T Y   T O   U S E   T H E   F O N T   S O F T W A R E   O R   F R O M 
 O T H E R   D E A L I N G S   I N   T H E   F O N T   S O F T W A R E . 
 
 E x c e p t   a s   c o n t a i n e d   i n   t h i s   n o t i c e ,   t h e   n a m e   o f   T a v m j o n g   B a h   s h a l l   n o t 
 b e   u s e d   i n   a d v e r t i s i n g   o r   o t h e r w i s e   t o   p r o m o t e   t h e   s a l e ,   u s e   o r   o t h e r 
 d e a l i n g s   i n   t h i s   F o n t   S o f t w a r e   w i t h o u t   p r i o r   w r i t t e n   a u t h o r i z a t i o n 
 f r o m   T a v m j o n g   B a h .   F o r   f u r t h e r   i n f o r m a t i o n ,   c o n t a c t :   t a v m j o n g   @   f r e e 
 .   f r .  Fonts are (c) Bitstream (see below). DejaVu changes are in public domain. Glyphs imported from Arev fonts are (c) Tavmjung Bah (see below)

Bitstream Vera Fonts Copyright
------------------------------

Copyright (c) 2003 by Bitstream, Inc. All Rights Reserved. Bitstream Vera is
a trademark of Bitstream, Inc.

Permission is hereby granted, free of charge, to any person obtaining a copy
of the fonts accompanying this license ("Fonts") and associated
documentation files (the "Font Software"), to reproduce and distribute the
Font Software, including without limitation the rights to use, copy, merge,
publish, distribute, and/or sell copies of the Font Software, and to permit
persons to whom the Font Software is furnished to do so, subject to the
following conditions:

The above copyright and trademark notices and this permission notice shall
be included in all copies of one or more of the Font Software typefaces.

The Font Software may be modified, altered, or added to, and in particular
the designs of glyphs or characters in the Fonts may be modified and
additional glyphs or characters may be added to the Fonts, only if the fonts
are renamed to names not containing either the words "Bitstream" or the word
"Vera".

This License becomes null and void to the extent applicable to Fonts or Font
Software that has been modified and is distributed under the "Bitstream
Vera" names.

The Font Software may be sold as part of a larger software package but no
copy of one or more of the Font Software typefaces may be sold by itself.

THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS
OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF MERCHANTABILITY,
FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT OF COPYRIGHT, PATENT,
TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL BITSTREAM OR THE GNOME
FOUNDATION BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, INCLUDING
ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL DAMAGES,
WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF
THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM OTHER DEALINGS IN THE
FONT SOFTWARE.

Except as contained in this notice, the names of Gnome, the Gnome
Foundation, and Bitstream Inc., shall not be used in advertising or
otherwise to promote the sale, use or other dealings in this Font Software
without prior written authorization from the Gnome Foundation or Bitstrea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B i t s t r e a m   I n c . ,   s h a l l   n o t   b e   u s e d   i n   a d v e r t i s i n g   o r 
 o t h e r w i s e   t o   p r o m o t e   t h e   s a l e ,   u s e   o r   o t h e r   d e a l i n g s   i n   t h i s   F o n t   S o f t w a r e 
 w i t h o u t   p r i o r   w r i t t e n   a u t h o r i z a t i o n   f r o m   t h e   G n o m e   F o u n d a t i o n   o r   B i t s t r e a m 
 I n c . ,   r e s p e c t i v e l y .   F o r   f u r t h e r   i n f o r m a t i o n ,   c o n t a c t :   f o n t s   a t   g n o m e   d o t 
 o r g .   
 
 A r e v   F o n t s   C o p y r i g h t 
 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 
 
 C o p y r i g h t   ( c )   2 0 0 6   b y   T a v m j o n g   B a h .   A l l   R i g h t s   R e s e r v e d . 
 
 P e r m i s s i o n   i s   h e r e b y   g r a n t e d ,   f r e e   o f   c h a r g e ,   t o   a n y   p e r s o n   o b t a i n i n g 
 a   c o p y   o f   t h e   f o n t s   a c c o m p a n y i n g   t h i s   l i c e n s e   ( " F o n t s " )   a n d 
 a s s o c i a t e d   d o c u m e n t a t i o n   f i l e s   ( t h e   " F o n t   S o f t w a r e " ) ,   t o   r e p r o d u c e 
 a n d   d i s t r i b u t e   t h e   m o d i f i c a t i o n s   t o   t h e   B i t s t r e a m   V e r a   F o n t   S o f t w a r e , 
 i n c l u d i n g   w i t h o u t   l i m i t a t i o n   t h e   r i g h t s   t o   u s e ,   c o p y ,   m e r g e ,   p u b l i s h , 
 d i s t r i b u t e ,   a n d / o r   s e l l   c o p i e s   o f   t h e   F o n t   S o f t w a r e ,   a n d   t o   p e r m i t 
 p e r s o n s   t o   w h o m   t h e   F o n t   S o f t w a r e   i s   f u r n i s h e d   t o   d o   s o ,   s u b j e c t   t o 
 t h e   f o l l o w i n g   c o n d i t i o n s : 
 
 T h e   a b o v e   c o p y r i g h t   a n d   t r a d e m a r k   n o t i c e s   a n d   t h i s   p e r m i s s i o n   n o t i c e 
 s h a l l   b e   i n c l u d e d   i n   a l l   c o p i e s   o f   o n e   o r   m o r e   o f   t h e   F o n t   S o f t w a r e 
 t y p e f a c e s . 
 
 T h e   F o n t   S o f t w a r e   m a y   b e   m o d i f i e d ,   a l t e r e d ,   o r   a d d e d   t o ,   a n d   i n 
 p a r t i c u l a r   t h e   d e s i g n s   o f   g l y p h s   o r   c h a r a c t e r s   i n   t h e   F o n t s   m a y   b e 
 m o d i f i e d   a n d   a d d i t i o n a l   g l y p h s   o r   c h a r a c t e r s   m a y   b e   a d d e d   t o   t h e 
 F o n t s ,   o n l y   i f   t h e   f o n t s   a r e   r e n a m e d   t o   n a m e s   n o t   c o n t a i n i n g   e i t h e r 
 t h e   w o r d s   " T a v m j o n g   B a h "   o r   t h e   w o r d   " A r e v " . 
 
 T h i s   L i c e n s e   b e c o m e s   n u l l   a n d   v o i d   t o   t h e   e x t e n t   a p p l i c a b l e   t o   F o n t s 
 o r   F o n t   S o f t w a r e   t h a t   h a s   b e e n   m o d i f i e d   a n d   i s   d i s t r i b u t e d   u n d e r   t h e   
 " T a v m j o n g   B a h   A r e v "   n a m e s . 
 
 T h e   F o n t   S o f t w a r e   m a y   b e   s o l d   a s   p a r t   o f   a   l a r g e r   s o f t w a r e   p a c k a g e   b u t 
 n o   c o p y   o f   o n e   o r   m o r e   o f   t h e   F o n t   S o f t w a r e   t y p e f a c e s   m a y   b e   s o l d   b y 
 i t s e l f . 
 
 T H E   F O N T   S O F T W A R E   I S   P R O V I D E D   " A S   I S " ,   W I T H O U T   W A R R A N T Y   O F   A N Y   K I N D , 
 E X P R E S S   O R   I M P L I E D ,   I N C L U D I N G   B U T   N O T   L I M I T E D   T O   A N Y   W A R R A N T I E S   O F 
 M E R C H A N T A B I L I T Y ,   F I T N E S S   F O R   A   P A R T I C U L A R   P U R P O S E   A N D   N O N I N F R I N G E M E N T 
 O F   C O P Y R I G H T ,   P A T E N T ,   T R A D E M A R K ,   O R   O T H E R   R I G H T .   I N   N O   E V E N T   S H A L L 
 T A V M J O N G   B A H   B E   L I A B L E   F O R   A N Y   C L A I M ,   D A M A G E S   O R   O T H E R   L I A B I L I T Y , 
 I N C L U D I N G   A N Y   G E N E R A L ,   S P E C I A L ,   I N D I R E C T ,   I N C I D E N T A L ,   O R   C O N S E Q U E N T I A L 
 D A M A G E S ,   W H E T H E R   I N   A N   A C T I O N   O F   C O N T R A C T ,   T O R T   O R   O T H E R W I S E ,   A R I S I N G 
 F R O M ,   O U T   O F   T H E   U S E   O R   I N A B I L I T Y   T O   U S E   T H E   F O N T   S O F T W A R E   O R   F R O M 
 O T H E R   D E A L I N G S   I N   T H E   F O N T   S O F T W A R E . 
 
 E x c e p t   a s   c o n t a i n e d   i n   t h i s   n o t i c e ,   t h e   n a m e   o f   T a v m j o n g   B a h   s h a l l   n o t 
 b e   u s e d   i n   a d v e r t i s i n g   o r   o t h e r w i s e   t o   p r o m o t e   t h e   s a l e ,   u s e   o r   o t h e r 
 d e a l i n g s   i n   t h i s   F o n t   S o f t w a r e   w i t h o u t   p r i o r   w r i t t e n   a u t h o r i z a t i o n 
 f r o m   T a v m j o n g   B a h .   F o r   f u r t h e r   i n f o r m a t i o n ,   c o n t a c t :   t a v m j o n g   @   f r e e 
 .   f r .  Fonts are (c) Bitstream (see below). DejaVu changes are in public domain. Glyphs imported from Arev fonts are (c) Tavmjung Bah (see below)

Bitstream Vera Fonts Copyright
------------------------------

Copyright (c) 2003 by Bitstream, Inc. All Rights Reserved. Bitstream Vera is
a trademark of Bitstream, Inc.

Permission is hereby granted, free of charge, to any person obtaining a copy
of the fonts accompanying this license ("Fonts") and associated
documentation files (the "Font Software"), to reproduce and distribute the
Font Software, including without limitation the rights to use, copy, merge,
publish, distribute, and/or sell copies of the Font Software, and to permit
persons to whom the Font Software is furnished to do so, subject to the
following conditions:

The above copyright and trademark notices and this permission notice shall
be included in all copies of one or more of the Font Software typefaces.

The Font Software may be modified, altered, or added to, and in particular
the designs of glyphs or characters in the Fonts may be modified and
additional glyphs or characters may be added to the Fonts, only if the fonts
are renamed to names not containing either the words "Bitstream" or the word
"Vera".

This License becomes null and void to the extent applicable to Fonts or Font
Software that has been modified and is distributed under the "Bitstream
Vera" names.

The Font Software may be sold as part of a larger software package but no
copy of one or more of the Font Software typefaces may be sold by itself.

THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS
OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF MERCHANTABILITY,
FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT OF COPYRIGHT, PATENT,
TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL BITSTREAM OR THE GNOME
FOUNDATION BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, INCLUDING
ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL DAMAGES,
WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF
THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM OTHER DEALINGS IN THE
FONT SOFTWARE.

Except as contained in this notice, the names of Gnome, the Gnome
Foundation, and Bitstream Inc., shall not be used in advertising or
otherwise to promote the sale, use or other dealings in this Font Software
without prior written authorization from the Gnome Foundation or Bitstrea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}
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	<body style="line-height:110%; font-family:'PKO Bank Polski'; font-size:8pt">
		<div class="Section1">
			<p style="margin-top:0pt; margin-bottom:0pt; line-height:normal">
				<span>This document is a translation of a document originally issued in Polish.</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; line-height:normal">
				<span>The only binding version is the original Polish version.</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; line-height:normal">
				<span style="color:#ff0000; -aw-import:spaces">                                                                                                                                                                                                                                                                                                                                                                                                           </span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; line-height:normal">
				<span style="color:#ff0000; -aw-import:ignore"> </span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; line-height:normal">
				<span style="-aw-import:spaces">                                                                                                                                                                                                                  </span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; line-height:normal">
				<span style="color:#ff0000; -aw-import:ignore"> </span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; line-height:normal; font-size:22pt">
				<span>PKO Bank Hipoteczny SA</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; line-height:normal; font-size:22pt">
				<span>Directors’ Report</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; line-height:normal; font-size:22pt">
				<span>for the year ended</span><span> </span><span>31 December 2025</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; line-height:normal; font-size:22pt">
				<span style="font-weight:bold; -aw-import:ignore"> </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:13pt; background-color:#d9d9d9">
				<span style="color:#ff0000; -aw-import:spaces"> </span><span style="font-size:10pt; font-weight:bold; font-variant:small-caps; color:#00468c">Selected financial data for the period from 1 January 2025 to 31 December 2025 (in PLN million) </span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<tr style="height:17pt">
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:9pt">
							<span style="font-weight:bold">INCOME STATEMENT</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">01.01.2025– 31.12.2025</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">01.01.2024– 31.12.2024</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Change y/y</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt">
							<span>Net interest income</span>
						</p>
					</td>
					<td style="width:68.55pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>261.4</span>
						</p>
					</td>
					<td style="width:68.55pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>286.8</span>
						</p>
					</td>
					<td style="width:68.55pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>(25.4)</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt">
							<span>Net fee and commission income</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>(7.0)</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>(4.7)</span>
						</p>
					</td>
					<td style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>(2.3)</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt">
							<span>Net foreign exchange gains / (losses)</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>0.1</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>4.0</span>
						</p>
					</td>
					<td style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>(3.9)</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt">
							<span>Net allowance for expected credit losses</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>7.2</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>5.4</span>
						</p>
					</td>
					<td style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>1.8</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt">
							<span>Net other operating income and expenses</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>0.6</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>0.3</span>
						</p>
					</td>
					<td style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>0.3</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt">
							<span>Administrative expenses </span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>(53.5)</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>(47.4)</span>
						</p>
					</td>
					<td style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>(6.1)</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt">
							<span>Regulatory charges</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>(17.3)</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>(17.4)</span>
						</p>
					</td>
					<td style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>0.1</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt">
							<span>Tax on certain financial institutions</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>(48.9)</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>(51.0)</span>
						</p>
					</td>
					<td style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>2.1</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span style="font-weight:bold">Operating profit</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">142.6</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">176.1</span>
						</p>
					</td>
					<td style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">(33.5)</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span style="font-weight:bold">Profit before tax</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">142.6</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">176.1</span>
						</p>
					</td>
					<td style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">(33.5)</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt">
							<span>Income tax expense</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>(47.5)</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>(45.8)</span>
						</p>
					</td>
					<td style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>(1.7)</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span style="font-weight:bold">Net profit</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">95.1</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">130.3</span>
						</p>
					</td>
					<td style="width:68.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">(35.2)</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:233pt; padding:1.4pt 5.4pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span style="font-weight:bold; -aw-import:ignore"> </span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span style="font-weight:bold; -aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold; -aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #e6e6e6; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold; -aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #e6e6e6; padding:1.02pt 5.4pt 1.4pt; vertical-align:middle; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold; -aw-import:ignore"> </span>
						</p>
					</td>
				</tr>
				<tr style="height:17pt">
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:9pt">
							<span style="font-weight:bold">STATEMENT OF FINANCIAL POSITION</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">31.12.2025</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">31.12.2024</span>
						</p>
					</td>
					<td style="vertical-align:top">
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Cash and balances with the Central Bank</span>
						</p>
					</td>
					<td style="width:68.55pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>0.0</span>
						</p>
					</td>
					<td style="width:68.55pt; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>0.4</span>
						</p>
					</td>
					<td style="vertical-align:top">
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Amounts due from banks</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>2.9</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>10.2</span>
						</p>
					</td>
					<td style="vertical-align:top">
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #e6e6e6; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Derivative hedging instruments</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>0.2</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #e6e6e6; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>0.0</span>
						</p>
					</td>
					<td style="vertical-align:top">
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Securities</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>786.2</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>749.3</span>
						</p>
					</td>
					<td style="vertical-align:top">
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Loans and advances to customers </span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>17,130.4</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>16,600.7</span>
						</p>
					</td>
					<td style="vertical-align:top">
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Other assets</span><a id="_ftnref1"></a><a href="#_ftn1" style="text-decoration:none"><span style="font-size:6pt; vertical-align:super; color:#000000">[1]</span></a>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>18.6</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>16.1</span>
						</p>
					</td>
					<td style="vertical-align:top">
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span style="font-weight:bold; font-variant:small-caps">TOTAL ASSETS</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">17,938.3</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">17,376.7</span>
						</p>
					</td>
					<td style="vertical-align:top">
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Amounts due to banks</span>
						</p>
					</td>
					<td style="width:68.55pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>4,679.6</span>
						</p>
					</td>
					<td style="width:68.55pt; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>5,342.8</span>
						</p>
					</td>
					<td style="vertical-align:top">
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Derivative hedging instruments</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>21.7</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>208.7</span>
						</p>
					</td>
					<td style="vertical-align:top">
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Liabilities in respect of mortgage covered bonds issued</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>8,431.6</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>7,233.4</span>
						</p>
					</td>
					<td style="vertical-align:top">
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Liabilities in respect of bonds issued </span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>2,925.8</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>2,721.3</span>
						</p>
					</td>
					<td style="vertical-align:top">
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Other liabilities and provisions</span><a id="_ftnref2"></a><a href="#_ftn2" style="text-decoration:none"><span style="font-size:6pt; vertical-align:super; color:#000000">[2]</span></a>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>138.7</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>127.0</span>
						</p>
					</td>
					<td style="vertical-align:top">
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Equity </span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>1,740.9</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>1,743.5</span>
						</p>
					</td>
					<td style="vertical-align:top">
					</td>
				</tr>
				<tr>
					<td style="width:233pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span style="font-weight:bold">TOTAL LIABILITIES AND EQUITY </span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">17,938.3</span>
						</p>
					</td>
					<td style="width:68.55pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">17,376.7</span>
						</p>
					</td>
					<td style="vertical-align:top">
					</td>
				</tr>
				<tr style="height:0pt">
					<td style="width:243.8pt">
					</td>
					<td style="width:79.35pt">
					</td>
					<td style="width:79.35pt">
					</td>
					<td style="width:79.35pt">
					</td>
				</tr>
			</table>
			<p style="margin-top:0pt; margin-bottom:6pt; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:14pt">
				<br></br><span style="font-size:11pt; text-transform:uppercase">Table of contents</span>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126629" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">1.</span><span style="width:26.83pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Introduction</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126630" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">2.</span><span style="width:26.83pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">External operating conditions</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126631" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">2.1.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Macroeconomic environment</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126632" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">2.2.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Residential real estate market</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126633" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">2.3.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Residential loan market</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126634" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">2.4.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Mortgage covered bonds market</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126635" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">2.5.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Regulatory and legal environment</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126636" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">3.</span><span style="width:26.83pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Financial performance and capital adequacy</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126637" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">3.1.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Key financial indicators of PKO Bank Hipoteczny SA</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126638" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">3.2.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Statement of financial position of PKO Bank Hipoteczny SA</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126639" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">3.3.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Income statement of PKO Bank Hipoteczny SA</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126640" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">3.4.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Requirements regarding own funds (Pillar I)</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126641" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">3.5.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Internal capital (Pillar II)</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126642" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">3.6.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Disclosures (Pillar III)</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126643" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; text-decoration:underline; color:#00468c">4.</span><span style="width:26.83pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Business of PKO Bank Hipoteczny SA</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126644" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">4.1.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Sale of residential mortgage loans under the agency model</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126645" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">4.2.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Acquisition of residential mortgage loan receivables</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126646" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">4.3.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Structure of the residential mortgage loan portfolio</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126647" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">4.4.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Mortgage covered bonds</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126648" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">4.5.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Financial market operations</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126649" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; text-decoration:underline; color:#00468c">4.6.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Bonds – Bond Issue Programme Agreement concluded with PKO Bank Polski</span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">SA</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126650" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; text-decoration:underline; color:#00468c">5.</span><span style="width:26.83pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Internal Operating Conditions</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126651" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">5.1.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Lending process and cooperation with PKO Bank Polski SA</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126652" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">5.2.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Internal governance</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126653" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">5.3.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Management of conflicts of interest</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126654" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">5.4.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Internal control system</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126655" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">5.5.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Risk management</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126656" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">5.6.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Measurement of residential loan collaterals</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126657" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">5.7.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Cover Pool for Mortgage Covered Bonds</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126658" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">5.8.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Cover Pool Monitor</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126659" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">5.9.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Statutory limits</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126660" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; text-decoration:underline; color:#00468c">6.</span><span style="width:26.83pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Organization and governing bodies of PKO Bank Hipoteczny SA</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126661" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">6.1.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Qualified staff</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126662" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">6.2.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Organizational structure of PKO Bank Hipoteczny SA</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126663" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">6.3.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Competences of the governing bodies and committees of PKO Bank Hipoteczny SA</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126664" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">6.4.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">The Management Board of PKO Bank Hipoteczny SA</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126665" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">6.5.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">The Supervisory Board of PKO Bank Hipoteczny SA</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126666" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">6.6.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Remuneration and Human Resources Management Policy</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126667" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">6.7.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Benefits for Key Management of PKO Bank Hipoteczny SA</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126668" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; text-decoration:underline; color:#00468c">7.</span><span style="width:26.83pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Corporate governance and information for investors</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126669" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">7.1.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Representation on compliance with corporate governance principles</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126670" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">7.2.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Audit firm</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126671" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">7.3.</span><span style="width:20.66pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Other information</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:17pt; margin-bottom:4pt; line-height:110%; font-size:11pt">
				<a href="#_Toc224126672" style="text-decoration:none"><span style="line-height:110%; font-size:8pt; font-weight:bold; text-decoration:underline; color:#00468c">8.</span><span style="width:26.83pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:33pt"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Representation of the Management Board of PKO</span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c"> </span><span style="line-height:110%; font-size:8pt; font-weight:bold; font-variant:small-caps; text-decoration:underline; color:#00468c">Bank Hipoteczny SA</span></a>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:7.5pt">
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:16pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:'%0.'; -aw-list-number-styles:'decimal'; -aw-list-number-values:'1'; -aw-list-padding-sml:37.26pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#004c8c">1.</span><span style="width:37.26pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                          </span></span><a id="_Toc245275116"></a><a id="_Toc245277875"></a><a id="_Toc245285807"></a><a id="_Toc245275117"></a><a id="_Toc245277876"></a><a id="_Toc245285808"></a><a id="_Toc245275118"></a><a id="_Toc245277877"></a><a id="_Toc245285809"></a><a id="_Toc245275119"></a><a id="_Toc245277878"></a><a id="_Toc245285810"></a><a id="_Toc245275120"></a><a id="_Toc245277879"></a><a id="_Toc245285811"></a><a id="_Toc245275121"></a><a id="_Toc245277880"></a><a id="_Toc245285812"></a><a id="_Toc245275122"></a><a id="_Toc245277881"></a><a id="_Toc245285813"></a><a id="_Toc245275123"></a><a id="_Toc245277882"></a><a id="_Toc245285814"></a><a id="_Toc245275124"></a><a id="_Toc245277883"></a><a id="_Toc245285815"></a><a id="_Toc245275125"></a><a id="_Toc245277884"></a><a id="_Toc245285816"></a><a id="_Toc245275126"></a><a id="_Toc245277885"></a><a id="_Toc245285817"></a><a id="_Toc245275127"></a><a id="_Toc245277886"></a><a id="_Toc245285818"></a><a id="_Toc245275128"></a><a id="_Toc245277887"></a><a id="_Toc245285819"></a><a id="_Toc245275129"></a><a id="_Toc245277888"></a><a id="_Toc245285820"></a><a id="_Toc245275130"></a><a id="_Toc245277889"></a><a id="_Toc245285821"></a><a id="_Toc245275131"></a><a id="_Toc245277890"></a><a id="_Toc245285822"></a><a id="_Toc245275132"></a><a id="_Toc245277891"></a><a id="_Toc245285823"></a><a id="_Toc224126629"></a><a id="_Toc260827714"></a><a id="_Toc260913620"></a><a id="_Toc324246499"></a><a id="_Toc165859382"></a><a id="_Toc189301269"><span style="-aw-bookmark-end:_Toc245275116"></span><span style="-aw-bookmark-end:_Toc245277875"></span><span style="-aw-bookmark-end:_Toc245285807"></span><span style="-aw-bookmark-end:_Toc245275117"></span><span style="-aw-bookmark-end:_Toc245277876"></span><span style="-aw-bookmark-end:_Toc245285808"></span><span style="-aw-bookmark-end:_Toc245275118"></span><span style="-aw-bookmark-end:_Toc245277877"></span><span style="-aw-bookmark-end:_Toc245285809"></span><span style="-aw-bookmark-end:_Toc245275119"></span><span style="-aw-bookmark-end:_Toc245277878"></span><span style="-aw-bookmark-end:_Toc245285810"></span><span style="-aw-bookmark-end:_Toc245275120"></span><span style="-aw-bookmark-end:_Toc245277879"></span><span style="-aw-bookmark-end:_Toc245285811"></span><span style="-aw-bookmark-end:_Toc245275121"></span><span style="-aw-bookmark-end:_Toc245277880"></span><span style="-aw-bookmark-end:_Toc245285812"></span><span style="-aw-bookmark-end:_Toc245275122"></span><span style="-aw-bookmark-end:_Toc245277881"></span><span style="-aw-bookmark-end:_Toc245285813"></span><span style="-aw-bookmark-end:_Toc245275123"></span><span style="-aw-bookmark-end:_Toc245277882"></span><span style="-aw-bookmark-end:_Toc245285814"></span><span style="-aw-bookmark-end:_Toc245275124"></span><span style="-aw-bookmark-end:_Toc245277883"></span><span style="-aw-bookmark-end:_Toc245285815"></span><span style="-aw-bookmark-end:_Toc245275125"></span><span style="-aw-bookmark-end:_Toc245277884"></span><span style="-aw-bookmark-end:_Toc245285816"></span><span style="-aw-bookmark-end:_Toc245275126"></span><span style="-aw-bookmark-end:_Toc245277885"></span><span style="-aw-bookmark-end:_Toc245285817"></span><span style="-aw-bookmark-end:_Toc245275127"></span><span style="-aw-bookmark-end:_Toc245277886"></span><span style="-aw-bookmark-end:_Toc245285818"></span><span style="-aw-bookmark-end:_Toc245275128"></span><span style="-aw-bookmark-end:_Toc245277887"></span><span style="-aw-bookmark-end:_Toc245285819"></span><span style="-aw-bookmark-end:_Toc245275129"></span><span style="-aw-bookmark-end:_Toc245277888"></span><span style="-aw-bookmark-end:_Toc245285820"></span><span style="-aw-bookmark-end:_Toc245275130"></span><span style="-aw-bookmark-end:_Toc245277889"></span><span style="-aw-bookmark-end:_Toc245285821"></span><span style="-aw-bookmark-end:_Toc245275131"></span><span style="-aw-bookmark-end:_Toc245277890"></span><span style="-aw-bookmark-end:_Toc245285822"></span><span style="-aw-bookmark-end:_Toc245275132"></span><span style="-aw-bookmark-end:_Toc245277891"></span><span style="-aw-bookmark-end:_Toc245285823"></span><span style="font-variant:small-caps; color:#004c8c">Introduction</span><span style="-aw-bookmark-end:_Toc224126629"></span></a>
			</h2>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<img 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" width="439" height="139" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline"></img>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO Bank Hipoteczny SA (the “Bank”) specializes in granting residential mortgage loans to individual customers and purchasing receivables in respect of such loans. The Bank acquires loans for its portfolio based on strategic cooperation with PKO Bank Polski SA. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO Bank Hipoteczny SA is the leader on the Polish mortgage bank market in terms of total assets and the balance of residential loans. The Bank is also the largest issuer of mortgage covered bonds in Poland with a share of approximately 40% of the total value of outstanding mortgage covered bonds issued by mortgage banks operating in Poland (as at the end of December 2025). It was the only bank in Poland to carry out benchmark issues of EUR-denominated mortgage covered bonds, including the first Green Covered Bond issue in Central and Eastern Europe. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In October 2025, PKO Bank Hipoteczny SA carried out the first mortgage bond issue for individual investors in Poland in almost 100 years. The pioneering issue was a great success.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>At the end of December 2025, the Bank’s total assets amounted to more than PLN 17.9 billion, an increase of nearly PLN 0.5 billion year-on-year. Of the above amount, PLN 17.1 billion consisted of a high-quality portfolio of housing loans, whose main source of funding was mortgage covered bonds.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Evaluation of PKO Bank Hipoteczny SA’s financial credibility – Ratings</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The financial credibility of PKO Bank Hipoteczny SA and of the mortgage covered bonds issued by the Bank is assessed by the Moody’s Investors Service Ltd international rating agency (“Moody’s”).</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>As at 31 December 2025, PKO Bank Hipoteczny SA had the following ratings assigned by Moody’s:</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<tr style="height:22.7pt">
					<td style="width:187.65pt; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:top; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; font-size:9pt">
							<span style="color:#ff0000; -aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:73.3pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Rating</span>
						</p>
					</td>
					<td style="width:73.3pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Outlook</span>
						</p>
					</td>
					<td style="width:94.1pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Date of initial rating / rating confirmation date</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:187.65pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Long-term issuer rating </span>
						</p>
					</td>
					<td style="width:73.3pt; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt 5.4pt; vertical-align:bottom; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>A3</span>
						</p>
					</td>
					<td style="width:73.3pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>Stable </span>
						</p>
					</td>
					<td rowspan="6" style="width:94.1pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span>23.09.2025</span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:187.65pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Short-term issuer rating</span>
						</p>
					</td>
					<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:bottom; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>P-2</span>
						</p>
					</td>
					<td style="width:73.3pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>n/a </span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:187.65pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Opinion on long-term counterparty risk</span>
						</p>
					</td>
					<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:bottom; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>A2(cr)</span>
						</p>
					</td>
					<td style="width:73.3pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>n/a </span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:187.65pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Opinion on short-term counterparty risk</span>
						</p>
					</td>
					<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:bottom; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>P-1(cr)</span>
						</p>
					</td>
					<td style="width:73.3pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>n/a </span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:187.65pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Long-term counterparty risk rating</span>
						</p>
					</td>
					<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:bottom; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>A2</span>
						</p>
					</td>
					<td style="width:73.3pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>n/a </span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:187.65pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Short-term counterparty risk rating</span>
						</p>
					</td>
					<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:bottom; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>P-1</span>
						</p>
					</td>
					<td style="width:73.3pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>n/a </span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The ratings take into account Moody’s assessment of the Bank’s mutual relations with its Parent Company – PKO Bank Polski SA – and reflect a low probability that the Parent Company would consider assigning the Bank’s liabilities a lower priority compared to the Parent Company’s liabilities should financial tensions occur within the PKO BP Group.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>As at 31 December 2025, the mortgage covered bonds of PKO Bank Hipoteczny SA had the following ratings assigned by Moody’s:</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<tr style="height:22.7pt">
					<td style="width:187.65pt; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:top; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
							<span style="color:#ff0000; -aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:73.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Rating</span>
						</p>
					</td>
					<td style="width:85.6pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Rating confirmation date</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:187.65pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Mortgage covered bonds denominated in PLN </span>
						</p>
					</td>
					<td style="width:73.25pt; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>Aa1 </span>
						</p>
					</td>
					<td style="width:85.6pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>27.02.2025 </span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:187.65pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Mortgage covered bonds denominated in EUR </span>
						</p>
					</td>
					<td style="width:73.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>Aa1 </span>
						</p>
					</td>
					<td style="width:85.6pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>25.06.2025 </span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="color:#ff0000; -aw-import:ignore"> </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The rating assigned to the mortgage covered bonds of PKO Bank Hipoteczny SA is the highest rating achievable by Polish securities. The limit for the ratings is the Polish country ceiling</span><a id="_ftnref3"></a><a href="#_ftn3" style="text-decoration:none"><span style="font-size:6.67pt; vertical-align:super; color:#000000">[3]</span></a><span> for debt instruments, which currently is at the level of Aa1.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Mortgage covered bonds issued </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, PKO Bank Hipoteczny SA carried out two issues of mortgage bonds under the International Programme of Mortgage Covered Bonds Issuance based on the base prospectus, in the amount of PLN 800 million and EUR 500 million. In October 2025, the Bank carried out its first mortgage covered bond issue targeting individual investors in almost 100 years in the amount of PLN 1.155 billion. The issues were conducted as part of the International Programme of Mortgage Covered Bonds Issuance based on a base prospectus.</span><span style="-aw-import:spaces">  </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The value of outstanding mortgage covered bonds issued by PKO Bank Hipoteczny SA was PLN 8.4 billion as at 31</span><span> </span><span>December 2025.</span>
			</p>
			<p style="margin-top:9pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">War in Ukraine and its impact on the Bank’s operations</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Due to the ongoing military conflict, the Bank identifies geopolitical risks that have or may have an indirect impact on the operations of the</span><span style="font-size:8pt"> </span><span>Bank as an issuer.</span>
			</p>
			<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank is monitoring the developments relating to the conflict in Ukraine and adjusting its actions accordingly. </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Current and anticipated financial position of the Bank</span><span style="font-weight:bold; font-variant:small-caps; color:#00468c; -aw-import:spaces">  </span>
			</p>
			<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In the opinion of the Management Board, the financial position and business outlook of PKO Bank Hipoteczny remain stable. The Bank operates with a high level of security, both in terms of the quality and level of collateralization of the loan portfolio and in all areas of risk control and supervision, to which a solid capital base also contributes.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">PKO Bank Polski SA’s strategy for the years 2023 – 2025 </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In the first quarter of 2023, the Bank’s Management Board adopted and the Supervisory Board approved a new Strategy of PKO Bank Hipoteczny SA for the years 2023 – 2025.</span><span style="font-family:'PKO Bank Polski Rg'"> </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank’s strategic goals under the strategy comprise:</span>
			</p>
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				<img 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width="575" height="268" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline"></img>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="font-family:'PKO Bank Polski Rg'; -aw-import:ignore"> </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:3pt">
				<span style="font-family:'PKO Bank Polski Rg'; -aw-import:ignore"> </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Selected projects</span>
			</p>
			<p style="margin-top:12pt; margin-right:8.5pt; margin-bottom:3pt; line-height:normal; font-size:10pt">
				<span style="font-family:'PKO Bank Polski Rg'; font-weight:bold">Development of a special offer to support sustainable development - mortgage loan</span><a id="_Hlk173489855"></a>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="-aw-bookmark-end:_Hlk173489855"></span><span>The special offer is being</span><span style="-aw-import:spaces">  </span><span>developed as part of ESG sustainability activities. The strategic objective of the initiative is to create an offer that will support sustainable development of the PKO BP Group’s mortgage offer and build the potential to issue Green Covered Bonds. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Currently, the Bank, in cooperation with PKO Bank Polski SA, is promoting such an offer and granting preferential price terms in return for the customer providing an energy efficiency certificate confirming the low carbon performance of the financed property (required to meet a certain EP value, i.e. an indicator defining the building’s annual demand for non-renewable primary energy). </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO Bank Hipoteczny SA, in cooperation with PKO Bank Polski SA, has prepared a concept for a new approach to its offering in order to increase the volume of loans acquired to support sustainable development. Preparatory work to change the processes and tools supporting the implementation of the offer is planned to start in 2026.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Within the PKO BP Group, the Bank is the leader in creating a comprehensive offer of mortgage loans to support sustainable development and is a centre of excellence in this area.</span>
			</p>
			<p style="margin-top:12pt; margin-right:8.5pt; margin-bottom:3pt; line-height:normal; font-size:10pt">
				<span style="font-family:'PKO Bank Polski Rg'; font-weight:bold">ESG Centre of Excellence in PKO Bank Hipoteczny SA</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The ESG Centre of Excellence is another aspect of achieving the Bank’s 2023 - 2025 strategic goal with respect to sustainability activities. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The task of the Centre of Excellence is to ensure that the organization has the necessary, comprehensive and up-to-date ESG knowledge to meet its business objectives in line with the rapidly evolving sustainability regulatory environment.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, the centre’s tasks focused on reviewing and assessing the impact of the European Commission’s proposed legislative simplification package in the area of sustainable development, the so-called Omnibus I, on the Bank.</span><br></br><span>As a result of the changes, the sustainability reporting obligation was deferred by two years. Further developments relevant from the Bank’s perspective in this area are under way at EU level.</span><span style="-aw-import:spaces">  </span><span>Over the course of 2025, the centre’s activities have also focused on analysing the EBA’s guidelines on the management of environmental, social and corporate governance risks, as well as supporting business units in the conceptualisation process of sustainable mortgage offerings.</span>
			</p>
			<p style="margin-top:12pt; margin-bottom:3pt; line-height:normal; font-size:10pt">
				<span style="font-family:'PKO Bank Polski Rg'; font-weight:bold">Implementation of external communication to educate customers</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, PKO Bank Hipoteczny SA conducted extensive outreach activities with the PKO BP Group on mortgage covered bonds in Poland. It also carried out a nationwide educational and promotional campaign related to the first issue of mortgage covered bonds for individual investors in Poland in almost 100 years. These activities resulted in several hundred publications in electronic media and printed press. In addition, in 2025 the Bank published 16</span><span> </span><span>educational articles on the Bankomania portal and produced accompanying posts on its LinkedIn profile.</span><span style="-aw-import:spaces">  </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Links to the articles are published on the website, as well as on the Bank’s profile on the LinkedIn platform, where educational posts on living in harmony with the environment are also published. Behaviours such as household energy conservation, careful waste sorting or choosing environmentally friendly modes of transport – such as commuting to work by bicycle – are promoted. The values promoted in external communication are consistent with the activities carried out within the organization. The Bank also participated as an expert in the activities of the European Financial Congress on the development of the mortgage covered bond market in Poland and in industry conferences related to real estate and financial products. These were widely reported by the media.</span>
			</p>
			<p style="margin-top:12pt; margin-bottom:3pt; line-height:normal; font-size:10pt">
				<span style="font-family:'PKO Bank Polski Rg'; font-weight:bold">Optimization and automation of processes </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The strategic goal of the initiative is to digitize and simplify the Bank’s processes. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank participates, among other things, in the PKO BP Group’s ‘Digital Mortgage’ project, which aims to optimize and digitize the mortgage lending and servicing processes. As part of this project, in the first half of 2025, two borrowers were offered the possibility of being granted a loan and purchasing an apartment on the primary market and renovation.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO BH developed the assumptions for the implementation - within the framework of the aforementioned project - of the process of granting mortgage loans by PKO BH (under the so-called agency model) and carried out preparatory work for the implementation of the full process within the Digital Mortgage with readiness in the third quarter of 2026. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank also regularly implements improvements and automation of operations in other processes, such as the provision of certain types of annexes with the possibility of concluding them remotely (with the mSzafir electronic signature), optimizing the policy delivery and servicing process and the reporting process.</span>
			</p>
			<p style="margin-top:12pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="font-family:'PKO Bank Polski Rg'; font-weight:bold">Development of a uniform template for a residential loan agreement</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:110%; font-size:10pt; background-color:#ffffff">
				<span>The strategic aim of the project is to develop a template of mortgage loan agreement clauses in terms of improving legibility and reducing the risks associated with the mortgage product. As part of the consultations of the supervisory and control authorities with representatives of the Association of Polish Banks, experts gathered around the European Financial Congress and the Ministries of Finance and Justice, two proposals for solutions were developed: a uniform model mortgage loan agreement based on a periodically fixed interest rate and a model mortgage loan agreement with the option of offering additional services. Work is currently being undertaken to initiate legislation.</span>
			</p>
			<p style="margin-top:12pt; margin-bottom:3pt; line-height:normal; font-size:10pt">
				<span style="font-family:'PKO Bank Polski Rg'; font-weight:bold">The Bank’s adaptation to the benchmark reform </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt; background-color:#ffffff">
				<span>In connection with the planned replacement of WIBOR with the POLSTR benchmark as part of the reform, the WIBOR Benchmark Reform Taskforce (the “Taskforce”) was established within the Bank. The Taskforce’s objective is to prepare the Bank for the implementation of the new interest rate benchmark to replace the currently used WIBOR, acting consistently with the PKO BP Group and the Roadmap set by the Taskforce’s Steering Committee.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt; background-color:#ffffff">
				<span>The Taskforce’s objectives include, in particular:</span>
			</p>
			<p style="margin:0pt 8.5pt 0pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>adapting contracts with counterparties and customers and changing the product offer;</span>
			</p>
			<p style="margin:0pt 8.5pt 0pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>adapting valuation and risk management methodologies and tools;</span>
			</p>
			<p style="margin:0pt 8.5pt 0pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>adapting accounting methodologies and tools (including, among other things, hedge accounting and transfer pricing);</span>
			</p>
			<p style="margin:0pt 8.5pt 0pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>implementing changes to IT systems;</span>
			</p>
			<p style="margin:0pt 8.5pt 0pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>estimating the impact of the reform on the Bank’s financial results.</span>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:16pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:'%0.'; -aw-list-number-styles:'decimal'; -aw-list-number-values:'2'; -aw-list-padding-sml:37.26pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#004c8c">2.</span><span style="width:37.26pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                          </span></span><a id="_Toc496621000"></a><a id="_Toc224126630"></a><a id="_Hlk155697889"><span style="-aw-bookmark-end:_Toc260827714"></span><span style="-aw-bookmark-end:_Toc260913620"></span><span style="-aw-bookmark-end:_Toc324246499"></span><span style="-aw-bookmark-end:_Toc496621000"></span><span style="font-variant:small-caps; color:#00468c">External operating conditions</span><span style="-aw-bookmark-end:_Toc224126630"></span></a>
			</h2>
			<div style="margin-right:3.75pt; border:0.75pt solid #000000; -aw-border:0.5pt single; clear:both">
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-top:1pt; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Macroeconomic environment</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Residential real estate market</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Residential loan market</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Mortgage covered bonds market</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Regulatory and legal environment</span>
				</p>
			</div>
			<h2 style="margin-top:12pt; margin-bottom:18pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'2 1'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">2.1.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc338757709"></a><a id="_Toc338927212"></a><a id="_Toc339274173"></a><a id="_Toc339376040"></a><a id="_Toc352921831"></a><a id="_Toc354402425"></a><a id="_Toc224126631"><span style="font-variant:small-caps; color:#00468c">Macroeconomic environment</span><span style="-aw-bookmark-end:_Toc338757709"></span><span style="-aw-bookmark-end:_Toc338927212"></span><span style="-aw-bookmark-end:_Toc339274173"></span><span style="-aw-bookmark-end:_Toc339376040"></span><span style="-aw-bookmark-end:_Toc352921831"></span><span style="-aw-bookmark-end:_Toc354402425"></span></a>
			</h2>
			<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The macroeconomic factors which shaped the national economy in 2025 are presented below. </span>
			</p>
			<p style="margin-top:9pt; margin-bottom:3pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Solid consumption, start of recovery in investments</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:98.92%; border-collapse:collapse">
				<tr>
					<td style="width:492.25pt; vertical-align:middle">
						<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; page-break-after:avoid; font-size:3pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The pace and decomposition of GDP growth (%, y/y) and its components (p.p.)</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<img src="data:image/png;base64,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" 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				<span>In 2025, GDP growth accelerated to 3.6% compared to the 3.0% growth recorded in 2024. The upturn was backed by both the strengthening in consumption, especially since the second quarter, and a revival in investment activity. Since the second quarter, private consumption increased more than 3% y/y, reflecting sustained real wage growth and improved consumer sentiment. Similarly as in 2024, consumer demand for services grew particularly strongly. The scale of consumption growth was constrained by the historically relatively high household savings rate. Investment dynamics over the quarters were characterized by high volatility, which is linked to the completion of large orders, including armaments. Over the course of the year, business investment activity increased, particularly in the public sector, supported by, among other things, EU funding. In the third quarter of 2025, the flow of funds from the National Recovery and Resilience Plan (KPO) into the economy increased markedly. In December 2025, signed contracts for the use of KPO funds amounted to 70% of the available pool of funds, which promises to maintain significant disbursements in the following quarters. In 2025, the external environment of the economy was challenging. The world was grappling with the new US tariff policy, which, among other things, increased Chinese interest in markets in Europe, including Poland. Germany emerged from recession, but the economy was closer to stagnation than recovery, limiting the room for domestic export growth. As a result, in the first half of the year the contribution of net exports to economic growth was negative, and the widening trade deficit led to the emergence and gradual build-up of a current account deficit that approached 1% of GDP by the end of the year. </span>
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				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">A cooling labour market with low unemployment</span>
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				<span>Unemployment and employment (end of period, %)</span>
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				<span style="-aw-import:ignore"> </span>
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				<span style="-aw-import:ignore"> </span>
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" 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			</p>
			<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In December 2025, the registered unemployment rate was 5.7 per cent, compared to 5.1 per cent at the end of 2024. As of June 2025, the registered unemployment rate was increasing, but this was due to regulatory changes in the registration and de-registration process rather than a downturn in the labour market. This interpretation is supported by the fact that the harmonized unemployment rate after deseasonalization was stable in 2025, fluctuating in a narrow range of 3.0-3.2%. </span>
			</p>
			<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The number of foreigners in the domestic labour market was steadily increasing. According to the State Insurance Institution (ZUS), by the end of 2025, the number of working foreigners was approaching 1.3 million, with the growth rate accelerating in the second half of the year. Of this group, nearly 70% were Ukrainians. </span>
			</p>
			<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Employment in the enterprise sector declined for the third consecutive year. At the end of the year, it was 0.7% lower than a year earlier. According to Polish Labour Survey (LFS) data, the number of people working in the economy as a</span><span> </span><span>whole increased slightly, and in the third quarter of 2025 was 0.5% higher than a year earlier. Similarly as in 2024, job cuts were concentrated in micro businesses and SMEs. </span>
			</p>
			<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Despite economic recovery, labour demand remained subdued and the number of vacancies in the economy declined. The low demand for workers favoured the normalization of wage dynamics. In the corporate sector, wages grew at an average rate of 8% y/y in 2025, compared to 11% y/y in 2024; the growth rate of the average wage in the national economy slowed down to a similar extent, but thanks to the drop in inflation, the growth rate of wages in real terms slowed down to a lesser extent and oscillated around 5% y/y.</span>
			</p>
			<p style="margin-top:9pt; margin-bottom:3pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Return of inflation to the NBP target</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Inflation (%, y/y) and reference rate (%, monthly data)</span>
			</p>
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				<img 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Eck1uyrr1LWdcz9CB4slqeddpoTes8880yO53zWKawbgqjdb7/9nIBFGBMbiljCQslnWCbZmMczDSHJ5npBiFrcibFAIiJpC4KTDXvWWwjwsN5CZCP8aAsCHJdehCTCFPGK9TqIc4QfrsrcL1HU8u6s7TBK0H5+ph2s6zA8kEMFiy1WVQQocb60ESFK5mNcvmk7iaOw+AIeeKwBk0Ut6zfujdiuXbu2E8VcO3nyZNdfiGXaSxwuwpUYZ74XPud7wAKPcMU9Gss5bWd9yTUYWugvXJGx8rIRwYbFxhRusAghCo58iVp2JxnU2MVjMGJXLLieMCjhtoNYRLQiHBnIGUjZJWTXj0GInUMGKoQrApSdPe7DOQw4DHwMSDklxPbSNgZVXEvCwX1CwggGfQZXdjX5He48ErVCCCHSjhCHGgmhaOVu1qqVWY0aZhUrml16qUUre39UqpSeR2gfB+2NBJC9807Kug8BiecXggzRmV9Ri+A7/PDDXcIpBFlw/+XAKoqVkQ1zEmRiJSzqohZLLu3m3RGKWKAxCrCui1vUch2xwlh2EdEIVCpm4GmXGKrGvcqXL+9ia3GZJj4X67RErRCZS55EbSiZgxWWXUjcYBhIGMz4kxT5JE1gRw1Ry8DNoMEAguhlgMKSy8DO9YhKLKkMqOx6MniSoY6BFItrXMmcQrsZvGkfA3+og8vuoEStEEKItIO5CTfZSEBY9+5eFF50kdlxx5kdf7xZ6dL+KFMmPY/QvlKlfHuvvNLstddS1n2sMxBYhEUhnojxZI3B2oO5f0c5NbIStSSbIoPwmWee6dxridVERCLSWMuwnmD9whqjqItaDBA8h/fFE4/YWrI90464RS3tZwOC/Cvcj/tiEeedEsEqSywvopZ1JUKbGFyJWiEylzyJ2mAJRYiyo8YgglsPFlYGRHbwsLoyaBEzGyyl/B4LLQMgMRgkksINmN1MUugzkJEtGSstO53E3CJo4yq7k5WoJaY2TGwStUIIIdKOYKnF9XjAALMWLcyqVze7+OL/tdam60EbaWskCiO1ZTZqVMq6j3meUjS4rGJNxcpKPCpiF8G6o0RB23M/xtqLdZC1C0IVkRSSW+5Mopa4WXKl0H5cq9NJ1OJ+zPoTQct5ErVCZC55ErUMxAxYDE4E5RNwzwDJoIr7MINIiF9F3BIrizU0DI7sqCFcyVpH/TfELoMfSQQYlLDiMvgwEcVJcE3GgpwsauV+LIQQIm1hform02hytGiStEiVmdWrZ5HysGgCtkg1pP9BWyNRZK1bm02ZkrKuC3M+ogohVLx4cSfOSDiEuEwUNWGdgJcZ7rUIUzbeWe9klyjqf7+unUfUIv4Qp1inEZlUueAZPKsgRC05V0j2xL2Iq6WN4ToME3w/VMcgizPfB4lFWTfSDolaITKXPIlaBCAilRgHRCgWWgYPshqzW8ZAhlglMQODBtn/GMAY3LHuklSKAYkJgmQK7MphmeVaBksGXyYg3JvjRKJWCCFEkWXNGp9gacYMiyZXiyZaL3KxehaFg7bS5gkTSEmcsm5DnLK5jhAkVpNYWIQbGXQRjonJKBGzCDw25FmrkOUXjzTWJZkqaskSfPPNN7tsw9yTMDEqSRRETC1ec5SCxPrKu3E9buNTp051gpb3wwOQcka4Q/N98A70KetIiVohMpc8iVoGKwZAYl7ZHWOQZgAiXT5Z8RhUGKg4QtIoxGwY/EnUxODLoIu7caiPhhsPkwiDHYNM3GV2JGqFEEIUWUKdWuZGhBT1aoviQdtTWBs+hB4hcEKWYkr7nHDCCW6dQqWEAGuPsPmO9xjJinBVRthmqqhFULIZQOZoPPNYrxFnS1hZ3KI21OBlbUiNWer+IlJpN/2FoCUJF2vNY445xn0fGEdoB27RErVCZC55ErXsZDKYkdUPd2JcRRjwGaixzoYDay0DMJZa6sYysISC5lzLgMZAxcDNn8TX4raMyNxR/bi8IFErhBBCZCZUW8DlGOGDuEFM4d6KeEVwcZDrg78Tf0t4FRv3xG8igDJV1JLfhH5A2CIYiXfF5RdrKWFk3Avxz3WJopakoYhd4l5pA++CGGXNyPfAxkGyqKVPsJJjHSaZF9dRh5f+pv8R1OGZtJ/35lw2IlhzStQKkbnkSdSGmAYGLXbNGBSYLLDAIhIZxMPB7zmHQYOBn4E6xOQy4HMt1+AaxN+DhbYgBKZErRBCCJGZMM8j3pj7EXMVK1Z0iaMQQFhtOfgZK26lSpWcgEJ8klCKcKtMFbUYJbDW8h5YY3l/yiKVLl3a9RWiFYssGaATRS0JQMmfwmf0K7HMWHt5l8cee8wJ22RRy3uHtSXvj7WW0j1cV6ZMGecCTT9WrVrV3YNSPohg2ojbskStEJlLvurUQnDrYXBmwmAwYoAIB/ERoVZtsuWVv/MZ58Ttary9tkrUCiGEEOkJczRrgvUbNrj1QUHMyohNRGGrVq2caELcVa5c2R1YBRFmJJJCVOGVxvkIJ0QYoVbEl5LwErdlPM+yWr+wniDmlMzJWBARpLju9uzZ04lPxG52lR24Hu81arCSr4QDUYmbLesVRDaxrXyOSzXhW6FiBG3FPRiLM21F/LHeoa14yGEpJYcJv0f88h6sgxDavCOhZPQDlljWSPQB7SWDNOFioa84sNBS5ie0ESsq59EO7keeFNqHOEf0YuVFbPN8RDRtoW8Q0IjMRGgz/cX9eY/E5+ISzubA/PnzXf4V2h/eDaFcr149twlBX7AW5R2JA6a/ENmcgys04jmuspFCiMIl36IWgrBlgOZggA9HELOckywaE6+L29V4e+2UqBVCCCHSE+bin6I5mrl5XSTCCmJeRixzf8rvYE3EeomrLMfYsWOdVTOUG8QKy/msE7iGag2EXWH52xCE93bayLVs9CMIEbK42yL08ExDKO7o3bA+UjqHdnIgWrGoso5BLGNB5nPEGT8j7viMtmKBJPSLtiL2uI62sv5B6HEvfk8oWHgPrucduR/9wDqJdvIe/EkcLKI69BUH90echjayruI82sH9cAvmfrx76FsEN8+nH2gLfUN/J8Y2A23mPO7PcxKfi6gntjaI0sR3wzqLZZm+DuFsYYOB/qIdnMP94ywbKYQoXGIRtUUFiVohhBAiffnt99+dKEIMkZU4FRveQgghij4StRK1QgghRFqAVY0YyDVr1zorp+ZlIYQQOUGiVqJ2h7BTjvtRyEitfhJCCCGEEEKkCxK1ErXZgpgluQLJGqg5R4wO/ccOuhBCCCGEEEIUNhK1ErXZQnIFMiCWLVvWpcknVT/JF0jOIIQQQgghhBCFjURtzKKW+5Gl780333QH6fF5FjFCPCMx6QW/I5Mgaek5hzIG6QIWWoTrwoULrW3btq4+XM2aNV1byeRIn+UX+puMhQhnMkmSgTL0G/XmSBSSCO7P9BEZE/nuyKLIOVnVCBRCCCHSkVANQuE8QggRHxK1MYta6qxR965ChQruoIj5888/b99///3/1LNDHHbu3NkVgKfgeTpZP0nfT9F1Uuc/+uijruA8NehI2Y8IjUNIMqEj7Ck98Morr1iNGjW29hs16RC3iSBoScFPG55++mlX6w6XaNojhBBCpDuJpQyVp0IIIeJDojYGUct1iEBqoL300ktWqVIlO/LII+3oo4+2M844wx555BFXM416cMSicnAuv2vcuLGdcMIJTtzSrnQBgT1hwgTnekyRc4rG9+rVy9WAiwsm9FD3j0LoF110keuzEiVK2DnnnGPdunVzdfoQvnxvCFpqy1Fc/YEHHnAbBgMHDnR9L4QQQqQ7ErVCCFEwSNTGIGqZmBYtWuSstD169LD77rvPbrvtNrv77rudaG3Tpo11797dFRxft26dKzA+btw4Z53lM84ZMWJELC69cUGdQKynDRo0sBYtWtgTTzzh2sjv4wLLK0mosGS3a9fOCdW6detarVq1XN9hjR09erSL4WUjAMsxmwb02ZNPPulELwXb08ltWwghhMgOuR8LIUT8SNTGIGqJC502bZoTWR07drSnnnrKWTgRYIMGDXIC7J577nFJlnC1nTdvnj3zzDPWpEkTdw1iccGCBfkSZ2GC5B64OSOeN27cuHUnGHjHxM9oN/2R1X2wKiMqr7zySmvZsqVrO26/P//8s7sO6+natWu3uiJzH67lZ/qTz7Cgci5tyKpv+Zx3b9SokbVu3dpefPFFe/nll12m5S5durh+7NSpk9sAwHKMZbtZs2bOasyGwOzZs90GQaJLtxBCCCGEECKzkKiNQdRyLa66WBsRZ7jSYrHFTZa4UKycZA7u3bu3ffXVV+5cxBnW3H79+jlLJMmP8iPOgpidOXOms3wilkmkFGJ5Eaq8Ly7EWI3Hjh3r2oJLbyKIUgQr5z722GMuvpVEUVhUEbq0EwE+ePBgJ+BHjRplS5cudaKTa7FY4xKMO/Xbb7/t+hkX4qxicHnO66+/7kQq1uAXXnjB3bd///5O2NKPxPEOGTLEPRMB3LBhQ2fFHTp0qBO04d2EEEIIIYQQmYlEbQyiFkGJSESYcSBuEbCIOhIt4S571VVXORGI6CS5EUmRsIJiAQ2WzvzAOyDysHaS1On00093YhrrarBm8qzy5cvbWWedZa1atXIZhhGhie+NBRcROmnSJGdBLVeunLOaEgOMgMT9GHF544032jHHHGNNmza1KVOmOGGLizBC+vrrr7dSpUo512WyJc+fPz9LKzRtRgBXq1bNiVX6jI0ARCxW7vbt27t7sEHAffld/fr17d5773WZkukzCVohhBBCCCEyG4namCy1lPHBSktSJRJDIQQRkYg6xCXZfBGSWCIRb8TR3nHHHU7wYpkMB662y5Ytc+IyNxmGEZy8C/c+++yznaikHVhY+T2idsCAAXbqqae6xFTEr2JlpZRO4ntjuaVfsKDidnzDDTc44cn9cRdevny5sz5XqVLFDjzwQOdWPXHiRJdAClGLuL/iiivssMMOc1mguQ/u1nyWDJZaRCwWa1yxn332WSfKOXgPLLXNmzd3mwTBtZtNA35H/yb2G8Ia12ghhBBCCCFEZiFRG1NMLQmLiEGl/M2DDz7oXHdxAybZEhZHXGaxfCJsEWm45yJob7rpJitbtuzWA8skVkksowjbnBKXqKXMELV1cVGm3bwHVlFiZ+MWtdwPazaJtXDHRrQSa8zRtWtXF08bEkjdeeedbiOA37FJkNxvvCuJpIQQQgghhBCZhURtTNmPifkcNmyYE2bUTyWGFpdaRC6Ci9hQRBniFqsk4owEUrjqHnvssVuPW265xVkeP/nkEydsc0pcopb3IO4WKy0iHcsybcF9OG5Ry++wsPIcxP79999v9erVcwc/P/74485Ci+ClX+g7rOH06XXXXefegz4rXry4+wwrNzG/udkMEEIIIYQQQhRtJGpjELXEdZIoiURKWGcrV65sxx9/vJ1yyil24YUXOuGH5RPX5Jo1a1rt2rWdsEU4YpklUVI4sOZincR1mUROOSUuUTtjxgwnIhHlZHDm71hvcYWOW9Ryz8WLFzvXbayvl156qZ144onuOP/8852wReDzGUKXzQLuSVwt/UQ8L31JvDJ/79u3rxPJcZYdEkIIIYQQQqQ3ErUxiNpEcKe99tprXRIlDlxjEWKIXayMxNEibPkTQYt7L6624eAcBBrxpCSVyin5FbX0C31ArV2EIsKUbMSJGYbjFrXck3vzDEr0IGpDv9FOrK+8D6V9sM4iZrHQEp+MazTxuFh5EbfE2uLOTQml3GwGCCGEEEIIIYo2ErUxi1oEFdl7SXrEgehCqCIiEWYINIRs3bp1nbDlMyyM4cBKy2e441L7NqfkV9RyPeV/EKyI0erVq7uyOfQNrsecE7eo5Z7cm2dQc5YataHf6Cdik2vVquX6iGRVCFkyJV999dXOdZvYX4Q3n9NfWMLZPOC7FUIIIYQQQmQGErUxi9pkyMhLLVpcZBFeI0eOdOKSsjRYHLEuYnEMBxZasgETf4tYzCn5FbW47CIsQ9kcDgRqInGL2uxAYON2fNxxx7lsx7hBY4UlBpmSRcQuT5482W0gYOFmo4A+42e+VyGEEEIIIURmIFFbQKKWjMjE2ZJ4CcsjIhDrIiKT+rAITkQfIjZR1FKqBqGYakstfUEpHayhWDyxlH788cd/ekYqRC1JnngG7x7ibBGqWMDZEMC6jXs3v0sUtZzL+8pSK4QQQgghRGYhUVtAohYBiNCbMGGCcylGBJLJl2RSZBNGiGFZxD05UdRyDm63qY6pRYwSy0ucL4L2rbfecp8lv1NBi1rq5M6aNcv1Bf2GiKUsElmNEbEk2KpRo4b16NHjT6IWyy19pphaIYQQQgghMguJ2gIStSQ/ImkUlk/K+SAY33jjDVemZ+nSpU40Ih4pW4OIDQdxtwg0YkURnYjSOXPmOGHIPYlBzQrqyPJexMESd3rmmWc6QUg9XCyww4cPd20gCVMQtSNGjLD58+e7a4lZJVaVGFbOR3ivXLnyT8/g2bhTUzoHwXrSSSe52FveEQsp70d86+mnn55rUYvo5hy+F9y1yQyN9ZWatZMmTXLf0WeffeaySNN23I15Ln3Ge9JvuE4r+7EQQgghhBCZhURtAYnauXPnuoy8lPTBIotoxPLKs3BLRqAhQClVE8rYcCAqEWcITqy2uAJjsUTcffDBB05UZgWiENGJqEMQXnnllVahQgU744wz7LzzzrOLL77YypQpY/vss89WUYvoxiqKCMTtuVy5cnbDDTe4Z/OcZCEaMiQjUhHexAlfdNFFTsSee+657l25x9///vdci1rcjvle3n33XXcd90IgY43FCsy7EWeLoKYviDs+7bTTXJ8Rd0uMMqWBVKdWCCGEEEKIzEKitoBELfem3itiklhakjAhyngOAg03W5IfIUARguGgNivilXhWRC0CLxxkB96RFRKXYVxweXbVqlX/dO8jjzzS9txzz62iFmsxQhCrLBZj6uri2oswzg4sxlh+sY5iqUVchmeULFnS/va3v+Va1GItRpCOHj3aCf3LL7/cuVLzrHXr1rnvDRfrRYsWOdGNm3Tiu+Fq/eWXX+b6exJCZDhbtrBjt+3g7wWQNFCkD2E+IZyGWumsB5inEg+8mPicuYtN4/ysD1hjUO/9iy++cPdlU5t8G8xZK1ascOsCkR7wPbNG5LsiXIz1xx9//OFKEAoh0ptCF7UMIAwWBZF5OKtnBVHLxIKYY6IpCFGLQCPW9NVXX3XiFVfeX3/91T0/uNoyYeJa279//60Hlshly5Y5sR0+I2kU4pFargjj7MAKzATNsxGtife+8847rUSJEltFLXGrWIsRnghURDDPol+yg/dYuHChE78ITCzL4RnUjD355JNzLWqZNBC2WGWJy+U6NgZ4Ft8N/0b4c+3atU7YUk838d1oy/as2EIIkSWM+dHYY4xPeHhEY5AR4oG4FTstzDVsNA8ePNjlYrjvvvvc/Jh44P1DPgfmY+Yh5u28gohlk5ZwGe7L3NiwYUPnzcU8zXpBpAesNd577z33XeEVhjcb647thX4JIdKHWERtEIsM+ogTjux2Nhk0+JwMwYgd3EUZMPh7uK4gRG6iqGWSKUhRm1/ol1Bmh4GVUjYkR0LsZgf9x4RNUif6M3HDIDFRFAM2Ezb3JHYVMYvQJZ4VwZod9CHtSxSc4RkhUdThhx/uJm6SSuWlpI8QQhQ4CJVo/DdExYoVZsuXszNI+vrCbpkoQNgAZUP37rvvdmE6Bx10kO29997Oy4hjr732cmE0iN0PP/zQeQzlZQ5jbmS+pKb6jTfeaEcddZR71gEHHOA2mNkAJswGa7EofMLmOblIihcv7tYy/DvBAMGaSgiR3uRL1AbxySCAJZKss1gJiSfFbQPRk0gY4HG9xU0WwTZ16lSXIXj69OlOZIZd0YJw9yhKopY+oqwNLsdkSCa2Nic7unwHXINVFwsxrjNsGPBuQdQykWKZxVKL+3PlypXdrnGvXr2chTc5QVQyTPC0hazDuC/TVjYm6NsgapkQcBHm77RJu5xCiLSDOWrOHLPXXzcbMsRs0CAzwi9++kkuyIVAQW1oJ8Mcx2YxlQIqVqzoysTdfvvtbmOXDV/CcAiBIQkhSQnJP5HbBIS8B2sLBBE5NXgGz6tdu7YL9+FA0FKqjgSSonDBIIBFlkSehDPhbSZRK0TRIt+iFiGDCEXMEg85bNgw53JLgh8mjsQJinOxHuI+Sq1W3FaZWHD/wWKIGGNXlBgTdkX/HbMLWFEStVhkcY3CPYldQ/oK4Y9IzQ52hMliXL58eevZs6dzV+YaNgiCqCUGlczBWFFJuETyKCZvXHp5Lpbe7MAdB/csEk+1adPGfZ/sfLMREUQt8bssEPg+mSQ2yfIhhEg32CR87TWzBg3M6tWzaCA069XLokHNi9o0mhN2doKgTYWwZZ5r3ry5yzGBeCXxIXMnG7B4KhH+grC59dZb7ZxzznE/EwObG5hzEcKsM8iPwbx4zTXXuPURaxA2/vFiYo7Wpm/hw3eAUQVjApv8Bx98sEStEEWMPInakAWXXS0GgVBXlIRIiCWy9TIp8FmYnBjgsegxYZAICTdXBnosin379nU/I24Z8BlUsrL05pdUxtTmF9pInCjCls0CBC19sj0XKEQjYpRYEGJ2ELZkXWbTgHI77BSTPOqCCy5wrsxsIPC9IXzZOaaEEEkrSJ6xPQHKTiYWWbI4465cqVIlV6eWzMnECyGa2Xkm8/Ill1zivlMEL++Sn3gkIYSIFbyAGOdw+4zGyEjZmF12mUUDl9ljj5nNnu1jazVupYyQXyMVOTaY98n/8H//939OuDz33HPOawxPKDZo8R5j7iSXxdFHH21169Z1czDChoM5jXJ7hPCQmJGDknZk7+f3iCDmPO5J6T4svyRipNQez2Wdg4WW5+CxxroIDzeuD/dj7mejmdwSCF/md4QX92ZTnnUUddrD+YmJH3k/1k+IZgwN4RzWaZQKJF8H+SuY67knaznaQE6PcG7iwT3w4uK5yd5itIe1Cs/n/onX4S3GvQOss2gbiTBZqySejzWcd6VvedcdeeqxWU4fsDmf2A9hDYlHGRZwDtYhnJvYNp7Ne/G9hu+djQ3WNpdFY8G+++5rZcuWdR5nrI/4jPKKvC/rSPqP34X78W+BdS/vEUolCiFSS55ELQNTyETLIBrqihIzguWPWEpcWXExDpMTVjxEE4MAIgsLH4M9AyEDO+KWwR5hS+IfBt0ducHmllRmP84vTDYMskxmDLgkgGKQ3J71momW/mISof8QsOwK42qMZZayO5TfwQWKXWcmISYbhHJO3b5D2R36jYkDt6ybb77ZDfzhGcQnUeqHLM5MniG2N536VgiR4ZAcilhakuJFc5eVLr3tuOcei1bwZizGZUFLGSE8iaOgM81mJ2qZFxE6CBnmt2LFirk/8S5D0HAgWtjAx4pL2TyOSy+91K1/2NTHQ4l5j7URcyLhOIik/fff34499ljnScWGMOskBBnrIn6uWbPm1vshgIn5ZeMZQRnWAQg2DAHE+55//vlbz8fizLxLLXfEKaKOtRbzcTiHTe2bbrrJeVExPzPnB0HLWow2hXMTjypVqrhNcvokOZEkfRXKCHL/xOvI18E6McC6EXGJZRxvr8TzSVTJu9K3rGV25KnHBgDt5b0T+4HygqxNWOOwUcCBeGWzP7FtlA3kvdiIZ2OBfxNt27a1UqVKubjnXXfd1X1nVHTgXKoyPPvss67/WS/Sf7fccsvW+wVXdt6D713Jv4RIPXkStezsMbjiqsNuGwMnMZ/8B8ddh4GZXU5SogdXIgZ4Bg4EF8KVuBUGNkQxYpddLgZaxC4DB4P8jjL95paiJGpzC+KRQZSNBIQtu7zsMDKhhoPdYgZ73GnykpgCKzF9xw4lVl52JJnMEMvhGViBcZnGXZpdYiGESDvIdEyMZDT/WN26ZgceaNFK1uzggy2axMxGjPBJo+RymDLC/MxR2JZahBdhP2wCI2pZ2xBag/hDsDK/snlPjfSTTjrJCSkEGuKHNRCbvrgeE1ZFWT+SQpF8iiRUpUuXdpbARo0aOZHIs/FyQ6SS34INYsrkIWoRpDwHTyjcn9l8xhrI+gkRSeIpRNhZZ53lvLMQbohtRBWWYDa3uQ+hQvzJHE07eQ7PZS5nzYAAZN2FMKeNvBdCEaFGyBLinWu4P2IurAVoD2s31ha04bzzznMH9eNJFokox9pMfxNWxpqRPrnuuuucGKW/uI7Nd9rFd0LfIpyzKnPEvwss4KxBeUc2B7Ckk/ySdtJe+vvhhx92788ahbUI60o2JuiDcNBG+g+RzzuxXkXgYlEnnna33XZzCb34vvBKY8OAPuO+rG3IKcLzjznmGPd9BWHNu2A4YL3LvyWVaxIideRa1IbEUOy4ITr5z80EgHtrp06dnLhl94yBC7EaXIm4BrHFbiQDTJMmTdykEcrdII65HjHMOeyKstMYJzuzqMXCiiWVXdcweRDXjGtOOOhjXKPYOd1RbG5WhFJEfPdM/lh52aVlFzQ8g91TdjKZIHA3F0KItIPxj7rWJIiqXt0ixWG2zz5m++5rVrWqTxgVLfZdJmSRElIZU5udqA2JnbAkBkFav359t1bBisi5derUcWE7WGbZKCb0hvULm7qIPzbsuR9WWDzScGPmPohFLJ7MmYhk5mjCd7DuBQ8nBC6CCasl1kFEImsqrK+IPZ6P4YBn0XauwbCA+zMutRgOEGfkyaCNtWrVcuIWYcxB2xGSbD7TBtZaCFOuQbwhknku90I40n6ejwClP7gHawzmedxuscYivBGwvAuilHUgIpt+43eIfJ6FyOReWKtpGxZnhD3P5j1oMwfvklUMK+tJfo9LMQk02VBgE4DvivUk7WUdMnz4cFdukN+xyUBfsQFPn4aD52OFRchzHSKU7wtrLf2KlRahzL8TwrUQ54ReYRTgu6a93Jf+pC30O7G4bBywYcE1uFlrHSRE6siTqMXqysDCLhQTADt9DOAM1Oz2MQjgToywCqKWa/gPzuDLoMHAzsDPDiHiNbggv/jii26gxP2YgTNOQszOzihqhRBC5BCyzUbzUbRCN6tSxWyXXcx2281s990tUiX+97hZppkL4b+ZS//9H/vtjy224V//tn/+7o9fi8CR2Nb1Udt/27TF/rV5i23eEonYFPdjoqhFqLEmYf2CqyriFZGFBxKWOKywZCpmzYCoQZQhphCLrHdYq7CZzBoIMYjFkU17hDHCCuHK/bHgYUlE4IXNdSy/iFgsqTyHTX2EK2snrKA8FzGMVROxiGcbIhorLdZjRCPPwcDAOoa1GFZHLKpYELGIIjr5HefgocU9EWvBAsyajOfiKYcgpx38LlS1oD2IbH7PPXkXNsYRwog33hmBxznEnLK5jqED4wXiFvHMNRg6OAexS3JKfs/6C4s2fcfnWE3pW0Qi68vk+Go21vk98bTcEystoj/0W3BbZlMdAc06M1ipEbJ87/QrG/L0O5sMCHzELxZ4Dr4vvNxwQU5OFIW7NpZf3JZvuOEG18/0If82ENqsX9mgIAYbay3X8jwhRGrIc6IoRCqDFwMp4pNdLtwySA7EgI61NVHUMhgxkDABMGAy2DAgMsghYtmxIxaEHToGFgZf7h0nYQeYnbPkRFGh7I0QQoidnOB63KmTWcWKFqkbL2x33dUiNWPRqtps2jTvgpxG/BqJwe/X/ss+X7HBZnzzi43/aq2N//q/x8IicPy3rVMXr7N5P6y3ZT//bms2/mH/3pLauTdR1CLUiIXEoocLMCKNRIdYLBEuiDPiTRGMWEs5j2s4lzAp3ILJd8EaiFJ5WO+w2LFpz9qGDftkUYtnFcIMMcc1uK8ilILbMoIXocz6CHdYPmNNhesxVtesRC1t4L1oI+9AnV0sxFgMEZuIQT7H0ouw5BzejXZiecyNqEWMI+boH6zGJFfiXRGTvBtuzcQB0z9YTrFkszZE6OGqjKsuf2ftSCgbohDRTl4W4o8R7qwXEZKJSSZzK2rpqxDvzP2DJxvX50XU4uHGs/hOcE3H1Zt3RLjSLv6dcC0bH/QvQpp1sBAiNeSrpA8gBBG3DOy4niJMEaz8Z050P+ZPdrkYdNi9RPiyK8cEgbsJriEMnLh4MKgjMuMu6RNg8AmilsEId1qJWiGEyBCixb2Lm40W41a+fDQT/r9tR7RItnbtvOj97rvCbumfWPXrJpv93a824rPV9vzUH63D2G+tw3vR8f531mFcETje9+3tNuF7e+OTn2xaJMwRtlifU0miqOXYZZddXGIg4ij5k79jTUS44mHGJjsiC4GGwDzkkEPcmoU1DgIUIccaiPUPggYLHsIW6yMiM1nUIhhZgyCCEF4IMyy/WGLD5jtrJix/uLOS9BHxibBFNGUlalnD4D6NMMMKyzvgYouoDmUSWVsh7kIbeT9KG5HcKreiFiHM77BM8jPhTcEqGUK9EIFYYxG4WF95Hs/mQKCzFkOM0y6qPCBqieml70Im5MSY1NyKWmJrsbiz0YC1musR0XkVtVyLpZuEX/w7wGpLRmjaxDqS7y+4JlerVs1tGii3iBCpI9+iFoKoZceKXcDtidpQiJzBi504Bl7iETgY7Eh+gEsL17GjlpcA+zAhMLAx0WBRTjy4JwM8bkbsXjIIy/1YCCEyBMb5aFFuAwZYpArMTj/9z6I2WuQ6sRstgm3JksJu7Z/4+qeNNjQSg23fXWZ3DfzSru4+167pOc+u6f2ZP/qk6RG17WqOXlFbe8yzW1/43B5+e4n1m/6jfbzsn7ZxU8FmO04mUdTi3ovLMOKG+upYCokfJUYU62NIcsSfeJIhKBFexJ8icIg5Zd2DxZVkRAghxCaiCcGZlaWW9QZiCJGMxxoVBPiMn0PMJ4IYKyjxpwgofkeca0gSlZ2oJcYUUUuCpxDqhas0bWK9hcv17bff7tZh/C4vllruyf0RtfQBBolkV1vahLAlsSR9xJoPl2j6m58RkwhSkociBLHgHnHEEc6ii7UXQ0huLbWcw/oO8c53zLOwKLM+ZV0Yh6jdb7/9trqgY6XmekQ73x/vx3dDP7PJIUutEKkjNlGL+wg7YUHUsqOYLGpDXVt29EgewOCMmGVwY3BgIGDwJPkQcbZ5qfMVBC0Clp3JUFcuxEMgYNk5ZAAMadz5vUStEELs5DDGc8yf7+vTRotdK1Pmz6L2tNMsWg37JFIki0oTmJ0+/vaf9uT739r1L8y3cq0/smL3T7IDm0y2Ax+ckvZHMY6m0c8NJ1nJ5h/aFd3mWtNhi23k/NUu1jaVJIpaBCwiClFFDC3CiphaQqWIHWV9gxWONUkQtQhG3HsRVYjO448/3v188MEHO7dlBDEut1gLuU92oharJWKRxEQIaq4PBxbhPffc08XUIrCx+iKecypqwz1JiEQb+fPQQw917cQqiujCjZh1V0GIWtZ9iEwsp6wJWefRB1g6yTBM3yEsaRf9RzZishIjErHSJmfCzqmoJfaZd8AazfdZEKJ27733dn1Jm8N70NcHHnigc3fm3xeJp3iWECI1xC5qiZMIojbE1HIkxlngdsLnDJScz5+48jAQM1AxSDO4MEDlthB7ELQIVQbFUFeOg4EfQcsAi3AmEzCDsGqpCiFEzGBhYWMyGovtt9/83wu4/ugOIaQlGuujwd8ideDjaaPFvst+HIkH22MPs1NPtUiVmPXta5HyKNz2JsDs9NmPG+yFaT9a4zcWWbVe86z8kzOtfKdZVr7zHCvfpQgcT82O2jzLLn/6E6s36CvrNO47m7hwnUsclUqyyn6MJRO3V5L84I7LOoQMv6xDyMOBYMTLDIGEqEHIIOpwb0V0Yk3lII4V4ZmdqGW9gTBEpLJeQhghhkhoFO7DQawvoozNf+6VnajlnlhFEXcIdKzJWKGpH49wx7Ic7os7MyKW5JwceRG19BntoD9ICIVllLVVIqzD2AygH8lyjCWTeGUEI/2B+Att4nug1BFZoHHr5dpkcipqMViQ0TjU3eWe9F9+RS39i1UbEc53hrWWfwN8T4nfG/+GQvKx79IshEGInZlY3Y+TLbVB1DKQcE6ohYaQJVaE//AMdgxADPTsjhIDQYwJAyD3RAznJraW87HwkomOOBjiVtgRJa6BGA1cjhG0ZOcjSQNxMpwvUSuEEDEQrKEIWhItYakg2zC1YRGUhTnO8nwWy9H4HykFb5VF1B52mK9RW6yYWblyZjfeaNaxo9nMmYXX1ixY+c9NNuvbX+2d+att4IwV1nPC99Zz0g/Wa3L6Hz05orb2nPi99Z2y3IZ98pNNXrTOvln9m23aXHjux0HUIl7YcEfkIRYRWLjFElPL+QiaEK+K1RNRiccZiZiwAmKp5OBnhCbuw9yTjfxkUYvwwqWZdQmWPwQyyaLIVBzuw4Glj/twP9YsJONEQGYlallrsY7BeIDwxWqImOP+CDzK3IT74i3HvVmnIQh5j9xmP0a0Y5Em8ROuzPyezNGJIB55HmFlrPmw6BLni3hH4NLfoU1YrRGXxPiSn4U1YzI5jall3YerNuIeyy8bD1jZ8ytq8fSjb3DfJlEUmyC8E99p4vfG+7LWlagVIrXEHlOLYGWwYrAkW2BwP8F9h//gDBYMsrjSIGgZ2BkssJoy8DJgs9NJrAe/w4U4MaZiRwRRy64qu4nEViBmg7sxbimIWXY8JWqFECJmojHYCVpcEadMsWhi8JmEqQtLmbbff/cW08IYb2kXZXqiBb7deqsXtJHYcOL2hBMsWrX7ny+/3KxlS9/+INLTAEr5/LzhD5cBedFP0bz743pbsGKDfbEy/Y8FHCv88VX0MwmiVkUinYzOW1Lcv1mJWsQIHmdB1JQuXdqJNTbY+Yw1DomAKEWDWORPBCUCkTUGVkoONs5ZC1G3FCGZlaWWdRFrIsQSayUsqVhPuSbch4M1EvfiGWzG8zMb/1mJ2gAb+rgUI8p5D37G4IA4D/flPVkDcW1e3I8xGNAWxDDCkThS+gqBn9h+hDhWVwQtohWBSAwq74rFM9S052C9h9BGDCIucadOJqeiFmHPd4VbOZsFtJ37hrJMfCeIZ0Qt1xMPS1v4jPhfEpniok2SLt6d9rCepJ8Ry4hZjC8IY96PjYvE96ZvEf3U5l2eZhnUhdiZKRD342RRi9Bkd4zdK4qV42rM4IXIZABGuAZLL24/ZEXmHAYSBCfX55TgfoxQxmUI0cxBdr3ggkysLzuKDPLB/VgxtUIIEQNr11q06vVi9vHHze64wwtEYlijxZ4TtrgjF1B2+2yJ5iGXJCpaiNrVV3sRSwkfBC71ac84wyeKuuACs3vvtUjNpIfb9H+hpivClhjUNZG4/cf6TbZ6/R9F5vjHet/mn6M/f/lts6u1u2nzf1K+Z5CVqEWYIJYQbAhPcn4QEkUWW8qzsDbhPOJQEXOJSYGw3iIwOVi7cD0b6ggkxFKyqGWtwZoDF9vgUozLKs8J9+HA6437IQoRy6xZaEd2opZ7snbCwotw4zwSWJG4KNwXsYtYR0givBCxuRG1iEY84BDa9AcuyAhA4nQT28+5iDtEeTAshARYtId3DuciFOmH/Ipa+jbkb+HZfH+0nQzIPAdXbr473IQRtbhls26lb1mz4i6N4YWYXxKHsTmAcGdNy3vQX1iSse7St5RHYl2b+N78+6DKB5Z42iKESA2xi9oQl0KmviBqGRyJb2UXkkmAyYQdO3Y3sagiarGYMkAyeCJqGYzZMQ2ZiXNDYkp8RG44GBARvDwT9xSej2uIsh8LIURMUC5n0iSzDh3MLrzQu/Xi0hstxF39V0pcrF7tLbaptoIiqKOFtRPYtC1atEarXYtWyBYpGItWsL6kz5lnWrTyNhs50oz5JxfeQiL9Yd7H0rrXXnu5REcIFsQnm+ysZxC2WPoQQCQDIoYSF1ZEJtZXLHoIQxIxkcgp8SgX/VvH64z1BxvpCDncmHG5JRMvLreJBBddwq8QaOE+tA1rMaKL61ljsU5CgLGOwo0XsYWxACEWCGVrEHUIYBJOJbeR+F2ex7qMMDGENuIZgcZ7IqKDqGWdhJjn9yeccIJrC/fmGayraDuiDoGIy27icxCSxNpitOB8BCkee4hK4lCxhoZzEcyIXUQva8HtidrwblhJy5Qp41yBEdZsIrC2SwRvPCyqWMK5P2WayK7MexAPy8F6ExGfGJNLH/M+oW24h5Pkin8nbATQN3gbskmR3LcciHWeTXuyeg8hRMEQm6hFJLIzxY4Zg31IZR7cjxGOiF4GGNxPEL+4cfAfn90sdsBwXSE+gR1DBjZ+z+CRG/fjQKKwDUcQtwzkTBAStUIIEQOMnYlJmKJFcLQK9K69++1n0UrSZxmuXt3HqlIjllIXv/ziRWOqiESBsxZjQcYiW6KEF7NYbinjc/PNPnkULshkRn7jDR+DSxs1P+w0EB9L0idcebHmIaISk0YivogbRcBiEUTI4abLGoe1A+sGPsO9lXskHqyBsPqxnsDFGCsqZX0QSoii5LqliDRcWxGHrHsS78V6qG/fvu56BBftYs1Em1k/kfwIMcZzAqx1WJNxX9x/cfNNbiOWSJ7H+yLkWQthfcTwwHsi2ll3YfVFmGM55fdYJ2kL9+YZPAvjBZ53ZEMOeVHCwZqO9iHuOD9xrYiQTDyfPkZcs7nAd5HVui/x3dh0oH+IgaZ9eOMlJ5diwwA3adrO/Vl7ErfMe2BN5UCcIlR5T67nGfQx7xPaxs+8I/9OsPLTNizniP3kvuXA1Zpn07+58TQUQuSPWEQtLsIMVAywxCaQRp0BnNiCICjZrWLgYABi95BdUgY0dgQpQM5gzgTRvn17NymQEIHBI4jTOAj3wi1ZolYIIWKCsRPhFy3iXLzqXXd50Xj44T6j8O67+z+PPdZbSKPx38aONcPClEWW0wKD7KxYyho18oL7qKPMHnjAohWyWffuZvfcY1alircsX3WVRSteb1UmaY3mh50GNrcRMAhF3EMRSojZUG2Bz1kTsDZA9HEgKPk7axmECj8j1rhH4sH6IiQ54j6cG8KhuEey5S48i3P4PPFebMAj4PgMIcW5rLdoM8KcNuDplpxMM2zicx33SG4j7eazYHTgHvQH96UNtD8YBUKeEn7PvbiOe2/5r0s+bactfJbcH9wv5EVJXAvSbt4r8Xz6mPuE72J767Hkd6NdIUxtS1KYQKiEwTncPzyH68IRvv/E67lfYr/xc2gb59E23ovvNLlvOdhkSPz3JIRIDbGIWgYpYizY3WL3EGFLpjl228J/agY1XGdwKcb1OKTQZ2eQ3Tl2I/k7u2Zjxoxxu5kMenESBmkGIkQ4O4gI5zBRafARQog8gFUF115K4OBijLXzpJN8jCruvOFALJKcCVfkxx7zltBPP/VxuMTZFvQYPGeOWe/eZnXq+MRQpUqZtW7tXaKHDPFlfsh8jOC95BKzPn18wivalyZxtUIIIYT4X2IRtexcsZNFHAqJEUh8gGsG4jFYRznC7lfIvEdsBQIXIczPuIlwPdZTdsXY6YqTsMPHTh1JDmgjwptdNYlaIYTII1ifEIbReO6snYhFROMtt5g9/LB39yVu9dprvfWWBE0VKpjVq2c2eLDZ119bNDkUvHD88EOzJ54wq1bNu0Mjsrt2JcjS7L33zLp1M6td2+zEE83OOcesc2ez+fN9xmSJWiGEECJtiUXUBpcYXDxIWEAsCvEJwYUlGdw9iCFBwJJanbgPshFjPSUuIm4xG5CoFUKIGGHMxEqLV83o0T4uFbddEjAhCrHG4o7MZ4hGBC4WW6y1JUuanX++WbNm3iU4mg+iSaRgMiPTTkQpbWjY0CeEwhpLluO+fb0llljggQO9KEeQI3ix4k6f7kVvYWRrFkIIIUSOiEXUIgax1iIMiXPAyppdgDznIWyJp0AEY5ml7A6WXcRxcnxIXARRi7VY7sdCCJFPELTUfl261KxHD1/flVharKAkWkIkkhBqyRLvxks24XbtfAmdU0/14paSOlhHe/b0mYmJs40zY2hIYsV89OabPlkVghvX6KpVzV57zQtpLLJvv23WpIlvPweCm7I+ixYpA7IQQgiRxsQiaosKIQGEsh8LIUQMID5XrjT7+GOzBx/0Flpcj7HGkoBpyhSfQApRyfiKxXPaNLMuXcyuuMK7IRcv7q22ZCEmMdPMmd5iG67JL9wD7x/EN1mOL73UW2mxElNDl3q6WHER3h98YPbQQ95SS1Kr++4ze+stswULJGqFEEKINEaiVqJWCCHyBuJzxgzvwks5nAMOMDv7bLO6df3vghhENDK+rlvn69hi/SReFQvtued6MUxW5GCx/eQTf+84LLaIY0qeYAGmPi01aBHeJLNq3NiX+KF9QXDjcozoRXAjtF9+2bdHpTmEEEKItEWiVqJWCCHyxvff+6zB99/vrbO77WZWubKvU4tAxIqbSHAF5vdkIn7xRbObbjI77LBtB8KWOFwsp9HYnG8Qo2RmjsZ8l7DquOPMjj7al+4h5hdrMqL2xx+9eO3QwcfTUsMWN2ncqhHuBZTrQQghhBD5J6NErWJqhRAiBnApxvqJ2zFZjUm8RIwq1k0yGuPS+8032xel1LNdvtxs6lRvscXKy/X77+/vhbDEgopojqOtixebTZrk42WpTYultlYts169vLhm7KceLVmYEeS4JiN+yZJMtuSJEyVqhRBCiDQmI0Wtsh8LIUQ+QKyS+AmLas2a3n0Y6+bFF5t17OitosSwbi8OFWstrsVYR7GUPv+8Tyz1t7+ZnXKKt9ZST5b75BeSQFFuiJq4d93lSwrxjKZNfbwsiawY+4OLcv/+PuEVZX2w5nLeu+96cSyEEEKItESiVqJWCCFyDuMkFlSsl089ZXbJJT6WlizGjRr58jy4++ZkPEVwhlhWEkth6SVJE+K4eXNvXd24MX/xrIhr7k+sLhbhQw/1VmEszNyfGF/aynOI46XWLgKb7MwklapTx4tf2iqEEEKItCSjRG1iTK3cj4UQIpeEeq9z53qRiEUVq+dBB5nddpvZK694d16snjkBSy6uyAjL7t296/Hpp3srKQKUcjsI5F9/zXubsSqPHevjZ7G8Hnywdy8maRQxtCHuN2RIxnX69tt92Z8KFcyuu85s8GAvejVHCCGEEGlJRotaEkUFUatEUUIIsQMQfohQRCLJocqX9/GpHK1aebGLSMytqy5ikhqx997rLb+U+eHeTz/thSfCNi8wpq9d612PifXFmkwyKsQzSaqIteVzQKxjER4/3pfyueACn8kZq/ELL3hxHFeZISGEEELESsaKWmU/FkKIXIDoC8mU+vQxu/JKb1GlJM/115v16+djZBG9iL/cQHwtGYax/hKjS3bik07y4hLr72ef5b69IdPyTz95AYvFlbaSAIqMy7gUr1rlBXU4n3ckxpeau5T8Oe0076qMVZf70E7OEUIIIURakZGidnW0MFuwYIHNnTtXolYIIXICApEyOx98YNaihVmZMt7qiUsvpXKwcOY1QzAWUrIlE+NKLC3C84gjzK64wuyRR/y9czs+Iz5pD8mfunb1JYdwbSahFVZb3gNBmxyvi7h+9FH/bOrVYoVu3967SOMGvb3kV0IIIYQoNDJS1MpSK4QQuQQxRwkfrKnEzx57rFnp0mYNGvjkUPPn513wIZixAi9a5OvCkqCJhFFYVqtX9zGt69b5ZE05tZQiVhGhZDdu08ZblbG84oKMKJ8+3YveZKsyMcGUGcKaW7asLwH00EPeWoy1VqV9hBBCiLQjY0VtcqIoiVohhMgGxBxJlIilxTW3RAkfc9qlixe0uPLm1TWXsTckahoxwuyOO/y9Ec1nnulFJlmSiX/NqXAmrjca6232bJ9ZmVI+ZDS+9lpfB5f4X56bPO7zLpQYuvNOf/4hh/h3xi2ZMkbKgiyEEEKkHRkrainpI1ErhBA7AKGKQFyzxtdwvfpqLzSJeQ2ZgRG0xNLmZwwNMbBYUHH3JU4Xa23JkmaNG5tNmOAtuTkVlbQHd2mSWt19ty87RLsp0YNoxYKbFQsX+qzLTZqYnXWWWbFivr4tgv7LL/19hRBCCJFWSNRK1AohxPbBjRcLKQLxySe9Sy6C9sILzRo2NBs3zidQiiPWlDEYsUm2YqyrxMBSLoi6sc89562lZCHOCbSZzMmDBnlX4j339KV8mjXz7tLE8GYF1tgxY8xat/bn77+/T1716qv+fjl9vhBCCCFSRsaKWrkfCyFEDsAyitCbOtWsUSPvxkt8KkIRt2Dce+OE8j2zZnkRS2wtdWUR0PXrmw0Z4j9HQO9ovCb+lcRTZC4mU/Nuu3m36U6dfJKo5cuzvo7f8664VRN/u+++XlST8XnatG0lgIQQQgiRNmS0qFWdWiGE2AG//OITROF6fMst3h0XN96mTc2GDvUlfuKE5E4IS+rW1q7t42pJ8FShgtlTT3lLLrG3O7IMc49Ro8wee8zXvv3rX3087UsvWTT4m/38c9bX4UqNqCYhFqL6b3/zLtcIeLIwb+86IYQQQhQaGStqlf1YCCF2AGMiFk+SN5EBGJGH5RILJmVysFxSmzZOiOHF5RkLcKtWXswSW4vFloRNPDPUjM0OrMvUuCU7M+V89tjD7NZbfWwsnyGeswLRGs0PTsRT1gdRW6mSL/PDtTxbCCGEEGlFRonaLdFiCVH7U7QoSY6p/T1aIEnUCiHEfwniculS73p7441m55zja9PyM67AJFWK2x03JIzi3gjLunW9KN1nH7Obb/YxslhaSVy1vetpOxZkygNxDZmUEcX33OPjcrHGbi/hFJZp4oexQler5i3TuD/fd59PIIX7sxBCCCHSiowTtZs3b47WM6ts3rx5Nnv2bFu2bFm0hvlFolYIIRLBvRfht2CB2eOP+/I2xNIef7wXh8SrUjuWzMgFAcKTZzz7rLeY/uUvZhdf7GvOjh5t9sMPWV+HoKXt0RhvTzzh42jPOMPsuON8fVoEMVZaBHtW4NqM9RmrLAmiEPGhXm6/ftt/rhBCCCEKjYwTtYmW2jlz5jhRK0utEEIksXGjF3eU0kHEFi/uhS0uyO3a+TqvcWU9zgospsTPEltL3VosppTYIa6XJFLRGO6EaXJt3CDGZ8zwcb+0GVGLlZnszVhwEeJYg7OCz7A+I6h5b8Qwll6ENQKbrMlcq/lCCCGESBsyStQqUZQQQuQQ3HuJLSUuley/uP9isaTmK8mWClrcIS6Jb6WMDrG1JIyilBBJo4itRXRiVU22uG7a5MvuIMYRwyVK+MRWVap4d+RozM+23YhixDoxvc2be1GMmMYFmvq51KrlGcliWgghhBCFRsaLWiWKEkKILCB7MKVvKIGDC+/uu5tVrmzWoYPZ++979+CCBOGJsEWE9upldtVVXpweeaTZddf52FribleuNFu/fttBIqcQE8t51Lml3iyZlAcO9DGx2Y31iFWejaBv29bsggu8qKU+L+Iat2as2AVloRZCCCFErsloUas6tUIIsR0QjC+/bHbvvV7U7b23WY0aZq+/btEA6t2DC5KQMGr1ah/fiqCk3uyhh3qrKaV6cE3+6CNvNQ4HMbOI8VBn9oADvCh/8EGz4cMtmgB2/FwO3JS5B8/E/Rg3ZNyZKW/Eu2OtFUIIIURakLGiNjn7sUStEELYtkRLc+b4GFRqtJ58ss8e3KiRF3VYR3dUUicucDHGBZlsy7gTH3GEd0UmtpakUS++aPbuu9sO3KW7dfPxsFhX99vP7JprttWZzWm2Zqy9WIhvusm7XRNTzD0nT/bCeHvZk4UQQgiRcjJS1CpRlBBCbAfEKlmNx441q1/fu/wSx8qfHTuaLVrk3XxT5X6LRfS778xmzdqWhfnYY81OP93skkt82R1ci8OBCMW6inWZzMUHHmhWq5bZq696ob69+rTJ4PaMpZoYYlyQcWPm/mRe5rOc3kcIIYQQBY5ErUr6CCHENkiy9P33PmYVcYhlFIFIsihEHgmkUjlWYjkmhhULa9++Pq73qKN84irK/Oy2m9kee2w7+Du/59h1Vy9sGzb0Flbck3NqYSWm+M03vdsy4nnffX19XmrVkiwq7vq8QgghhMgzGSlqs4qplagVQgjzdVgph0OCKBIsIWoRtw895N17Eb2phHGZDMcI23HjfCwt9WMvu8yX6SG+tnz5bQd/x12Yn4mlpb5snz6+PBBuwzmNhSUR1nvveRdsyvkgoklW9cIL3mq8o9hcIYQQQqSMjBW1n3/+ubIfCyFEMl984ZNBET9LLC2iFvddyvjMnOnFZaphbMZiS/IqhDUiFXFLGzkaN952hN81a+azFxMXO2WKt6xipc1pKR7KCU2bZta7t1nVqmZ77ulFMsmjJk70NXyFEEIIkRbEImq3RIuEDRs2RGuAn51gXLlyZbR+WGubdrAjznV//PFHtEbaaGvWrLHly5fb6tWr7ddff3WWUwRonGRXp1aWWiFERhOy/k6fbvbUU2Y33+wTMpUq5QUiQm7x4sLN+ksmZCyuiM2RI32cLAmkkg9+j+swAnjqVO92THmg3NTVJa6YTMrci77AtblCBbPWrbfF1QohhBAiLYhF1CJef/zxRycUiVOdHi2KvvzySxermp1Q3Lx5sxOwiGCunTBhgnMJJs4VkYv1NE6Ssx8rplYIIf5LyHpM+Ryy/FIOB1GLi+/TT3tBi6iMebMxVzAnUE6HWrTE/S5duv0D0YkrNeeS1Ck3gha4hrI+9AcJorDU0hfNm3vBjFAWQgghRFqQJ1EbxCGiE1GKoP3444+jef5NGzJkiA0cONAJ1BUrVmQpFBGziEgsu0uWLLHZs2fbuHHjbOjQoTZp0iT76quvXDKn32MuGaFEUUIIkQUIWsZbBOOAAT52tFw5n2kY11uSRvEZ52TKOImbNVmXoznJ6tXziaLIAH3ffRZNct4VWgghhBBpQZ5EbXAZxsJKbCqCtFevXtakSRNr1qyZtWzZMloDDXKCNSuhiBD+4YcfnKgcPny49e3b11555RX380cffeRcgtetW7dD9+XcgrtzoqhVoighhDBvocWiiWWyQwdfLqdMGbNKlSwa2H15H6yknJcp4yQCnnq8xBHTB4ce6kXt7bf7ON0FCwq7hUIIIYT4L3kStVhoEZ0LFy60999/33r37m0NGjSwihUr2lVXXWU33nijde7cOZrzF/xJKPIzB2IYQfnWW29F66cO9uCDD1rPnj2jddNYmzdvnhOdiObNMddBRNRyT+6fHFOrRFFCiIwFwYp7MXGzJFkqXtzsuOPMatQwe+45n+0302BTleRSn39u9sgjZiVLelFLaSNijom3FUIIIURakGdRi8vu0qVLnWV12LBh1rVrV2vYsKHVr1/f6tSpY926dbMvvvjCCckgZrG8rl+/3lloBwwY4K559tlnnaX2vffec27HuDJzDtbgLTnNUplDgqU2q0RRErVCiIxlwwZfxuf5581uucXskEO8+zE1WocP9xbcTINNVfqF2NmOHb31mpha6uQ+/LDvL86JeZ4SQgghRO7Jl6glWzHCddq0ac51+IUXXrB27do5cYs7MiI1UdQiVletWmUjR460pk2buvO4ZsqUKc5VmftiSQ3XxE122Y8laoUQGQuZfskm/MADvmxNsWK+Rm3XrmazZ5utWFHYLUw9iFWstbgg9+zp+4UauBzE1U6YsM0lWwghhBCFSp5ELcIT92DK9pAM6uuvv7bJkyfb66+/bk8//bQ1btzYuSQnilrEJHG0JIVCyN51111Wr14969Onj0sONXfuXGf5paRPKOcTt8jkfrSHZyBqFVMrhMhoyAhM7CgJkaj9evXVZmedZXb00WbXXefL2ZBFmCRRmQbzAf1Dvdr+/X3CrPLlzcqW9XV7KRe0fn3hljgSQgghhCNf2Y9xEQ5ZjBGlo0aNsueee86JWiy1lPUJopZzSc6E8MWaWytaFNStW9e6d+9uo0ePtjFjxjgXZMRmKOcTd53a0PZkUavsx0KIjARBFo23Nm+e2aOP+hI+J57osx7fe6/Z+PGZLdyYE7BiI+6JL6ZOLbHG1aqZvfWWj7n97bfCbqUQQgiR8cRSpxarLW7ICFNEKqKWxE+JohaRipsysbYkhqpZs6bdc8891qNHDxsxYkS0ZnjVxdYijGfNmuVK7ZAlObeuyMEaizWZZ/4WLTgSD9qK2zSux1iNeY7cj4UQGQVjHQeibP58s9df99bHAw4wO+UUs2uvNevUyWzu3NzXd93ZoF4tccUNGphdeqlZiRI+K/TLL/taudH8IYQQQojCJTZRS6bjd955Z6ulFlGb6H6MJZTSP48//rjdd999Vrt2bVcCKAjZfv36OQsuWZMRxvwOd+QQY5tTsO6GhFRYZHGPJvkUB2IWF2jE9vTp012SK57BuRK1QoiMgTGVWNAlS8yGDLFo0PZWyD32MLvgArMWLczefNOiAXKbAM5USBYVzV3Wpo0X+2SGxg25Wze/IbBqVWG3UAghhMh4YhO11KtFiGKJbdSo0f8kisJKyucIXtyOOR599FFnoR0/frz179/fCd4HHnjAxdoSm4sldUO0oMB1OacggnkWLszfffedKztEzC8HYhaLMvcljhfLMaKWZyCEJWqFEBkBcbRYaT/80JerufBCs1KlzPbd1+zGG81eeslszhyz1asLu6WFD+7FZDom5hgX5COOMDvtNLPWrS2aSMyWLSvkBgohhBCiQERtiKnNStQieMl6/PDDD7tkUmQ+Xrx4sX388ccuthZLLSWBHokWWtSt/f777517cE4JopY4X+JlEbO0gwNRi0VZolYIkdEsX+4FbffuZtdf7wUtNVjJ8PvEExYNjmY//sjgXtgtLXzIcBzNHfbOO2b33++TaJ1wgo85fuUVb60VQgghRKGSUlFLKZ/7o0VB8+bN7ZlnnnF//+abb5wQxQWYUjuDBw+2GjVqROuFe93PJJf66aefctyWRFFLvGwQs8FKSzuJ2Z04caJErRAiMyExFJbHOnV8Yqj99vOCFrfjESPMGHMz3e04gJs2Ap8+e/xxs+OPNzvmGG/RfuopvwEghBBCiEIlpe7H7777rksS1bJlS+vUqZO98cYbzkobEkkhbMmOTLwtcbcDBw50GYpXUicwh4SszAhVhC3XhiPE1+KSjGV45syZTvgqplYIsdNDHC3laaIx11kY777b7KKLfIka3Gmjcdtl9EW8kfFYeEiUhas2pY2ee87X78VSS7Io+ozSPgjfXOR+EEIIIUS8FJiozSpR1Pvvv+/cih966CFr27atDRo0yJ3D5yFb8fDhw10NWyy6L7/8snMVRozmFO6VWHIIC2ziwTNWrVrlSvpQhoi4W7IsS9QKIXZqEF5ff202ZoxZy5Zmp5/uM/nidnzzzWb9+vl6tZSw4VzhYV4gBplavWwGUL+Xvjv7bG+tJdEWn9NnmkOEEEKIQiE2UYtIpDQPbsUNGjRwGYyTS/qQbRgL7pNPPunELefgAox7MRZUYmCHRAsErLTE3A4bNszdY3WMyUpoCxZcYmuDqCVmV3VqhRA7JVgaiY3FpXj0aJ/FF2FWsqSvS1u9unejnTzZi7NML+GTDH2BYCW2lv4jlvbii72Fm0zRPXr4vsW6XQC11YUQQgixY2IRtbj6EvuKlZVET/Xr13fiFuGIxTRYYhctWuTK+jz//PPOBbl169bO3RixOzlaUGHJJXkULspdunSxqVOnOqsq94+DUMOW2F1EOK7NCOlffvlFolYIsXOCGMPb5dNPzTp29IKMWrTHHeddaENcKFl8JWizhj6hb0iu1a6dWbVq3gW5TBmfBfmLL3xpn1xk6hdCCCFEfMRap5bsxT169HBlefr06eNci4OoDWKSbMRYdNu3b+9ELfVpsci+9tprLoYWUYswxmKLlZZ756akT3YEt2Qsw4jwOXPmuJhaiVohRJGHmE6EF1bFTZt8KZpff/WZjj/6yOzVV81q1zY75BCfwZfYULL5Yn0k1laZjncM8cYvvujjkRG1hx/u+3DiRLNFi7ylWwghhBApJxZRi2sxFk8SL5HRuG/fvk7gUo4nuB9zIFBx/UVQEn9LdmOELLGzxNe+8sor9vbbbzuLLa7BiE8E7ZaYEnAEUYu4pg3BUiv3YyFEkYaxCyGLVwtJjbAafvONRQOpj6Ht3Nns9tvNzjvPrFgxL2ibNrVoEPYlaRDAsjLumCVLfGKoVq18XO3BB5vVrGk2YIBFE6ASbAkhhBCFRCyiFuGJWKU8D2KU2rOIxjVr1mwVtYlgGeXcGTNmuAzIuCMjbnFFJisxiaEQwJtjTlaSKGpxP/7000+3ilolihJCFBkYqxIts7gYk+CJTPEIL4TqpEkWDbBmHTr4GNqjjvKWxYMO8omhSHD01VdeBIucQf9+8olZt25mFSr4DYIqVczatjV77z3/HQghhBAi5cQiahGuoYTO8uXLnWANwjQroYhVlHMRlPPmzXPilizH/BxEJpmK47LQBrIStSFRlEStECLtCbVjEaKI1zlzvHiltuzAgV5sPfmk2cMPe7dY3I2vusrs1FPNihc3O+ccHw9KHG007roER1hpRc5AtGIBHzTI7OqrfZ8So4w78muvWTS5+M0GzSVCCCFESolF1AICNLGMTnZuw+FczqN+LeKXg5+DmC0IgZkoailBJFErhChShIRFS5eajRtn1r+/2RNP+Iy8iFXci08+2VtlDz3UWxL339/sgAPMDjvMl6B55hmz8eN98ijVV80dxMyuWeNdkGvVMitVyuyss8wqVzbr3dvHLyvZlhBCCJFyYhO1RQGJWiFEkYXxCasqVtoJE7xb8V13mVWtanbRRd4KS5kZRO2JJ/oMx8R9li9vdsUVZjVqmHXp4gUtSY0U/5l72ATgOyBb9IMP+thk+pi+xgWZLMgk51J8shBCCJFSJGolaoUQRQEsgGQpxu34+ee9+yslZchkXKKEF7NYainTg9W2Th2zJk28JbdPH7Nhw8xmzfIWWoRXzDkLMoIQx/zZZ36DgFhlRC1xyrh7U/KH/pVLtxBCCJFSMlbUKlGUEKJIgfUvGq9s+nSzRx7xJWVwLT7ySG+hJWFRvXpmLVp4Ky7usEOHejdlkhtxLTGhcjfOP2wsEMOM2zcW8t1391mQ2Tgg+VY0pwghhBAidWSsqFVJHyFEkYIMx1gIyWhcv7630CJor7zSu8L26uUz8E6e7MvLUFP166+9mCUhFEKLe2icyz/Ezo4da9a+vdmll5rtuqu3nPfs6V2TSRglhBBCiJSRkaKW+reI2jlz5tiyZctciSGJWiFEWoNL69SpZs8+6xM+kfiJ2NkHHjB7+22zBQt8rVolKip4cAMn8/RLL/mY5l128VmQH33UbORIsx9+KOwWCiGEEBlFxotaWWqFEEWCDRt81t2WLc0uv9yLWlxfie3EvThk3pV7ccFDTDKlfUaPNrv9drO99zY791xf2oeM1IsXa2NBCCGESCEZKWqzcj9WTK0QIm1hbEJIESOLiCLr7uGHm112mdngwd7dFdErUgMWcbJQk3irUSOzAw/0tYCvucasc2dvNVe9WiGEECJlZKyoJVGURK0QIu1BHBELu3Klz2KMlfbMM32iqFtvNRs1ypfnQWiJ1IBFHHdwkkIRV0sGZOrVkn26WTMfV8smg0r7CCGEECkhY0WtSvoIIYoElN7BSkvG3Sef9BbBcuW8tRYrIYmhEE9yO04dzBUIW1y++/Uzu/56Xw/4+OPNatXybskk59q4sbBbKoQQQmQEGStqky21iqkVQqQlWGlXrfKJiZo3NzvqKC9qcXVt185s9mwvsjR+pR4SRg0f7usBUx/4iCN8FuSXXzZbuNBszZrCbqEQQgiREWSUqN2yZYuyHwshiha4sWKlpd4sdWiLFfPurnfcYfb88z5+U2NX4RDNHTZpktkzz3hr7SGHmF14oU/ehQsyllwhhBBCFDgZK2rnzZtns2fPlqgVQqQ3CKe5c82GDDG75RazvfbyWY+x2r75phe8onBgw4HvhtrBdep4UXvGGWYtWngL7qJFhd1CIYQQIiPIWFGbnP1YolYIkZaQ2Xj8eG/9q1LFi9pLLvFZdidMkDWwMInmDVu61FtlqRd8zDFmZcua1a5t1r27L7UkhBBCiAIno0StEkUJIYociNbXX/dxmxdc4GuiErf50ktm8+aZrV5d2C3MXEjiRdwswpYkXief7LNSV67srbUk8RJCCCFEgZOxopZEUYhalfQRQqQtjEnffONjZynfg9vxQQeZ3Xab2ciRZsuW+czIonAgAzIuyFjTe/c2q1jRZ6c+91xfT3jECF/6h+zUml+EEEKIAiOjRa3q1Aoh0hbGI8r0UAu1Y0fvcoxgOvposwYNvMvr2rU+O7IoHPiOsNbihvzaa2bVq/uNhxNPNLviCp8FGUsupX00vwghhBAFRkaJ2qyyHyumVgiRlmDdwwo4c6ZPCkWs5mmn+UREjz1m0SDmrYCIKlF4hJq1Y8b4uNrLL/f1arHWkhV58WJf+odzhBBCCFEgZLyoVfZjIURagmCNxip7/32zO+80O/JIL2ivvNLs2We9WELQYs0VhQvfwfTpXsTiJn7ccd5a++ijZjNmmH33nTYfhBBCiAJEolaiVgiRjlDKB+E6dKivgXrAAWbnnefr0+LW+sMPcmlNF/gePv/cJ/S6/36zMmV8JuR77zUbNsx/tmlTYbdSCCGE2GnJSFGbVaIoiVohRFqBlXb2bJ+ACJfWffc1u+wys1atfJKoVasKu4UiwNxB0q4pU8xat/Zu4ljWb77ZW2+nTvVxt0IIIYQoEDJK1CaX9Jk7d65K+ggh0hNcVnE9btfOrEIFs332MbvuOrMePbxIIgGRSB8orURSL74fvq/ixf0mBKWYRo3y8dFCCCGEKBAyStQmW2oTsx/LUiuESCsQSIMG+UzHxNL+/e9mtWubvfGGTxKlUj7pxfr1ZitXmg0ZYla1qndBLl/eZ0QePNhnqiZZlOYZIYQQInYyTtRu3rxZMbVCiPTnk0/MOnc2u+EGs5NOMjvkELOGDb2V9ttvfSIpkT6E0j5Y1++6y29EcFx0kbfe4k5OXK0SewkhhBCxk3GiViV9hBBpDaIHi96HH5q1bOldWE8+2ax0abPHHzdbsMC7uirxUHoRvjeyID/8sFnlyj62lg2JJ54wW7jQbN06X6pJCCGEELGSUaI2MaY22f1YMbVCiLQAi180HjmLX926ZmefbVaunK97SimfH3/0VlrVPU0vmD845s3z31ONGmannmp22GFmjRubffSR2fLlShglhBBCFACxi1qEYeKRn+sLom3by34sUSuESAs2bjT7+WdfHoZSPtQ7Rdhee63ZgAG+1I9iM9MXLLLE0OIqfuaZZvvt58swjR7t46SJvRVCCCFErMQuakPcKuKRn3MrFIPwzMu1Ob23RK0QIi1hDELQLlpk1quXj8c8+mizSy4xu+ces+HDfRZdjVXpC/HOY8aYtWmzLWs1pX2oLTxrlndBFkIIIUSs5EvUIgKDiN24caNLuLRmzRpbvXq1+3nTpk05Eorc47fffovm+nXu4NoN0cKN+8aJ3I+FEGkNY9APP5h9/LEv5YPb8eGHm11zjVnbtmYTJnjXZJG+kAEZV2OSQ1WqZLb33mZXXWXWpYvZ+PE+HloIIYQQsZIvURvELCKRxEvjxo2zMWPG2KhRo2zmzJnu9ztyJeYz7rFgwQJ75513ojl/fLQe+MgWLVrkxGacZJUoiuzHShQlhEgLSDaE++q775o1a2Z2wglmRx3lS/n06+ctfUoQld5QuufLL81efdWsWjWz/ff3lvamTX05JmKihRBCCBEr+RK1WGLXRhP4wmgRNnz4cGvXrp21bt3aWrVqZYMGDbIlS5Zk60YcLL1YdxHCLVu2tM6dO9uAAQNs8uTJtpId7xgJVuVVq1bZvHnzbPbs2SrpI4RIHxC1JBqiPm29embHHusPEg0Rk/n11z6RlEhfcA9fscJs7Fi/GXHwwT4mmnq1L7zg3ZOFEEIIESt5ErUIQ9yFEZ1YPMdGk3f37t2tUaNG1rBhQ3f07dvXid3sRC1CEoGJG3DXrl3tmmuucffo0aOHffDBB/ZjzDvaKukjhEhrSAA1ZYpZhw6+Pm3JkmZly/r4zJkzvWuysh6nN1jSSeZFaZ/77/ebEiSMwhWZusMki2JjQvVqhRBCiNjIk6hFAGJd/eKLL2z06NHWs2dPa9Gihd1666122223WZ06dZzI/fLLL7MVtcTPfv755/bWW29Z/fr1o/Vbyf/P3nmAV1Vm3f95vplvLOM4VuwFOwqiKIJgQWzYsCAKCiogSJEuvffeQXqV3nvvEHoJ0kMSTOglgKEJyn/9z3r3dyAiSBJucpPc9XueMwnJvTfHufeU9e691/Lu4wqhVatWTijv4g1cAJFRlBAiTUPBOnkyUK7cBZMoRvl06QJER8M78UoMpXX4/jCL1ru2oV49i/VhXm2OHEDdusD69RbJpIq7EEIIETCSJWopAClI2V68ePFijBw5Eu3bt0fVqlVRvnx5lCxZ0rsH6+JE76VErV/pZesv53D52K+++gpPPvkkihQpgtatW6eYqOX+XErUqlIrhAgaPPdQ5DDOZ+hQq9LmzAk88QTwzjvA4MHmiszf6zyV9uF75F0f0bEjUKCAtR+zYsvFigULzCxKebVCCCFEwLiq9mPO0+7evduJ11mzZqF///5o0aIFvv/+e1e9ZaWWldGLxSKNodgCzPbfwd7NGmdwS5Qo4V37C6BChQro1KmTez2+diC5WNT67seaqRVCBBVW91i9o9j58UczFqLzMdtWOZc5aZK5Hqu6l36IjbXFiG+/BV5+2WZrixQBxo0DoqKsRVkIIYQQASFZotY3XDp79qzbWOmkezGrqxSzrNj+6N2Y+aL23EXtcoz88R/fo0cP1KlTx83hssJLgcuZ2pQWtZyppaiVUZQQIuiwXZWtxRQ7nKdly2rWrMDrrwPVq1t1T6Qv9u8HpkwBGjYE3noLuPFG4N13zcV63Tp4F6Jg76EQQgiRYUiWqPXFob8dP37ciVTO13KWtkqVKk6sXkrU8rlR3o0bH8sq7aBBg5ypVEvvRq5atWpo0qSJew1GAyW3/diPEfL3M+H3FOO+UZRErRAiTcBW1JgYyzdllE/mzEC2bOaYy3xTRvmI9AUXKZYssco7o33+8x8gXz6gTRtg/nwgwIu2QgghRChzVZE+PmwnpuETY3k6d+7sHIwv1X7si0qKyZ49e7o24zFjxpxvXW7cuLGbp+WMLTNrY9m+lUR8Acu/m7CazI0RRJwH3rt3r4v08XNqJWqFEEGFMTCbNplJVKlSwG23metxhQrATz8BmzcHew9FUomPN7OosWOB4sVN1NL0q3ZtYPx4q8oLIYQQIiCkiKitXLnyX0St3/bLmB9WYfk4VnPnz5/vqqbDhw9H/fr13Uwuf5dcUcu/R/HKlmjGBfE1/I3zs9HR0W5fly5diuXLl7t/x3s3H3I/FkIEDc5XLlsG9OkDfPYZcPPNZi7UoAEwbZoEUHqEpl50rGbrOKN97rrLZqS5aMG8Wi5iCCGEECIgpJioTdh+TLHISum2bducoB04cCDatGmDfv36uYopxefEiRNRu3ZtNG3a1FVw+VoxMTFJFpoUtGyHZjWWBlYrV648vy3zbhopZhd4NxkzZ87EokWLXCv0iRMn3PMkaoUQQYGtqjNmwDsBmlsu5y9pLkT33BUr4J3Qgr2HIqkwr5Zzsxs2WLTPo49atE/BgkCzZsDq1cHeQyGEECLDkKKiduvWrednWika2e5LQduuXTtXle3QoYMTuSu8mzYaS5UqVcoZRtE4irO2nNOly/LvSXD89J2ZaUZFwcrX4Mb9Y0V4/fr1rkLLCjEFLiu1ErVCiKBCU6Hhw4EyZYBXXgHuuAP44ANzz922zUSvSF/wusUWZFZr27a1iCZm1fL99a6RWLjQHqPcYSGEEOKqSTVRy/behd5FnBVaVmT5GH6lKVTfvn2dSdQ777yDQoUKucxaPo6i8/Dhw06kJhZWhlkVplDlc/ft2+eqttzopkzzKe4XhS2rt5ypZWVX7cdCiKDA8w5N8bp3t0xaP9OUUT5Tp8I7idnMrUhfUKzS1ZoxTWw3fvttE7aclS5WzN5bXtv4GCGEEEJcFQEVtZMmTXKtw6y2MpaH7ccJK7WsyPbq1Qtt27ZFs2bN0KpVKzd7y43Ztm+++SYKFiyIokWLutnaxYsXu4prUkStbxJFYcvnUbD6G2dnOWvLtuZ169a5yjHnbDVTK4QIChQ+bFONiLCWVLanMs6HG6t5dM/1zl3uMSL9wWsKq7UjRpiQzZvXFiwY7TN0KHDggBYshBBCiAAQMFH7888/u7lYthRXqFDBORhzptWfqeVXmjWxOsrWX7YdT5s2zTkf83mcpWWVtnjx4ihXrpwTxRSdFJxnknBDd3F8z8Xux9w4w8v9pbClwKXQlagVQqQ6PLfRJIrzlVWrAvfdZ5W8V18FGjWyPFNW8tSimj7hNYWGUazKMm+YebV8jyluvWsktmyxuVtde4QQQoirIiCilq2+FIkTJkxworZ8+fJO1HKW1Re13BibQwHJnFhWSCMjIxEREYFVq1a5mdoSJUq4ii1naplhy0ovxSZfI5CwLZn7xvlaiVohRNCg4NmzB5gzB94J0GJfsmcHPvoI6NTJ5mlF+oYZxIsWWd5woULA3XfbwgUXLRYvhncxlKgVQgghrpKAVWopEjlTSzFbpUqVv7gfE1ZOKR4pgo8ePYq4uDgnMGnoxEgfztnWrVvXzdOOGzfO/ZzPPxegKoUvrtnSTBHOvFyKa4pa5dQKIVId7zzoMmhHjgQKFwauvRZ48UWgfHnLp925M9h7KK4WVuNZcef7WbIkcP/9wBNPWHs582pZrdW1RwghhLgqAiZq2WrMlmJWXGvWrIk+ffq4CB9/pjYhvrj0NwpcPpeOyBS0nLudPXu2M3YKJH4bNCvFdEJmezONoo4dOyZRK4RIfThTyXzaHj0syucf/wBefx1o3twifhTlk/5h+zhnpr1rGqpVs5nahx4CvvkG6NsX3oVIolYIIYS4SgIiajmnSgHKdl6K0WHDhmHevHnOcdgXrn8HRTGfO2rUKFftnTt3rqukHjlyJBC7d57LiVpVaoUQQSE21uYt2YrKOdr//V/gww+BXr1M7NI5V6RvOD7DBdq1ay2HmK3HFLYff2zmYAsWaGZaCCGEuEoCImopFOkufPDgQTejygotTaFOJNLVkW3JfO727dtdyzFfgy3CFJqBxBe1/FsUtQnbjzVTK4RIdXbsAIYMsXZjxr1ccw3wxRfAuHHWlkwTKZG+oWDlAi1bybt2NZOoRx4B8ue3933KFMur1fVHCCGESDYBEbUUg3QXpgiluGU7LwUtxWpiYIsyn8vnUWDyNfjvQBtEJRS1F8/UStQKIVINnmsodrzzkDOE+uwzi/O59VagXDlg4UKr4tJISqRvfAfkuDhbwHj/fSBrViB3bnvfhw2zvFoJWyGEECLZBETUEgpTPx+W7cj8mliDJ19s+s/jltBgKlAkFLXM1VWkjxAiKPDcSBGzYgVQrx7w2muWTcu21Lp1gQ0brLqnfNqMAd9r7xqDyZNtlpaCNkcO4I03rNWcgpfCVm3IQgghRLIImKhND/iilq3NFLWK9BFCBAWaB7F6N2+eVWYpaFmpZQty27bWqkoRFOBuFRFkOD/7ww/Am28C2bIBzz0HtGljsT50wk5kd5MQQggh/kxIilpVaoUQQYWCls7HjHQpWhR47DEgVy7gvfeA3r2BffvUjpoRWbkSaN3a4pvYgvzoo0CtWsCqVdZuzoUMIYQQQiSZkBW1nKmlqNVMrRAi1WFVLioKGDQIeOcd4J57gJdfBkqUAEaMsNZjkfHgDHX//kCZMiZq77jDvp82zfJqNUMthBBCJIuQFLUJI318UatIHyFEqsH82dWrgY4dgVdeAe66y6q09etbPq13ThIZkMhIm6utUwd4/nngttvM7ZqLG6zWxscHew+FEEKIdEnIitrw8HDvnnK1y6ml67JErRAi1WCVdtYsE7Gcq7zzTqBIkQv5tImMQxPpjD17gOXLgQ4dgJdeAm6+GShYEGjfHpg/3yr4QgghhEgyIStq/UqtRK0QItXZtAkYPhyoWBF4+mngvvuAsmWBSZPsdwHO6BZphMOHga1bgQEDgAIFgEyZzAG5WjWbrz50SHPUQgghRDIISVGrmVohRFBh63G3bsBXXwFPPWWGQWxJZQtqTIyifDIqx48Du3cD48ZZRi0XM/Lkse8pdFnJZayPrkVCCCFEkghZUeu7H0vUCiFSDZ5jKFoWLgQaNLDWU4paxvkw2oVtyazmKdolY0J342PHgLlzzSAqSxZrP6dJGFuS+f4z7kl5tUIIIUSSCClRe867UfDbj1mpXbt2rYyihBCpA88vzJ1lFZZtxiVLmphh+3H+/DZPy/ZTztNK1GRM+P5T2LIiX7u2VWm5oPH440C9euaOzGouha0QQgghEk3IilrO1FLUaqZWCJEq8PxCQUPRMmQI8O67QLZsVqkrVMiifDhLS0Gjc1HGhvE97doB778PPPMMcOutQIUKQFiYLWxoploIIYRIEiEtamUUJYRINVh9ZVQP43y6dwfy5gWeeMIifdiKyqgXth2rSpvxYbRPv35Wrc+VC7jhBqB4cavg83eK9hFCCCGSREiJWrkfCyGCBgXrwYPA9u1AixZA1qzAww8D77xjJlGMdBGhQWysuR3zfX/1VeCf/wQ++sjMotautblqIYQQQiSakBS1NIry2481UyuESBU4SxsdDSxZAtSsCTzyiM1SFisGdOlic5YiNNi/H1iwAOjY0RY1/vEPi/ahWdicOeaCLIQQQohEE7KiVpE+QohUhXOSNAJinAvbjRnnwpnaypWBMWNszlKEBkeOAOHhwE8/2Tw1Re2LLwLVqwOjRwM7dwZ7D4UQQoh0hUStKrVCiNTg5Elg2TLgxx+BIkWAu+4yk6jGja1q552LRIhAszDOzk6bBnzzDXD99fZZ4Pe9ewPbtgV7D4UQQoh0RciK2oTtx5qpFUKkOBQys2aZiH3vPeCOOyzShS2o69dbS6oIDU6dAvbtA5YuBSpVAjJlsmgf5hazBZkVfV2PhBBCiEQTkqJWRlFCiFSF5xbvPIOxY4GyZYF8+YC77wbefBPo399mbY8eDfZeitSCsU38PFC8Nmhgs9UUtcwtZn4t56uZaSsnbCGEECJRhKSolVGUECLV4HmF4oT5o3S3/fhji/PJkgUoWhSYMMF+x/ZkERpQsDKzmLOznTvbIkfOnDZjXbo0MHeuVfZpLiaEEEKIKxKyolZGUUKIVIHnFcb5MJ+WAoaGQBQwuXNb6ynnaWkixceI0IKLGTSL4uIGW9FpHvbJJxb3o4UOIYQQItFI1ErUCiFSEr/VdPNmazV99FEzBSpQAGjUCFi50gStWk1DD7ogT5wIVKtmreg0D2O0D82i+HmhsBVCCCHEFZGolagVQqQkNAXavdtMgcqXB26+GXjmGXNAZj6tTIFCF+/ag/nzgbZtgY8+Am6/HciVC2jeHFi4EIiJCfYeCiGEEOmCkBK1586d+5NRlGZqhRApDoULq25sKS1WDLjuOuCFF4CKFYGhQ4GIiGDvoQgWJ04Aa9ZYC3Lx4sCddwLZs1vllqZiivYRQgghEkXIitrw8HC5HwshUh62kLJKy3xaRrb8619mDNSsGTBzJhAbG+w9FMGCs9Rc1KAxFBc57r3XDMRKlrQWZEY9CSGEEOKKSNRK1AohUhIaRE2dCjRpYvOS11wDvPsu0KuXzdMePBjsPRTBgvPWe/YAGzYA9erZvPVjj5lDNluQuRjC65KuTUIIIcTfEpKi1p+pVfuxECLF4Vzk8OFWiWMO6Q03AJ99Bowebe2lyqcNXWgQFhdn0T5t2gA5clhmbf785ozNSj6FLyOAhBBCCHFZAiZqKQi5UTj62+VEov84CszfvYv6We+iza/897kUdABNaBS1ceNGZxQV491wyihKCJEi8JyyYwfQsyfwxRc2S3vLLdZeOmeOVekU2xK68HrH9//wYfuMsC39ySfNHZtGYmPGmNEYha2uT0IIIcRlCYiopRClKDx+/DiOHj2KQ4cOOaFIsXopzpw5g/j4eNcGHB0dja1btyIqKgq7du1yz/89hfIaL3Y/VqVWCJFisLrmnesQHg40bQq8/jrw/PPAI48A1atb6zGrtN65U4QovObwM0Jhy2o+K/jMMH7qKeCtt4C+feFdKOFdXBX5JIQQQvwNARG1FIq+SGXlMyIiArt37/au05euQJw4cQL79u3Dli1bsGjRIkydOhULFizw7vFWOpFJgZkS+KLWdz/WTK0QIsXgoh7FCOci2UqaNSvw7LMW2UKTqK1bTdCqtTS08Wdmp08Hvv/eqrUPP2zV2nbtgKgoq+TqcyKEEEJclmSJWr91mKKVVdnIyEjvvm0pxo4di9GjR2PkyJFYsmSJE48+FIys5O7fv99VSWfNmnX+8aNGjcKIESMwbNgwzJ49G+vXr0dsbKwTv4FEolYIkWrw/LVvn5lEMa7lgQdM0H74IdCjh81RsitF5x1BFi82cyiaRLGaTxfk+vWtos+57Mt0PgkhhBAimaKWwpDtxhSHFKjTp09Hhw4dULp0aVSoUAFVq1bFgAEDsGPHjvNCkc/Zs2ePm2OlkG3WrBkaNWrk3dv1wODBg9G5c2f3706dOmHQoEFYuHAh9u7dG1ChKVErhEg1jhwBtm+3DNIPPgBuuw145RWgbFlrNaUrss45wse7NqJfP6BUKTOLevBBq9xOmQJs2aI2dSGEEOJvSJao5awsq6hsFQ4LC3MV1gYNGqBw4cIoUqQIihUr5sTp5s2bzxtIcU6Wj2dF9yfvJq9JkyZO2A4ZMsS1H/ft2/e80K1fv74Ttpy15fMCZR6VcKZWolYIkaJQtC5bBnTsaC2lN91kUT6sxtHVli2lQvhwAYQCtkYNa1W/+26r8A8YAKxaZYZRQgghhLgkyRK1rNLS0ImVWFZUhw4dirZt26Jy5cooX748vv32W3Tr1s3NzPouyBSTbCnm3Cwru8OHD8f48eOdsOTrLF682LUtt2jRAiVKlHACd8WKFU48X85wKqlcbBTFqrGMooQQKQJdj71zHGrVMvOfm28GihYFhgwxkeKdd4Q4z+7d8C56QMuWNk+bKZO1qrduDcyfb+3sQgghhLgkyRK1FIBHjhw5P0s7btw4V2lt06YN6tat61qQ2VbMSitFpC8maQ5FMUkhS3G7adMmxMXFOZFM92MK29beBbxgwYJOIM+bN89VUX8LUNuVIn2EEKkCzyV0PWZMyzffWOWNIqV8eRMo3rlTlTfxJ5hX68c/Mc/4jjvMMbtqVWDSJFsE0TVKCCGEuCTJErVsCT7l3ZBRkFIUspWXxk9sJaYorVSpkhO1rNT6ojahURRnaxnfw9lWvg5F8vbt2zFnzhy0atUKhQoVQo0aNZzI5XMYARQIFOkjhEhxOC5BA6iwMKBxY6BgQSBbNpuTbNgQ2LTJYloCdF4TGQQ6ZXvXR4wYYTPYmTMDefNavjHnsn0HZF2nhBBCiL9wVZE+vlilCzKrsnQuppitUqXKn0RtwplY/zn+RihsOX87ZcoUtGzZ0s3l1qtXD8uWLXNiM1C5tTKKEkKkOH4+7axZQLlyJkyefhrInRvo0gU4dIjtLsodFX+GYzZsMWa0z1dfWXWfucZvvGFu2ZzR5udKnxshhBDiLwQkp5ailgKWs7KcpWXrcPfu3S8pahNCEcnfUVTOnz/fOSjTJIqVXr4Oq6mcpw2kURRf6+JKrUStECIg8BzCfG5W1Vhx++QTE7R58gCffmoVt/h4RfmIv+IvhjDap1o14KWXLNeYnx/mGtNIii3IivYRQggh/kLARC1nVCdPnuyieShKEytq/copc2ppMFW9enU0b94cY8aMQXR09J8quleL/1qHvRtOzvMyD1eiVggRMHgOYZQPM2i9c6ATs2wjfestm41kZi09AnSuERfDzwS3tWuBFi0utK3fdZeJ3NWrrW1d0T5CCCHEXwioqJ00aVKSRC2FJM2j2AbcpUsXfPbZZ67tmJE/y5cvdxXVpMK/xXZlvnZ8fLwztPI3zgBT0FIsr/ZuELix/ZiPk1GUEOKq4blu1y5g5UqgSRMTJcwbLVwYaNcOWLLEqrRCXA5m0vbqBZQoYZXa//7XsmvZzk6DMbkgCyGEEH8hqKKWAnPVqlUu55ZtxzSIaufd+FHQ0kyKr5tUfBMrX7xyVtffWJ1l2zGdl9nuTOdmui4zNohmVBK1Qoirgi2k3rnGRflUrAg8+ijwyCPAd9/BO9GZIzIfI8Tl8K5JGDMGqFkTePFF4Prrgc8/B4YOBdatA44eDfYeCiGEEGmOoLQf+5VU5tOyzZjtxrVq1UK5cuVc5i3zbCkykzNLy+fRMZkVYP59vyLLjWKWgnnRokXOrZlfKWq5/xK1QoirhvOOy5YBXbuaay2rtDT8qVsXmDfPBIuMfsTfsWePxT6xss9In2uvBd59F+jQwX7OFmQhhBBC/ImAi1q2EV/JKIrtvoz0WbhwIdq3b4+KFSuibdu2GD58uBOfR48ePR8FlFQSVmo5L7tt27bzG/eH1Vr+Df7tsLAwV81VpVYIERA470j32h9+AAoUsHlauh5TkPhRPjrPiL+DJmOs6A8aBHz4IfDvfwOvvmqfKVZw2d4uhBBCiD8RMFFLsXglUesbNflztKzKMv7nyy+/RP/+/d18K+de6XicXIHJv0eBSuHMmdzdu3e7VmY/G5dVYO4XK7as3PJv+lm4ErVCiGTD88epU8Dw4dYumisX8PDDwNtvA4MHm6DlPKTOM+LvYF5tTIyZinnXRjdTmzOnfd+7t1X7hRBCCPEnAiJqWenkrOqECRNc5ZVtxGxDptD1RS0FI1uOf/31Vycm+/Tpg8aNG6NmzZpunnb8+PFOcNIJmZVav3rqPzex+EZRNH6iWKWzMf8mN37P12YFl3E+FNb8XkZRQoirggt3FLQUrnQ9zpcPyJHDcka/+QaYPNnECiNbhPg7mGHMLGNG+5QvD9x7r32WWPlv08Zmtmk2pjZ2IYQQ4jwBE7Xh4eEYO3YsWrdu7aJ5KG7ZkuyLWj+PlpVTztFS+BYrVswJ2n79+rl24IRV1UPeRZ2vm5ycWr8i7P/dhBv3h6/tR/rExMQo0kcIcXVQZNDAh+60zBTNksVmaRnlU6eOuR7zPKZzjLgS/Cyxou9dn1C7NvDkk0D27Fat5Ww2I3/Y5i7DMSGEEOI8AWs/Zkvv9OnT0bNnT+86XBt9+/Z1c6z+bCwFJedcaQ5Ft+PvvvsOxYsXd6K2d+/eGDduHBYvXuwciTnrSkHMNmW+9tkAhs1fnFNLUcsqrkStECLZsLrGllGaRDGP9r77gGeeAYoVA7p0MYEiRGLg4gcr+tu3W2WWVf/nngMef9wqtwsX2gKK8mqFEEKI8wRE1FIQ0kV4yZIlGD16tJurZTsxW3v99mGK2/379zuxSlFbrVo1lClTxuXSsqrL5/z4449ODA8cOBAzZsxwophV1N8CdPH2xTUrtdyPhKJW7cdCiGQTHw9s2ACMHWvtxrfeapW16tWBUaOAiIhg76FIL/A6RGHLRRLveoiiRS3a5+67ba52yhRg717l1QohhBAJCIioZSWVgpXVWlZZp06d6oyYaNSUsBWYYjLCu7ljnE6PHj1cJi2F7IABA1wLMiu2/J4GUnPmzHGPDbSopbjmfnEGeN26dU54S9QKIa6KuDhgwQKgc2fgo4+Am24CXnkFaN3afi7HWpFUvGuqWyRh5T9/fuCWW4APPjDTMe9a6z5zQgghhHAERNRSsLJNmM7FnIdlTM7evXtdtI4vFPmV//aNmlglpWEUzZp806ZVq1a57zmfGxkZ6dqEKTZp/BQIEoraDRs2uL/li1q1Hwshks3FAoSV2vfeAwYMADZutJgWIZICPzNz5tjCyPvv20LJa69Zfi1NpHbvDvYeCiGEEGmGgIjapOJXbylWKSZpCEWnYroQ8ysFMn/O3yfV/fhKf5eilg7LFLUU0oz0kVGUECJZJGwV7dULKFTIonzYKvrFF+Z6vGePWkVF0vGuS1i1yvJqixSxaJ8XXgBq1gTGjwd27Aj2HgohhBBphqCIWuK3JFO4MrqHG6uy/Mp25kALWv9vStQKIQIGu0gY5cNqbNOmNvtIU5+nnwaqVAGWLgV+/VVRPiLpcCFk2zZgxgzgu++ATJnMBblUKcur5WdOCCGEEI6gidpgIFErhAgonPc/csRcjytWBB54wFyP2YLcooVliirKRyQHfrZoCMUInxo1LK+WUVEffmifLVZxhRBCCOEISVHrG0VpplYIcVXQ9Tg62tqMixe3Wdrcue37Pn2AqKhg76FIr/jZx/wMtWpliyXMPn7pJaBCBWDWLOsSCGDknRBCCJFeCVlRq0gfIcRVc+gQsG4d0L+/OdNed52Z+dSpA0yYYPO0QiQHVvhZreVnjPPab75p7ces1n78MTBihP3u5El1AgghhAh5JGolaoUQyYVRPbNnAy1bAvnyAddeCxQsCHTvbg61FB1CJAdej7zrlZutpbM2Z2kZE/XQQ8DLLwOdOtlcLZ23KYCFEEKIECZkRe3F7ccStUKIJBMRAfz0E/D99+ZMe8MN1npMd1rO09IkSojkwmsSq7ULF1oLMt21M2e2NuTq1YEpU4CtW038CiGEECFMSIpa3yhKolYIkSz8KJ/wcKBDB6BwYWsNvf12M4yicRRbjznzKMTVwNlaVmTHjLFZ2sceM2FbtCjQuTMQFmZztbp+CSGECGFCStQyIuhS7scyihJCJAlWxlhBY2RP7drmdvzsszbv2KQJsH27VWll4iOuFi6ecIGELsis1tKIjKKWn7ny5W12my3KFL+6hgkhhAhRQk7UMv+WojY8PFyRPkKI5MHc2ePHLUOUs450pmU+LWcee/SwWVpF+YhAwM8QK/6Mjho6FHj3XZurfeop4I03zEQqLs4WWTRbK4QQIkQJOVGrSB8hxFVz7BgQEwMMGWLGUI8+akZRX39trrSMYtH5RAQKVvwpbGfOBCpVAl591URttmxA48bwLmjAvn222CKEEEKEICElauV+LIQICBQQ3vkDHTsCefIAd91lkT4UGHRDZhVXiEDhz3CzBblrV6BYMRO1d9wBfPeddQzQMIptyEIIIUQIElKiNmGllqJ23bp1qtQKIZJOZKRVzerWtVnae+811+N+/YCVK2UQJVIGfu4mTrQc5Fy5gJtvBj76yAyj6JDMFmUhhBAiBAlJUXux+7FmaoUQSYKuxwMHWpWMFbOHHwYqV7aK2bZtagMVKYN37cK6dUDPnsBbbwE33QTkzQuUKQMMG2YdBEIIIUQIEtKiVkZRQohkQdfjli0tyoeOx08/ba7HFBy7d5sTrRCBhm3t/HxNmgR8+aV1CPCzx3nutm3NdZuGUcqtFUIIEWKEtKiVUZQQIln4hj1vvglkzWqux926mXkUTaIkKkRKwA6A+HjLQa5Vy1qQaRZFN2R+Hhcvtmqu2t+FEEKEGCElahMaRdH9OOFMrYyihBBXhOcIbmPHAp9/bqKCcT40iWLcCgUHK2U6l4iUwP/8sSLLRZRPP7VK7bXX2vejRplhFBdWhBBCiBAi5EWt3I+FEImC5wdGq5w+bVE+zAulSVTOnECRIiZ0KWjZeqxziUgp+NnatQuYMMGMyth6fM01QP78QKtWwJw51qIshBBChBAhK2p992OJWiFEomCkCgUtM2p79QJeftlMomjU8+23wLRp9hidR0RKExcHrF5tZmWFCgH/+pctsNAwasAAq+QKIYQQIURIidqEkT6s1GqmVgiRaDgnS0G7Z4/l07JC++STNldbrRowd64ErUgdmEe7c6d95ipUAO6+22Zr33nHspJXrLjQNSCEEEKEACEpamkUFR4eLvdjIUTioUA4eNCqYM2bm4igqP3wQ6BRIzPpESI1YBv8r79afBQ/i6zSsmuApmUlSwLTp9tcLTsLhBBCiBBAolaiVgiRGOg8y1nGtWuBevWAxx4zIfHFF1a5Xbky2HsoQgVeq7jIsn8/0L8/8MknZlr2wAM2682fRURYm7IQQggRAoSUqL3YKErtx0KIRMN2zqgoYNEiazd+8EGr1nKOkSJiw4Zg76EIFXit4vw22+FZlW3QAHj/feCee0zcsgWZhlHR0cHeUyGEECJVCFlRK6MoIUSSYCvnli1mCFWunAmI7NmBqlWBMWMsSkWI1IR5tOwcGDbM2o7vuw/IkgUoVQro2xfeRU5z3kIIIUKCkBW1qtQKIZLEyZNAeDgwerQJiDvvBHLkAOrUAaZOBSIjg72HItTgbG1MDLB8OVC/vnUOsC2+QAGgZk2r1tLgjFVdIYQQIgMTsqJ2w4YNTtRqplYIkSjoOMu5WUamfPklkCkT8PzzQJMmwLx5wC+/BHsPRahBscrP5aFDQM+eFjP18MMmbj/+GBgxwmbBKWx1fRNCCJGBCUlRS6MoiloZRQkhEk18PLBgAdC+vRnzUNTmyQO0a2cRKoz6ESI14TWLopXCdtw4oEQJ+0yyBfnFF+2zSbduunYr3kcIIUQGRqJWolYIkRhoysN5WjofMw+UojZfPqBHD+Dnn004CJHa8LrFSuySJUCLFlahfeQRIHNmoFIlYNYsi/5RvI8QQogMTMBErR+Xc/bsWScQz5w54352KXxxycdRUB4+fNh9PXnypHteSonLS7Ufc6ZWolYIcUWOHAHGjgXKlwfy5zejKIrbQYPMFZm5oEIEi82bgZEjgSpVgGeeAe66yzKUmWPLme/du62iq4qtEEKIDEhARC3F4O/ehZIOwvHx8U6k0nzpcgKVj6WI5ON27NjhBGZkZCT27t3rnvd7Cl10LzaKovuxjKKEEFeE5wbOLQ4ZYrm0nF1kJezTT03o7ttngkGIYOFdP7F6NdClC/D662Zk9vTTwJtvAq1a2Tw4H0PHZCGEECKDkSxRS/GXUMhSFO7Zswfbt28/H5VDkUqBm1AosnLL57AyumvXLvfYRYsWYfr06Vi4cKF3zV3pRO6RI0ecyKQADSR/J2oV6SOEuCQ8L3A7cADo0wd47z2bV+Tc4tdfAzNmWGsyc2yFCBbHj5tonTQJKF3a4qbYhsyYn2LFLEt56VKr2LIVOcDXVyGEECKYJEvU+uL0uHcR3bdvHzZt2oQpU6agW7du6N69u9soVHfz4vl/UDD67cZbtmzBrFmzMHLkSAwePBh9+/b17hX7oHfv3pg2bZqr3FIksx05kFyu/ViVWiHEZfFnFmkE1bWrzdHmzm1xPhUqAIsWmaCVSBDBhIZRFLbr18O7mALffWemUbfcAuTMCRQpYsZR/Lzys8zHCiGEEBmEZIlaCkNWNikOfYHaunVr75pZBMWLF0fJkiWdsN1Gc4r/g0KYgjY2Nhbz5s1zArhZs2Zo06YN2rZti4YNG6JatWrePWNXTJ061YnOuLi4gP2HEhlFCSGSDL0B/DxQ71zlYnxeeAHIm9eyQNnyKURagW3yq1ZZZbZwYRO1d9wB3Huvtcv37QusXWst84r6EUIIkUFIlqj1W44pCJctW4bRo0ejZcuWKFWq1PntYlHLyi5bi+fMmYOhQ4eiU6dO7jHjx4/H3LlzXdXWr/T26NHDVX75+nze5QynkooqtUKIJMMZf87LMhqFmbRPPmmi9q23gMaNgXXrgr2HQlyAn9Vdu4CwMHgXWstUfukla0Nmxfarr6xiy2xlCltWbHXtE0IIkc5JlqhlW/ChQ4dc2zHbjNk+3KJFC1SuXBnly5dH6dKlz4taXyhSCFMAU7C2b9/eu6a2c+KWc7WcoaXIZIWWv69Vq5b7yp9RbAbKOOrimdqEolYztUKIS8K2Tjobh4cDtWsDDz4I5MoFfPSRVW4Z5yNEWoGLwLxmstOJ5lDeddbl195/v1VsaXBG1+5u3eyzS2EboIVjIYQQIlhcVaWWrcTr16/H7Nmz8dNPPzmxWq9ePSdsKUp9UctKK4UwH9eoUSMngHv27OkEMUUlXZL5WqtXr0b//v1RpUoV184cFhbmWpBPByhfz98XCnLf0ComJkaiVghxeegWSwMemuxUrGj5tBS1xYtbRu2WLcHeQyH+Cue8WbFds8ZmwT//3D63XJTJmhUoWRLo3h2YPx/Yv98qvJoLF0IIkU5J9kwthSiF6tGjR52T8YoVK1wrMduKKUp//PFHJ2r9/FoKxwkTJnj3hBXRpEkTDB8+3D2HRlOsxLJaS4E5YsQI95jGjRu7WV2KXT43UFC4MkpIolYIkSjYnhkZCUyfbhWvG24wo6hy5YDBg4EdO4K9h0L8FVZfuSDDfGUuyNC5m67ITz1lFVu6IxcsCHTsaOZSXLiRg7cQQoh0ylVF+vgi8JR34aSAZSWWYpaGT6zEMuKHopYCmBVXCtmvv/4a9evXx7hx41x7MaumfiWXYnPs2LGu0lu7dm0ngvm6/HlS988X0wk3imduvlGU2o+FEFeErccbNwKjRlm161//shnFWrUso3bnzmDvoRCXh9c1JhHQPIoV208+MWH70EPAo48CZcoAI0bYbHgAF5CFEEKI1CRZopYkFIAUpJs3b3ZxPDR78iu1FLUUk2wf3r9/PwYOHIjPPvvMzcxS1LJaSsFKAUphTBdiitqyZcuievXqTgSzvZnPTcp+8fXOnj3rhCpf19+4nydOnHCVZQraVd5FXu7HQoi/hYtqvpss52j/+U/g9deBli2BWbNMMAiRVuF1jd0GvI4yzofClq3HdPG+/XbgjTfgXXBtgYbztUIIIUQ6JNmiNiEUixSokydPRufOnZ1hVEJRy98zs5ZZtB95N4U//PCDE7U0mmIFl2KSAjQ+Pt79vEyZMu41KILZoszM2sTiZ+j6Ipmi2d9YFaZJFF2Y+brcoqKi5H4shLg8Bw5cEAPvvgv8z/+Y0Q7nEekwy98LkR6gaPWue+6zy8/wTTdZ1ZZO3mxDZps925Z1LRRCCJHOSDFRS6OohKKWwpQuyZ988glq1qzp5m9Z3U0oao8fP+5+/t1337lq7+DBg7Fy5cokiVpf0PJ12VrM9mVu3JetW7e6XF3m0y5YsABLlixxopZ/V+3HQohLQiEwZw7Qpg3w9ttWqf3wQ2DgQMv7TOJ4hBBBgxVbmkdxPpwz4VmyANmyAc88A9SpY59nGkYxl1kIIYRIR6SIqK1UqdKfRC1F5t69e52zceHChc/Py15O1LL9uGrVqhgyZIhzROZzEwvnd1nxZYtxeHi4E65Lly51Tsr8yn/PmzfPOS9T2EZGRrr9Z7uyRK0Q4i+wvXjqVMuoZdsxZ2q985ibsaXzMWduhUgP8BrHjRnyrVvb5/npp4G77jITKe+aiEOHgAAlDgghhBCpRYpWan33YwpNtv8yl7Z48eKoU6eOdz84ys21sh2Yj6Gg5ff8OduPa9So4eZrWVll23BiYaWWrcR0U6ZzckREhGs39jf+m3O6ixcvdrm50dHR7m9zHyVqhRB/4ZdfzEinalXg1VeBG28Evv7ahK53/kB8fLD3UIikQXMzuiEXKwa88AJw881A0aLApEn2eddnWgghRDojxUUthSKrtayejhkzBqVLl3ZZtqzCUlQy0oe/9yN9mHfLx1D4spqa1Egf/+9RpLJCTMFKcyhu/J77wddknA/bkNmizJ+p/VgIcUkY2dO3r5nr0PWYObVly1pVi6MR3vlPiHQFP7c0hvrhB1uoue46i/cZOtS6DxgDJIQQQqQjAiZqf/75Z0yaNMnl1DJntnv37m6GlVVYikU+ZubMmahbt67LoOXvp0yZ4mZaKT4pLjk/SzOpChUqoEWLFq5VmO3J/H1S8OOG+LcTbn6sDyvCFOGs2CqnVghxSfxWTd7k00SHUSgvvgg88ABQrZoZ7nCeVtmeIr1Bc7PZs21OvEAB4JprgDffBLp1A5YvN6dkIYQQIh0REFHLKihzXzkn2759e5QrVw5dunRxM7O+qKVoXO5dLOmK3Lp1azRp0sQZR3Hu9ejRo64VmZVcimK2HlP08ndsJaYQTQ4J83QTCl22M9N5WaJWCHFZeD744w94JyKbp2X0CVs1n3gCqFcP+PlnM96RqY5Ib8TFmXjt188Wa1ipZRdC48ZmIuVdF4UQQoj0REDbjxNWaplXy3lYX9TSiImVW2bZ9u7d21VrO3bsiPnz57s2ZVZxKXjZvtyuXTsncDnv6ovRQOC/Fud7JWqFEH8LBS0FKzNqa9QAcuUCcuYEcuQAmjcHIiKsSsvHCZGe4EiPdw3EhAlA8eLAv/9tubWVKgHDhtlnWwghhEhHBETUsj2YwnT27Nno168fGjZsiEGDBjljJl/U+hVSOiLPnTvXPY5zt5ytpTnUgAEDnBCmmRRnaSk4KT4DKTQT7gfbpTlXy7ZniVohxF9ghwhHH5YsAb7/3lxiWal9+WWgQwcz1KGg1XlDpDc4B85qLPOXGe1Do6js2U3getdlbNwY7D0UQgghkkRARC1bhDkby8gcVli7du3qWpFZBfVFLeH3bCXmY1mZpZBluzJbkVmdZcvxrFmzsHPnTic0zwa4rc83keJMLdul2fIsUSuEuCRnzlhFa948oFQp4LHHrFrLGUTe+CchP1uINAU/22xBpnhlF8IddwBPPgm8/751IaxZE+w9FEIIIZJEQEQthSqrqmwXplikwRPbkelonFAo+pVSPpaV3RUrVrjqLl2T58yZ40Qxf05zKIrMPwLc1idRK4RINKxm0VBnyhTgyy+Bhx6yucPPPwcGDAD27Qv2HgqRPNiFcOKERVI1awZkyWKdCHRCpiMyK7gUvmqtF0IIkU4IiKilGKSwpTBkKzKNo1i9vZwo5c/5WIrJ/fv3Y9euXa4lmJE7/vMCOUubcD8laoUQiYJVWrZojh4NfPopcP/9QP78QJkyllvrnUeESJfwWsdOKC7adO0K5MkDPPss8NxzwLffAjNmmAkaha0QQgiRDgiIqPVJ6DKcGCgw/SxZX1SmpLBMKGo1UyuE+FvYnrl1KzBwoLVl3nMP8M47QK1awKRJFucjRHqE17pz54CjR4HBg23RJm9eq9jy+1GjLNaH1VwhhBAiHRBQUZtUfJHJKi/bklPr7ymnVghxRXhTv3Yt0L27xfnceSfw8ceW7Tl3rgkCIdIrvN6xGssFmipVgLfeAh58EHj9daBPHyAyEjhyJNh7KYQQQiSKoIra1EaiVogQhGMQdDFmOzGFKG/UOS97pYW0XbuAxYtNxNLxmGY6RYrYDf+yZfZ6QqRneFzMnw+0bGkLNvfea2Zo7doB69ZpblwIIUS6IaRFLduPJWqFyOBQwFKgbt4MrF9vubOclb3SvGBUFDB9OtCggUX5ZMoEfPMNMGaMvQ6rXEKkZ06fBpYvB3r1MjM0itpnngEaNjSxu3NnsPdQCCGESBQhK2o5UyujKCEyODymDx0CVq8GJk8GRo60GVneyB879vc5s9u2mUlU1ap2o09RW7YsMHu2/Y5VLiHSM951Dxs22OecBmgPPGDRPmxHHjcO2LIl2HsohBBCJIqQErWc26WoPXDgwF/cj+m6LFErRAaCgpXVWFZo+/a1G3U6u37xBdCzp/2crciXq9gyw5MCmEI2Wzabqa1YEViyxKq4rHIJkZ6hA/KOHTYjzigfZjE/8YR1JLB6q7xaIYQQ6YSQE7U0paKoDQ8P967Xa7Bz504cO3ZMolaIjAZv2OneumAB8P33lsNJI5zbbgO++w6YMwf45ZfLO7xyprBHD+Crr6x6Rffj6tXtRp/tzKxyCZGeYV7tnj3WTt+0qR0jjz5q87XMr2VerRBCCJEOCDlR61dqL24/lqgVIoPByB0/koc36ay0/ve/wLXXAh98AHTrZkZQzOq8FCtWmEnUZ59ZpZZVLM4assJLZ2RleIr0DrsZGF0VHQ106XIh1ufNN4FKlWymnNdFXRuFEEKkcUJK1Mr9WIgQgi3CM2eaEM2dG7jmGuCf/wT+8Q8zfipfHvjpJ7uhvxRsM6ZJFAUwZ2pz5ABatzbzHLYts8olRHqG1zwaqVHYDhpkOcxZs9rxUrSomaLRJVzXRiGEEGkciVqJWiEyFrwJp+BcudKqsV9/bZXWG26wSu0tt9iN+9tvW8sl3ZB5Y892ZcLzAF+Dc4aVK1tG7fPPA6++aq/HKi2dj1nlEiI9w886P/c0PRs71oQsP+tcxOHx0b+/fdbZap8KWfJCCCFEcglZUSv3YyEyIDyG2RbMOVm6HbMamy8f8NRT5uz6+ONA9uz2b7YT0xBn4kRg9+4LET2+KJ46FShRAsiTxypX778PDBhg+bS6yRcZBf/zzq6GChUuHC/sZujQwY4N3ylcCCGESKOErKi92P1YolaIDABv0HkDTiMnurey2sQb9OeeA15+GXj3XaBwYatGsWL7+utWfaX507599hq8wadoZeXq00+t7fill6yKxUgg/u7vooCESG/ws8z5crbqc/GGDshcAGrUyGbIeWz4nQxCCCFEGkSiVqJWiIwDq7SRkeZ4XLeutVHSuZhGUcybZbsxDXEoVm+/HXj2WTPEGT7cMjkTVnqHDbMZQ4ri116zOKAJE+zmXucKkdHgwk7XrkDx4nbMsLOBbt/Lltkcudy+hRBCpGEkaiVqhcg4cDaQrsV9+gBffmkxPLxB52wsReqsWXbzzpv1u++2iB9Wb1mRWrrUKr3Mn2W1l/OEr7xiESd0g+Vr0A1WbcciI8JFHS7uMIuZM+h33GHRV/zM83c8toQQQog0SsiKWs3UCpGB4LHLtmHG+IwbZzfmNHi6/35rO27f3ipObKWMjQU6dbL4EgpetiIXK2ZOr3Q1ZsQP5wjZlpwzJ/DQQ8B77wH16pl5lEStyIjQLXzaNPucs12fnQxsue/XD1i+/MLMuRBCCJEGCVlRS/fjdevWyf1YiIwAZ1xZSaJgZQslzW5Ybcqc2VqPR40y12Lf5Gn0aKvkUrSyzfLFF03Ess2S7cvbtllGLV+D1dxPPgFatrS5Q4lakRHhQg67FRhbxeOBM+fsYmjWzDocjh4N9h4KIYQQlyWkRO0572b0cpXa06dPS9QKkV6hoKU5VFgYULOmORsztodV2mrVbMbWj+3hcb5oEdC8uQleilaa4tSqZZVYClfGATVuDGTJAjz8sM0Z9uhhP9d5QmREDh2yTga27r/1lrUfc5acjsg0TWOWrRBCCJFGCUlRe+DAAYSHh2PNmjXYuXMnjh07JlErRHqGbcOrVwODBwNffGFVJrYVlyxpLsgbN1p7MqusPM5ZiWWUDwUvW5DvvdeeRxMpf/aWIpdil1u5cvbzDRskakXGhO3Fe/eagKVDOFv3GWfF7wcOBA4eDPYeCiGEEJdFolaiVoj0C49ZClW2TtKZmI7HjOm54Qb72qKFCVRWcRPCuVkKXYpYmkGxBZkzuDTGYbslb+LLlgUeecRakGvUAKZMAbZvl6gVGRO6fsfHW7cCnb7ZpcD2fFZr2dLPY0xRVkIIIdIoISlq1X4sRAaBN9m8GWfbZIcOwAcfmMnNnXfazCxzZencykpuQhjZw8oTTaXYWsws2hdesHZlPq92bZujZWsyK75NmljLsne+0E29yJD4xxJNoegOniuXHUuMxWKrPhd02MLPjgchhBAijRFSolZGUUJkMHgTzvidJUuA77+3WVq2C7PK9MMPFu/D3/NxCfErvPx9w4ZAgQJWkb3rLqtOcdaW7shsS+ZXuid75wvXnqnzhMjIsMWe3Qqcq+ViD7sYOKe+dq0tDl18LAkhhBBpgJAVtazUUtQq0keIdAzNbbxjGYMGAYUKWfYsK0ycA6SxE6tLzJ1lFepi/NnaoUOBKlWAl14Cbr7ZZglpMsV8Wr5e/vxA9+5WDWZ1V+cJkZHZutWcwIsUsS6Fm24CSpcG5syxTgV2OQghhBBpjJAVtRs2bFBOrRDpnehom3Vt0MBiSP7zH+Dtt61dePp0m539u+Oav1+1ysykmEV73XXANdcA//oXcOON1sbMWBNmdTLH8+I2ZiEyGvyc//QTUL68teT/z//YIhFb+TmHrmgfIYQQaZCQFrU0itJMrRDpEFZeGc9DQdqxozkXZ89uldUSJSyXdv16y6X9O2iMExNjApjGUIzvufVWu5GnqGXr5aefAsOHA3v22OOFyMjQVI0LRY0aAa++6t0leLcJ779vCz+ct5ULshBCiDRISIpauh/7olbux0KkQzjXxwgSilE6FrPlmLO0jOepX98E7b59wG+//f3r0PSG5jdsYW7d2hyT6Xj8v/9r4vaJJ4Cvv7b4H+Z0Mg9XiIwMuxc4o84W5HfeMVFLZ/A2bawFmXPlQgghRBojJEVtwkqtRK0Q6Qwep2wDZptk377WHsz512efte9ZUeKNN8XqpWZpL/V6jCthNZZ5tGxjvvZa4I477DVZwZ0502YJZZIjMjo8trjIw1xmth1zgYeu4DSLGjPG5mqFEEKINEbIitqLjaIkaoVIJ9C1ODLS8jRZlWXsSObMJmhr1QKmTrU2YVZhE3tMswq7eLEZQn30EfDvf1src+7cQNWqwMKF1u6cGJEsRHqGHRCcVWcXBFv5OafO2dpvvgF69wYiIoK9h0IIIcRfCIqopXhkZuxZ7ybx5MmT3v1nvBOWrJjy32fOnHHiM9AiU5E+QqRzKGhZLWUUT8+ewFdf2Rwst2+/BQYPtugRCtCkwCoshTLbKytWtFlaRvzQPIqmUytXyvVYhAZ0C2cL8rJlQKVKFzoWOFfLFn1WcXks6HgQQgiRhgiKqKWYPeHdRO7du9e1AS9atAjz58/H3LlzsX79esTGxuLo0aNO3AaSiyu1Cd2PVakVIo1DQcsZWbqvsg2SbcGM2+EMLCuqzZvbjTiNn5JaUeW5htVaRgCxpbl4caBMGasE0wmW0T9ChALscGC1dtMm+/z7rf2MvKpd28zZuGjE41EIIYRIIwRF1J46dQqHDh1ywnLcuHHo3Lkz2rdvj9atW2PUqFFu1nXXrl1O+AYSGUUJkY6hUGVbMedfO3UC8uQBHnvMRO0HH5j4ZG4tZ2mTcyzzOTSCYlWWwpbZt+PHm1Cm6ZQQoQCPAwrW2FigXTvLqn3mGeCpp2whadEiO04ofoUQQog0QqqKWgpKVl+joqIwb948J2AHDhyInj17okePHujWrRt69eqF/v37Y+bMmYiOjnZi8/cAXTzZ8pxQ1KpSK0Q6gmKVldTZs4EqVcztOGtWm6WtU8dmbH0zp+SKWlagWOlldAnFrXeewM6dV44GEiIjwWOBZmucoWXbMTsh2OL/5ZfA5MnWnszjUQghhEgjpJqopWCkoD1+/DjCwsLQsWNHNGrUyFVpKWIHDBjgtpYtW6JSpUro0KEDVqxY4aqov10pliORJBS1F7cfa6ZWiDQOXVlp2NSlC/DJJ8Btt5lJVOXK5tS6ebNVc6/mOOZzeb5hRZgbRTJnDGUQJUINdj2MGAGULg3kywfcc8+Fjgg6j3MMQAghhEgjpKqoZdvxEe/GdMaMGahZs6Z3L1oZP/74I6ZOnYpZs2a5udquXbt619DSaNy4sXf/utC1KZ8M0IrwxaI2ofuxRK0QaRTfHIoV1CFD7Cb7lVeAO+8E3n4b3knDKqvKzxQicHARiQ7IDRuaYRoNozjDTodw79qJ/fuDvYdCCCHEeVJV1HJGloKSc7Rly5ZFuXLl8NNPP7lW4MjISOzbtw9jxoxBxYoV0aRJE9eizJ+xuhuofbhcpI9ErRBpFLYEs/03PBxo2hTIlQt4+mmbpy1ZEpgyxeZsA3SeEELAOhXCwiz3+fPPgUyZLhiyLVhgi0xCCCFEGiHVRS0rrxMnTsT333+P8uXLu5naVatWYfv27U7wsmrboEED1568dOlS97NAGUb5UUKXcj+WqBUijcKba861TptmsT2s0DJu57XXLG6HET5sEZZxjRCBgx1SnCmnWRoXj/xonx9+sJ9xvl0IIYRII6SqqGWUD1uQOVNLt+NatWq5NuN27dph0KBB3j3rNIwYMcKZRU2YMMEJXbYen01q5uTf7AM333lZRlFCpAPYVjx/PtChg5lC3Xgj8OqrZhY1fDgQHW2CVhEjQgQOLhRFRNixx+zme+81YzYuLPXpY50TQgghRBohKJE+27Ztw+jRo9G8eXM3P1u4cGFUqFABTZs2Re/evZ2gXb16tROfycWvyl5qY6VWkT5CpHF4PHLbuhXo399maXPkAK69FihUyH7GzEzmywohAgvn2NnWv369uYvT/fiJJ+zYa9XK5tiFEEKINEJQRC2jeqZPn44uXbo4s6jPP/8cxYoVQ8mSJd0s7eDBg8+3HicVilZGALEiTLF6+PBhJ465Ucxy4/zuypUr3UZRGx8fr/ZjIdIadCHmLC1zMWvXBl5/HcieHcic2aq0rCD98os5FAshAgu7H7hgxGOMebU5c9osO83Z2ILM408IIYRIIwRF1O7atQuLFy92ET61vZvVokWL4oMPPsBrr73m5my7d+/uTKL2JsPNlIKWVVe6LMfGxiIiIsJtbGVmhXjr1q2u7XiRd6PMNmgKbM7sMm5IolaINASNn/bsAUaPBj791MQs2x/z5rVWZLYdnzqluB0hUgK287MFmQtL/foBBQoAzz8P5MkDlChhM+66ZgohhEgjpOpMLedj4+LiXNvv8OHD0aNHDydgmVXLVmTO2NapUwf169dH3759XU7t/v37k2QU5VdpWaFlFXbLli3nt02bNmHjxo3OmGrBggWuGixRK0QaJTYWWLwYaN0aePlly8lkpEiFCsCYMZajebW5tEKIS8PjitVadkyMGgUULWoLSuyWKFjQsqFp4sbf6xgUQggRZFJN1Pr5sBSX48ePd/OzLVu2xJQpU5xpE1uBmUvLlmS2IVevXh1Dhw51VVXG+iSWy4nazZs3/0nUMhOXojYqKspFBknUCpHG4Cxf375mTPPkk2ZU89VXwMCBNkvLxS4ds0KkHDy+WLGdOtUWk7ioxCgtitsePWzm9tgxmbQJIYQIOqkmaik2KSApXOluzCxaOh8vWbLEVUqPHj3qRC+FbPHixVGqVCkX6zNjxgw3A5tYKJ45H8t5WrYvU9j6G6uy3AeKaP7dZcuWuZ9R1GqmVog0AI9Bup2zrdg79lG9us3w8UaaMT716wMrVlhGJo1shBApD3NpGzYEPvgAeOghm61t0QLexRTgorNGAIQQQgSZVBO1jOWh4zBdj1u3bo2yZcs6Ubt8+XL3O4pKtidPnjzZZdh+9913aNasmWtTZoU1sVCYUtiy8kqxzLiehBvFbox3Q8wKMNugGekjoygh0gi8OeYMH2dpGRvy3nvAM8/YxhtqVm55E822R91IC5E6rFwJdOsGFCsGPPII8OijQI0aZhbFRecAxe4JIYQQySXVRC1FJkXkwIEDncMxo3waNmzoKqY0duJGYcnKbM2aNZ2wpejl4ymGAwnnetmOHB4e7gQuxa5ErRBpAN4cs6Vx7VqgQQNrO6ZBVL58QOXKwMyZajkWIrXZuBEYMcJakBnrc//9QJkyNmvL67O6JoQQQgSZVG0/3rFjB+bMmYNu3bqhXLly+OGHHzBmzBg350qRSXdith8z5qdGjRro2bMnZs+e7VqEAwFFKzfO27L6u379eolaIdISJ0/avCznZr/+GrjvPuCppyyjlg6snLMVQqQuUVHwLsZA3brWekzTtiJFrHobFmYuyUIIIUQQSTVRy/xYZsQyUoctxZUqVXLxPV27dsXEiRMxdepUzJw50xlFUfA2aNAAEyZMcCZPzJgNBH5rMveDQnrdunUStUKkJWg6M2kSULWqVWdvvhl44QWgTRtrgWRbshAidWG8Hrsn2ra1WJ877wTefde6KWbNssUoIYQQIoikaqQPDZloBkWDJmbUUtD2798fw4YNw4gRI9y8LduNWckdOXKka1dOaqTPlfbBF7U0i6Ko5UwtRS3bnyVqhQgSnI/ljfHOnUD37paJmTOnze4xo3b4cHgHq4leIUTqcuSIVWs50/7GG8ADD9iiEzsoGK/FOXg5IAshhAgiqSZqiW/gRFdizrPOnTsXo0aNcpm0/fr1cwKXcT/MkGV7MMUnH/9HgAxhLha1NIuiqKV5lEStEEGEWZfsyGA1qFYtm6Nl2zGjQ+iAvGiRiV4Z0giR+tCN/PBhYOxYW2R6/HHroGBerXfdRlycMqOFEEIElVQVtT7MkaWwjIiIQFhYGKZNm4bp06e7jXm1jN1hy/HpAM/pJBS1NJ9iJZhRPxK1QgQZVnq2bAEmTLBZ2htvBJ591txWWbmlAzorQTpGhUh9/JgtthqzOssW5Bw5bNGpc2cbC+D1Wo7kQgghgkRQRC1Noygi2fbL9uLY2Fjs2rXLbRScjNjh7wNVofXxRS1boCVqhUhDeOcBzJljM3vvvANcey3w2mtA06bAtGmWS6vjU4jgwAUl77rtTKFq17YWZC46sZuiWTMgIsIWptRJIYQQIkgERdQGC4laIdIYPOa4eMWsSzoeswr04ovADTdYm+PQoRYZwvZGIURwofs4F554bFLUMtqHebXetdTlR3OMQAghhAgCISlqL56plVGUEEGC1R/Oyq5eDTRqZNVZtjU+/LDl0nKWljfLbH0UQgQXjggwWstvQb7tNvt+xgxg+3bg+PFg76EQQogQJWRFrSJ9hEgDcA6PBjSc1fvmG3NVZQ7mSy9ZRYiOqxS+clYVIvjweBw3zszccucGrr8e+OwzYPBgW5g6ejTYeyiEECJEkaiVqBUieHjHomtp7NMHeP994K67LCqkbFmL8WE+pgyihEgb7N4NLFhgC048Tq+7DnjvPaBjR2D+fHMwF0IIIYKARK1ErRDBg5WfyZOBevWAXLmAW24BChUyx+PFi1X5ESItwa6K8HCL8aGh2zXXmLitWxeYONEWoYQQQoggELKiVjO1QgQRVl9pEMWWRUaCMLqHbcf33QeUK2czelu32rytECJtQIfj6Ghg/Hjg889tEYqxPt9+CwwaBO+Cqq4KIYQQQSFkRa3cj4UIIpyT5TwtZ2krVgReeQXIkgXIlg1o0sQELVuTFREiRNqBhm08LtmCzBGBBx+0DosPP7TFKUb7aFxACCFEEAhJUatIHyGCCI+z+HhzNR4yxG6ImXfJiBC2NHK+lm2OFL0yiBIi7cBFphMngLVrLa/2mWeAnDmBPHnMvZzxW2fOWBeGEEIIkYqEpKhVpVaIIMIb3l27gFWrgJYtrdLzyCPA228DVasCU6ZY2zGruTomhUg7cJGJwpadFK1bA/nzW7TPY49Zx0VYmC1YUdgKIYQQqUhIi1rO1ErUCpHK8KZ440ZgzBigfHnLpM2cGfjqK6B3bxO7qvQIkXbh7GzPnsCnn1qlNlMmoHhxGyc4cEC50kIIIVKdkBW1NIqi+7GMooRIRXiMsa147lybnf3oIxO0bD2mg+qcOUBkpNqOhUjLMNpn6FCgTBkzirrpJuDjj4ERI2yuVq7lQgghUpmQFbWK9BEileHxRbHKmbxhw8w99YUXgPvvt1gQVn4Y8RMXp7ZjIdIy+/dbhE+dOsBrrwHXXw+88Qbw44/maM5qrRBCCJGKhKyoVaSPEKkM246PHAF27ADatAFy57YYH87kff21xYRQ0HKeVseiEGkXHqeLFgFduwIFCwL//rdVbJs2tRbkmJhg76EQQogQIyRFLd2Pw8PDZRQlRGpCscqMy4ULzVTmnnuAJ54A3nsPaNwYWLrUhK/maYVI2zCvlk7HnItnxvR//gPkyAFUrgwMHw5s3x7sPRRCCBFiSNRK1AqROnDObvlyoG9foHBh4MYbLRKkXDlg0CBgy5Zg76EQIjH4C1TMq6XZ2223WdcFzd66dzfBK4QQQqQiISlqE7ofq/1YiFSCubRjx1pszyuvADfcYLO07dtbKyPNZ4QQaZ/ffrO52vXrgVq1gAcfBLJls1bkZs2AlStthEDXVCGEEKlEyIrai2dqZRQlRArhZ1tylrZzZ+Ddd4Hs2a26w0iQ0aPNIOrYsWDvqUgk57xT5e/e/5z9w7Yz2tLd5r93f3jvY5KvfMyQZgsyj1tmTfN4ZqX21Vdt0YojBnyMXMyFEEKkEiElas95F1i//VhGUUKkEozwOXTIZmZ/+AF46im7AWbrcbVqwJIlZiDF6o9IF/z2+zkcPfU7Dh4/i/3xZ7DvV2+L15YuNu+92s/N+57v3/Hf/jBhm5TLH8Uqj2u6HNO1/K23zMn8ueeAb74Bpk61FmUuZgkhhBCpQMiJ2t9//92JWr/9WDO1QqQwrOgwe3bcOIvxoakMWxXff98qt6zginSBS2Xytl9P/46YI6ex9cBJbN53Ahv3Hve2E9jEbZ+2NLvtvbDxfdvmvX8Ut1ykSLKw5YMZzzVqlM3ScqTg8cetBXnkSFuoOnUqxT6LQgghREJCTtT6lVqKWhlFCZEK7NljhjKcnX3zTYv/4CxtjRo2Y6tZ2jQNRSzbVY+f+QM7Dp3CkqhjGLn2ANrPjUWDKVGoOykStSd420R/i9KWZjd7j+p4Wz1vazo1GoOX78WCHUcRcfAUTpxJgvM4r5cUrZMnm+sxq7WZM1tubZ8+FuvDkQJdV4UQQqQCISVqE7ofS9QKkUow3mPIEHNJZXviddcBhQoB/fuboQwrOiLNwgoeBe3+42cxc2scWs+JwVdDtuCFtmuQuf4y3F93Ke6t7W11luK+utrS8sb3yL1P3pbZ27I2Wo6i/Tai5exfMMN7b9mOnCTYgjx3LtCkiVVoGdPF3GkuYG3aZO3Juq4KIYRIBUJS1F7sfixRK0QKwLxZzsmuWAE0bWrtxmw7vvtu4PvvgXnzLBaELYwizcGW1CMnf0fU4dNYHHUMI9bsd5XZT3r/jLzt1yBL0xV4qMEyPOYJoyxNVmhLD5v3nj3pbY83Xo4HPZH7QO2leLHNanzSdyM6zY/Fhj3HXWs5K/OJ4swZO745V/vll8B99wGPPWbHN/NqeYxT3G7ebF+5bdxoX7dts7EECl+KY54vdA0WQgiRTEJW1NIoat26dTKKEiKl4I0qs2lpGlOypDmkZs0K5MgBtGhhN7VsT5SZTJqERlBb9p/E1M1xaDpjJz7p87MTQA/WXoLHPTH7gvf9G93WO0FUfPAWFPO2Lwdtxhfa0uTG94bvEavshftvRL5Oa5GtmSdwGy1H5vphKD10KyZvPISouNOesE1kGzKPXQrU8eOBChWs/fjOO23MgMKW8T5sRWY2NTd+37u3ff/TTzZ+sGYNcPjwBWErhBBCJAOJWkX6CJEysK2YldgBA4ACBYD77wdy5gQ+/th+Rkdkxn7ouEtxzODJ4lt+v2jzf2bRPOdwzBOze389g9Ux8Ri55gAaT9uJgr02IHODMKvu1VyCvJ6g/WrwZtSeFOXakbsv3o1ui3ajy0LbOmtLU5v/vvA96rFkN9rMjUGlMRH4uPfPTtheW3EB3uiyDh3nx2JR5FHsOfZb4mJ+KEK9a6hzNm/Y0BauMmUCnnzSjKN4rH/7LVC6tH0tVQooUcK+UgTXrAkMHAgsXw7s3AnEx5uzss4JQgghkkjIitqE7ceq1AqRAvBmd9Eiq9bkygXcey/w3ntAvXrA9Onmiqwb2BSH//dSsJ4+ew4nz/yB+N9s45wstxP/9/Xo6d9x8MRZrN11HOM3HEKrWTEoPnAzXmq3Bk81XYH76i3FKx3W4ivvZ808oTt67QEs3HEUK375Feu85/B5a2PjsUZbmt34HvG9Cos+hgnee9x14S582Otn/KfqQjzbahVKDduK3mF7nJs1F0GueE3k8cvFqYgI4McfgbffBh56CHjwQduyZLHODH979lmL8uLGf+fODRQvbjO5rPYy91YVWyGEEMkgJEWtjKKESAW8Y8y1GJYrBzzxhM3bsUpD06i1a+3mVaQYPJ2xCnuambInrfoae/Q3RB8+jei409jpbb/E/YZfjvzmvt928CQ27D2BoWv2o+akKLzbYwMerLMU11eYj0w1FuOxxsvxzZAt6BO21xNFv+KQJ4B1xkyfcF56f/xZrI49jmrjduDO2kvxcKNlyNtxLaqP34GFO454n5s/XAX/b+GHjHm0cXEmSlmRpVB9+GHg1lsvbLfddmG75RbgppuAG24Arr/eZnDz57dKLzOrDx601+Rr65oshBAikYS8qFWlVogA43pdzwHz5wMNGgAffAA88oi1JNaubdVbVmQ0S5uinDx7Dvviz2DDnhOYyKrc/F1oNzsGzafvdFuLGdx+QcuZv7jvG06JRq2JkSg2cDPydVyH51quwtPNViBX69Uo2n8T6k2OwuCV+7Bi56+eGD6dtPgXkaagWD3+2x9uMYMtyQV6hCNnm9V4sslyfNJ7AwYs24OIgycRd/IKx6hrAzhrInT9eluw4rw847rodu5vbDX2N/6bM/Z0S86b1yq2rOh+9BHQvDkwaZLN23PRi+MJQgghRCIISVF7qfZjzdQKEQBcefAPu9EdPRooUsRuWtmKyApOp042O8d5W7UYpiiHT/6On/edxJj1B1Ft7A680n4tnveE6lONluNJbo2X4ylPxGRtYl8fabDMRb3cVm2Rq87eW2sJXvKeU3rYNvRbthfhe45j19HfcPLMOSeKdLpM37AIyzb0aZsPo9bkKLzdbT3u/GERcjRbgQaTIzFvexyiD5+68gv5FVWavvHY/vlnm5FduNAWsBYv/utG87guXYCKFW329r//NZMpZt1y4Wv2bHs9Clt90IQQQiSCNCFqz507h1OnTrk24MOHD7tK6hHvptcXmoESmxcbRUnUChFgWFmh43FsLNC5M/Dyy1ahpbD9/HOL+aCg9Y533aymDKfOnsORU787o6f+nhitOiYCBTzB8qgnWrN4QjZb0xV4utlKZG/ubS1se9r7nlEvjOfJ7v0ud6vVKNz7Z9T3xM6QlfuwfOevOHD8rKvundP7lmFgG/L63ccxbM0BfDd8m/uMPNFoGb4cuAmdFsS62VsuYLj52iu+2G8mRBnRs2uXCVzO1ftbTIxt/H7rVhO9PB9UqQLkyWNztpy5ZWcHq70zZ9rjeK6QoZwQQogrkCZE7e/eBYtiNjo6Glu2bMH69esRERHh3RsfdSJUolaIdAJvbHkzu2yZtSCy7ZjbO+8AdetabiWruKrSphis0EYcPI1hq/ajxOAteM4TrQ/VW4pMPyzyhOtyvNppLfJ3XY/Xu9n2mvd9vi7r3PZa53WeoNmMmhMi0XfpXoRFHXPVWebVUgC5Cm2w/wNFwODMNWdrN+07ibZzYpC77Ro83HAZcrdb46J/Rq8/iFPe+342MZV5jhxQfPIcwAorW5K5UZRevB0/bjE+FLmjRgHVqplDOk2mOI9LQ7latYDJky/E/fD1hRBCiMsQVFF75swZV5GNjY117cALFizAwoULsXjxYmzcuNEJ3ZQStXI/FiIFOHECWL3aDKLoasp4D87LMc6jXz8gPDzYe5gh8R2OWaXdsPsExnpipOb4SORpvRr31VyCpxovQ952q/F5/43OCKj25Ci3se2UplA1JkWilrfV9jY64o7zns9K76HjmnvOyPBz41f2R649gKIDN+M57zPDqn3e9mvRfm4MIg+fcqZgVzSNSg5c3KKh3IgRJmxZseUiGKu2bEXmjC3blSMjLe6Hj9d1WgghxCUImqilgKSgpbicMWOGd00bgV69emHMmDFO3LJiGxcXF1BRyzZn3ygq3Lu5lvuxEAGGrcecl2NVljeldDp94QWgaVMzjmLroQg4rLgdO/0H9vx6xmXLlh+xDfk7rsVDdZbi0XphKNJ3I9rM/gXDVu9zOaTLdv56YYv+1bWZLvu/bcPu44g8dAoH4s+6GCCRceEVj2KVVfglUcfQcnYMCvfbiKyNl+ORuktRwfscTdp4GBv3nnDGY4Hfgf9nkUDbt1vFlq3IjAXKls2qtjSPoivyhAlW1VXcjxBCiMsQFFHLdmPO0EZGRmLy5Mno2rUrOnbsiDZt2jhxGxYWhqioKCc2KURTStSuXr1aolaIQOAbRO3dC/TvD3z6KfD888Dtt9tN6oABlmXJeVoRMHjGYgGN5k1Rh0+7qJ0Gk6OQs+UqPOAJ2vtp9tRmNVpM3+nyZGOOnE6ZiptI90QcPIWJGw+h9sQdyNl8BTJVWYgPuoej+cxfMHNLnHNCTtRsbXLg+WPLFmDo0Asztoz/yZoVeOMNWxRbuhTYs8e6QRT3I4QQ4iKCImrZVsxKLCu0Xbp0QYMGDbz74P6YN2+em6eNiYlJEaOohKJW7cdCBJAzZ6xKy1bCJk3M8IXVFppEMb5j2rQL+ZMiYFCgsoLG/NkJGw6h3pRoFPzR8mVZbfuo5wbUmxSFyT8fcrOxx07/LqMncUkOHj/rKrL9w/bgE+9z83C9pXix7Wp82Ptn9Fi024ne42cSkV2bXFix5fmDFduqVS279rnngEcfBQoVAlq1si4QPw5MFVshhBAJCIqopSHU9OnTXYW2SpUqKFu2LMaOHXvesOlcChlCJJyp5czuunXrnICWUZQQVwnFKh1PaQRVujRw443AY48B+fJZVi3nbGkiI7OXgHLmD5uHpINt4+k78WzrVbi/bhj+XWEBXmy9Gk28n82JOOLySIX4O2yB5A8s3nEUlUZvR/b/z955wFdZnu//8/+1tv39aofaYW21Ku5Vt1UrrVatotZdZ91WRZwgQxmCbFBAliwZIksRB8geAbJDFgSSEAiQAEkgATLIhOv/ft/HV1JEZWSd5L4+n0fiyck5JyfveZ77uu/rvu4eUTq9S4RO6LBcr3y8VlEbCpVXXKHSylr8DHMG45weSJGp2B51lOuzbdHCVWwxocNsyuZcGwwGg6Ea6pTUQigxh6KXddiwYXrjjTfUpk0b/19ILZLjrVu3+q7HyJOrajgTC2mFMG/btu1rUmuVWoOhBoBDaUyMkx7fdZf0k5+4XloILrelpjpCa5+xGgHFMhxpqb4uTCvQoMVZ+teolf5sWUb2MJP2pWnpvmFUWt5u5ZdU1vdLNjRwUMHHbIxq7dCwLD08bpUu6x2jn7+0RPeNXqmxUVt987DtxbVMJlF8eGezbx7VsqV0wQVO9YH6A9UH/bVenOA7KBsMBoPB8BXqjNRCGCG0Rd5BNHfuXLVt21ZPPvmk2rdvr4EDB/qkNjo6WikpKX71FJMoqqe1AeTP1Umt9dQaDEcIqrSffSZ17Cj99a/SD37gjKL693fVW3pt7fNVY4DQFlfsUVxWkfou2KQ7RyT7cuMf/2eBrukbp9Yz1mrSihytyS3x3W2tj9bwfeAK4SO6eWeZFqQVeNfVRt04KF4/eGaB/tIvTm0+Watp8bnaUNtVfxQdEFZGg40aJd1/v3TFFdLvfuckycOHu/m1yJUNBoPBYPgKdUpqIbT0s+Jw/NRTT+m+++5Thw4d/KrtpEmTfElysCIjI30Tp0AafCjPQzW2oqLCJ6olJSX/tYqLi5Wdne0T2sAoyiq1BsNhIjCIwuTF+xzr4Yelyy5z8uOHHpL3YXffo/piOGLwdlNR21pYrvjsIo2N3KJHxqXowreidG6XSJ35Rrie/mCNJsblaEVWoW/uYzAcCui7JhkyI3mbnpiwWr9ps1QX9YjWrcOS1O3LTN8lmcp/rTtjQ2xnz5beeMOZzWE6x97Su7cUFSXvIK/d5zcYDAZDSKHOSC1Ek+orEuOxY8fqgQce0O2336527dpp+PDhvlHUxIkT/T7bzp07a8iQIb5xFPffcQgBcSBxhrxSkUXOHKwtW7Zo8+bNSk1N9Ukzi/7ewsJC66k1GA4HVFUYs0GQ2aGDdPXVTi548slS69budgyiSq2nsybA6B4kois2FWpE+GY982GqLu8erT+0DtM1feI8grta7y3b7EtIt3uEtqw2+x8NjRJBn3ZidpHemp2py/vG6QKP1NJfiwx5XNQWrdpa7M+urVXQN8v+MXKkS5CdcIKbXwvJnTvXGUYZDAaDwfAV6ozUQjYhlsh+IbH33HOP7rzzTnXr1s2v0k6ZMkXTpk3zx/o888wzvjz5/fff17Jly7QJ44iDBOOCqLrinszPpaenf73S0tJ8QkuVNiwsTMuXL/dJs5Fag+EwgUFUbq70xRfSI484Q5c//cmR2379XOCJM7IZRB0xUBAXl1f5LrXTE/L03ORUNe8Xp9PaL1eztsv08JhVGuYR2uXrdqmwzJxhDYcHNyZqr3IKyzUxNkePfZiqK/vH6bg2Ybq0d4xaf7JWk+JyFL1hl3K9++wqrfQTLTU+7geFVkqK21vorT3pROncc6WXXvpKAZJSk89mMBgMhhBHnZJaZL+M0UFu/OCDD+qxxx7ziSu3JScna82aNZo+fbq6du2q119/Xd27d/e/z0zZgwWyY6q0yJzXrl3rj+4JFo/DyCAqtFSBIcyQWmTRVHeN1BoMhwgMW+LipCFDnESQvrfmzaUnn5Q+/NB9H3myfbaOGBAH+hnD1+/0585e6xHacztH6PIe0bpzWJIGLNikFVlFvnlUuVVoDUcAPq7IkJd719qI8C16eHyK/tgx3F9Xetfdg++nqOecDf4YqfivZO7Ikatq8nNOMmxdhrR0idT6VenkP0pnniE95e0t74+WEuJr7rkMBoPBEPKoU1JL5TQqKsontY888ohefPFFf1ZtYNQEILgjR470JcitWrVSx44dtWTJkoN+nsCMCqkxs3Dpm2XFxMR8vSCz8+fP/5rUQoKN1BoMhwAqr5BVDFs+/lhq00a6+GLp2GOl2293VVoMorzPtuHIwc4EacB9dmz0Vj06NkUntg7z1lLdMiRRXWat1+J061s21BxIjJAgIVHS5cv1/rioX7Vdqv99cbF+23aZ/jE4Ue0+zdCUFTlKzy3RtuJy35QMiTyqAt94So4gH/Li5yoqtHdztvYmrNDejm9ob7NTtfc0bz14v/YOGqC90VFH9hy2bB3J+uraMxgMDQd1SmrpZ0X6C2l99NFHfdI6c+ZMv/cVEyeAPPnDDz9Ujx499Pzzz/sy5EWLFh3S8yAlRlJMtTYrK8tfEOpgQXap1uK2nJmZafJjg+FQAKHNz3fSYmSAr77qqrRnnunkx97n1ndCXrXKyZMNRwRknfTGIvWcGp+rllPTdP3AeJ3cfrn+3CtGHTxi8fnK7UrNtffaUHOAnO7cXansnWX6NHmbOs5cp/vGrNLlfWJ11puRurRHtK7rH6enJqxWz7mZmrzCSZLX55f6/ba4cxeX71HR4SzvZ4tKK1S0JUdFKWtU9FZPFZ13gYrOPEdF996nol59VLR0uXe/ve6+h/s8tmwd8qry2ztKvOuOfbnyqySOwWCof9QpqYVkMrIHSTHSY0jrZ17wy+1USwE9r59++qn69++v5557Tq+88opfVT0UBA7I9NcGC1lysPLy8rx4e5UvRWZ8kI30MRgOAd5nSBkZEsmmzp2lP/9Z+v3vpRNPdO6kvXq5ubQYRFWY++6RgqCJvsW123ar97yNjlR0jdRpnSN098hkTY7L0RaP8FofraEmwWlIQoXrb2NBqSI9woo52ZMT1+hK7xo8ud0yHf3cQp3cfpku6R2jpyat0ajILQpbt1Op3rWaV1Kh3OJ9K6foIFdxpXJKqrx/va+35isnfYNy+g5U7qVXKfeci5Rzx7+U06m7cuaFKWd31Vf3rXSrqPLgn8eWrcNYW721pbBC20oqtcvbc0srnTrBYDDUP+rU/RjySNX0k08+8cnqyy+/rPHjx/uS4AwvSMYdGXnyuHHj1Lt3b3+Gbc+ePRUeHl5jrwPiSmUYck2PLaTWRvoYDAcBjFswhcK8ZepUqVMn6a67pDPOkE4/Xbr+eqlVKydHhtCSqKoyonWkgKym5BTrs+RtemZSqv7YYbnOfytKNw1J0BtfZGhpxg6/akDPrcFQGyB4p2JLP/f7HnFFHfCvEcm+8/Z5XSPVrHOEmr+zQo9NWK3XP1+ntxdu0qiILRoVvkUjg7X8IBf3jdjqLe/fhes1ctZqjeo6QaNufk6j/v6kRj7UUSM7jNTI8Us1MirH3fdQn8OWrcNYI7yFu/xwb42L2qqPEnL9to/0vN3asbvSJ7gGg6H+UKdzaoN+V5yHIauM83nnnXd8uTESY6q0n3/+ue+AjCty3759NWHCBF+SXFOvAXK9bdu2/6rUBrNwjdQaDN8B+mPj46UpU6QXXpAuucSR2ZNOkq65Rt4HWpo+nR4CR4AZ92OfqSPG1l3lmpmyXV2+zNQ/BsXr560W66reMWozPd3vZ0zLLfm6j9FgqA1QraVfFlnx+u27Hbn1SGe7T9bqtmFJPqn94+vhavZGuM7pEqlLe8boL/3jdHX11e8gl3//FW718R6nZ4T+0mamrnl8vK55bJz+8vxHurrtbF391nJdPSBRV78T/9X9D+E5bNk6jHWVt67sG6cr+sTqhncTdO/olXrj83W+PH/t9lJ/frPBYKg/1BmpBRBKZMhUSRnjM2jQIA0YMECDBw/W5MmTtWDBAn3wwQc+qR04cKB/GwT4UEb6fBcgrTw/8mOIMv29RmoNhu8B8yK3bZMSEqTx410P7Q03SMcf76q0uB3TR+t9Xn3ZMfc1HDECIsHM2YGLs3TXqJW6xCMLv34lTHcNT9Lo5dmK27hLeUXl9f1SDU0EgSSZqlRCdpGmJ+ap0xfrdZt3PV7eO1aneaT2xHbLdHKH5TrV+/rUjoe7InRqpwj3r/f/zdouVrOX5qhZq1lq9vxMnfrCbJ362qJq99l3X1u2anP9kWuc67tTuN8GcvNQZ9Q3wyO27NW7K/eowtu7LZw0GOoedUpqIY0sSCUjfObNm+eT2Hfffdd3RB4xYoRGjRql0aNH+321cXFxvlwZI6eaev6A1PL8RmoNhoPAli3SsmXSe+9JTzwhXXqpdMEF0tlnS3ffLfXoIc2YIe9DJRUUOBJsOGJgSILkc/bq7Xp2SqrO9AKo87pH6yKP2Lb5ZK2WrC3Q1sIylVSYxNtQd+CUxCCHecnILhekFWhs1BZ1mblej45L0T+HJemWwYm6aVCCbn7XW4MPZyXq5iGJajEkya0eYWrR5lO1eOYDtXhkpFo8Okot2n6um9+O1s0D49z9v16H+5y2bB14tfAX16N3XXvX9A0D43VJr2h/xNVZ3SJ145AEvfBRum/kt5nZzWVV1mdrMNQD6pTUBghmya5fv94ntmPGjNGQIUN8uTEmUl988YVPOJEJU92tKbK5P6llfNCGDRuM1BoM+4PPAnMii4qk2Fhp+HDpqafc2J6jj3aEFsfjrl2lsDBp82bXQ2uoEbAT5RaVa0VWoYYvz9aNXlD1kxcX64Ke0bp7zCrvts3KzC/1q2a2axnqC8TtO0ortXFHqRat3eH3G3ablanXP81QGy/Ib/txutpNX3t465MMtZuxTu0+Xa+2w5apbYdJavvEALX95xtqd3tHtWv/odqNX6F2k1ftu//hPpctW9+z2n/CytBr09PV+qM03fFeks72CO0Jry/XSW8s9w38qNhGbSpUZkGpr7IJRlsZDIa6Qb2QWogl/bUFBQVau3atX5GNiIjwpcZ8TW8tc2YZ81OTRDOQP+O2nJSU5D8XI33MKMpgqAZG9tAPi8Mxs2YHDJAefli6+mrpooukCy+UHnvM3f7ll260D2qKcpPB1gTYhqq8/6RsLdb46K16flqqLu0do1++usSXefZdsFHz0wqUV1xhAZOhXsH1hzkOxHb99lLFbCjUIu/anLc6X3NWbffX3JRDXfn71mpWgeZOX645XYdpzkMva+6Vt2vun73V8V3NXbxSc6MzNXdlXrWfO5zntGXr+1a+5nlrjvf1bO+6HhaWpZc/Tvf35HO7RuoUj9xCdN/8cr0+X7lNWTvLfCmyVWwNhrpDvZDaANVH70ByIZb8C/EMpMo1ieC5cnJyfOfj2NhYn9TaSB+D4Sv4jKrKGT0tXuzG8yAxPvlk6dhjHaG9915p2LB9/bPc1z47NQYIbUXVHoWt3aHXPl2rvw5Y4fdvHd92qV6YmqqwjAJl5u/WbpMdGxoIXK+tm21bGayqr9aeGljh4ars01OV99ylymbNVHnqqap8s4sq16WpclueKssrauZ5bNk6mOVd14xYm70mX11mrtOfe8bo6JYLdapHbK/oG6vuczKVuLnIT/aUV5kjssFQV6hXUlsdQRWVf2v7OapXagP5sZFag8GD9znwPhRSVJT0zjvSPfdIf/mL66Hl35YtXW8tkmPG9pSU2NieGgQ70PZiehVLNCZis+4ekaQLukXqkp7R+vugeA1YuNF3O84vqbARPoamg7hYaehg6ZGHpDNwXD9RavealBAnZW8ylYihzrHd24PXeHvxR/G5enFKqpp7ZPZPb0bqj22X6cFRKzUkLMv3PcjeUebv1XssvjQYah0NhtSC2iaVBzKKsp5ag6EaGNuzdKkXQA6VHvICyFNOcQ7H117rHI4Z57N+vavQEkhCaO1zU2PY472VEFrMoTrMWKuLPUJ7UtulutEjtK9OX+vPqt25u9IPkuxtNzQZrEyWJoyXnntWOucc6fe/l15o5doj0tNdMs5gqEOwBxeXV2lNTokmx+Worbc//61PrP736fn6U5cI3TsyWW8v2KgVmwpV4t3PkpAGQ+2jQZHa2oaN9DEYvgUVFfI+CNKaNdLIkdKjj7rZswSPV17p5tKOHevG+gRk1lBjYOtB1oa5yJK1O9R3/gbdNypZp7+xXGd2DNfTE9doXPRWrcgqUrkFR4amhrQ057D+2muuBYJ9CeM65mLjum6O64Z6ArNpE7x9eVJsjp6dsFpndViu8ztF6OK3ovT4uBSNi9zij7/aWljut5bsse3bYKg1GKk1UmswOEK7dq00a5YjsGeeKZ17rpMdP/649OGHUkqKkxzTImCflRoF0rQSj9BuK670zaHuG7PKd9Ns1ilc1/SP80juRj8w2rKr3IxHDE0PmZmuKtutm3TFFY7UYl73/vtSdLQ5rxvqDYy3omVk5eZijVq2WU+OT9G1/WJ18mtLdUWPKD03aY1GhGcrZlOhdlftdTNs6/tFGwyNFEZqjdQamjIgqFRds7KkBQuk/v3dqJ6jjnIyv9tvl/r1k5KSrEJbi6D6SiZ/5dZidf0yU3/qEa3TukTowp7RetgLkj5OyNPO0irfadZ2KUOTAyPDIK/0+Tdv7kgthnX8/5Ilzn3dYKhHFJVVKSpzl0ZHbNFj76/Sae2W6bT2y9S8f6ye/tApbVJySnyDqU0Fpd4q+2qVfr027yzT1l3l2rG70lftoN6xHKbBcPAwUmuk1tCUAVElICRghLwSKCLv+9nPpBYtpN69pdmzHem1/tlawy6PsEZvLNS4mK16ZFyKTvQCovO7Rer+MSvVb8FGRazf6VcEKi3CMTRF0MOPUmTECOmGG6Q//EG67Tapc2e3P+EFYDDUI3A5xhQKKfK7izbp3veSdVXvGJ3/ZqQu6xGtf49dpa6zMtVn7gYNXLhJg7z7DPTWAO/rd7w9nttGLtusiTE5fgvKuu2lKvDIbVml7fkGw8HCSK2RWkNTRlGRtGWL9MknTs536qkuYDz+eGcMtWiRtGmTczk21ArYdXKLKvRRYp5enL5WzfvH6WfPL9Sfe0brzZnrNHf1dn+Ej8HQZAFpxZX9gw+kW26RTjrJkdsXX3S9tgUF9f0KDYavsTRjp3p65PVOj9ie3HaZfvrcQv2x/TJd7JHbq/rF6e8D4/11nbeuHbBCf317ha57Z4XuGpGsJz5Yo0GLsxXmPcb6/DI/4Uku08JTg+H70aRI7f4jfVasWGEjfQxNE3u/OiVxDv3iC6lTJ+mvf5VOPFG66irp/vul4cOdcdSOHTYyo5aA7BhZcdLmYvWat0F/84KcS3rG6PRO4Xpw9Ep9GLNVa3KKlV9cUd8v1WCoPwTJt2nTpLvucnOz2a8eeUSaNEnavr2+X6HB8DUytu3WnDX56u3t6Xd7xPaSt6L1p25ROr9rpE9sr+gdqz/3cYuvL+8Vo8u8ff/y3jG+l8I9o1aq9fS1GrY0W/NTC5SWt9s3pDIYDN+NJklqc3JylJiYqNjYWGVmZmrnzp1Gag1NC1zryIkZ39O1q5PyUaWlQvvAA24W7fLljtCa7LjWUFy+R5t2lGvumgI9OXGNjm0TprO8wOead1ao4xfrFL1hl42DMBhwN4a4fvaZS7g1ayb9+c+u53/MGGdgZ3uUoYHAN/0rqfBlxL3mbtBD76/S396O01mdInROl0id1zXKX+dXW2d3jtQJ7Zbppy8t1vFtl+qMLhG6fXiSeng/Pysl3+/FtSvcYPhuNElSS6UWUhsXF2ek1tD0AEklQMTtePRo6b77pMsuc8ZQjO/p0sURWubRlpXV96tt1MgtrFBE5i4NXbpZLYYm6kfPL/Iz9U9PStX7UVv9jD/OyLYzGZo0gt7/efPcKJ/zz3d7FvOzBw+WsrOlykojtoYGAUb3lO/Z6/fFzl6dr+FLs9Xli/V63tvXW0321pQ0vcCamqYXp7qvn/0wVXePSNY1Hvm9sEeUmnUM16U9o3Wvd1v7TzI0PnKLb0QFuaXXFtPAKrveDYb/QpMitdV7apOTk/9Lfmw9tYYmA4jqqlXSp59Kr7zixvacdpqbS0vAOHWqM2ZhTAbuyIZaAwHKxNgctfooXZf1jtVRzy3ULUOT9G6Y66mi19Z2JUOTB4k49q1ly6SXX3ZV2ksvdatPH2ndOqm01NzZDQ0C7Nn0wRaVV/lj2NJzdys+q0jL1+1UOGv9Ln9FVFuL03f4s27fXrhRT0xI0RW9Y3Rmp3Cd/vpyXdw1Sg+OWqmus9ZremKeUvNKtL2kQmVVdj4bDNXRpEktRlFGag1NBhBUAsPc3H19tLfe6oyhqNLSnzZkiBQTU9+vtNEDF2My7VEbdqnb7EzdPCxR570VpV+1XqqnJ6Zq9uoCZWwv9cdEGAxNHsHosdhY53h8/fWO0J51lvt/knTM2q6w3vNaAbFR8Degao4cnPcbxQ/S75wc9y+3ccZUWv9ndUBwqdzu9vb8/1pVXy3v613eXk+SM3z9Dg0Ny9JTH6zWdW/H6cw3wnXSa0t1Sfco3Tw4Qe0/zdDkFbkKy9ihlK3F2pBf+o2VyfLOj41fjQnKKypXYZlrY6ky5Y+hEcNIrZFaQ1MBwQbBh3fdq1cv6W9/k/70J9efdvPNbuZjZKQb32OoVZDBZy7tjKRtenTCap3rEdoLekTrsj6x6j57g1ZuKfElZuXWS2sw7DO2885tf5b23Xc7+TEJuTZtHNlFXWLtErUDCC0JA1zwIbKcESQSwsOlhQvdWCWc8rmNMwZjL4unvgbvBFs5ycz/Wnv3fc1ez3xaSGjMxl2akZinvvM26PFxKfrb2yt8o6lTX1+uv/SP031jVqn1J2v1zqJNGhOxRe9HVlve/3Pb6PDNmhC9VdMT8rQgrUCrc0p8U0Lm39pkOENjRZMmtSY/NjQZcG0zFmPlSmn6dFeV/cUvXFB48cVufA/9avStWWBY68grqlDy1mINWZqtvw1YoV+9tlSX943VA14AMyEmR9uKKt0Yh/p+oQZDQ0JqqptV+9hj0hVXSMccI7Vs6QzvcEfebaOvjhicFVRag4osbSgYBqLwYawSiQU8FxgDx9/i7bel7t2lAQNcSwtJU0gvcvDa6HMOqsaQbJ6D1wjZ5nUe6eJxeDx+d56jnmJCiGf+7gpFe+T2veWb9ezkVF3VJ1a/eHGxftU6TL9rv1wX94rRHSOS9dgHq/W4t574avH1YxNW69HxKXpm0hq1nbFW/Rds1Bcrtys1d7cvh0YBVG5VW0MjRJMitTbSx9AkEfSjYQz14YeuJ615c+noo6XLL5eee845iBKscD/rS6t1rMkp8efSvjJ9rS7sEe27Xd45Mll9F27SovQd/mxC244Mhv3AHjZhgiOy9NX+3/9JTz7pEnIQLoiJ4cgAEaXampLiyOvMme7cYMQb/csdOrgzg7nmd9whtWjhZgb/85/SM89Ib70lffTRvqptTSZJIZoQWRK0GBlSoQ8Lk+bPl+bMObI1d66rOpMgIXkCkee114OvRAVSZY/YZu0o8x3wp8Xn6q1Z6/Xw+6v8+bbndI3Uud2idGnPGF3pkd2r+sbq6n5xurqvW/w/t1/t/UuV99Yhib4RVY/ZmfogJkdL1+38ekwQkuQ9dtgYGgmaHKmt9DZscz82NCkEzqEREVLbtq4ye9JJLiAkKBk7VkpIcPI9+wzUCTAM6T5ng25/L1knv75cf2i3zHfCnO8RWoKNskozADEYvgHvvPYJE5Jj5mn/8IfSQw+5UT/M3GafMxwZII0QUt7Td9917zXv8Y03urPjj3+Ufv5z6ac/lX7yE+nHP3aL2/geFXR+hp/ncWryb0LCFUKL2zXkk7MLOXq3blLHjke26M3u0cO14UByN21yr72e+rR9ybJHbiGd24srFLuxUFNX5OrVj9M9Ahur0zqG67etw3TMS0t03MtL9KtXw75ex70SpmNfWeJXdv/v+UU6utUindR+mS7qHu1XcQeGZWtuaoHW55f65LnS9MiGRoImR2qDSu3+8mMjtYZGi61bpagol2mnF+3kk91IjKuvlt54w2W6N2+2Kkctg7iBAIJeWYKTR8ev1pX94vy5tFf2jVXf+RuV6hFaHI8tyDAYDgBkrbNmSW++Kf31r9IPfuD2tA8+cIm5goL6foWhC8gsZwXv4/vvS61auXFvmHJxVkBWL7lEuvBC55hPT/Nf/uJc8/kX1Q+Gg2ecId10k2tpwXiQXlsq7FQ+D1XSS9UYOTAJVx4jOlqaMUMaNsydXcjQ+fszZx1fCBaV40NZ1X+Oucf33ONMFCdPdqaJPHc9SpEBSc7snWVKyC7yzo4cdZu1Xi9NTdMT41P08JhV+vf7KXp07L71iLf+7a17RiTrxoHxurJ3rC7sHqWzu0T483LvG7lS7T5ZqxHLsvVlynat2FSoTTvK/J5eO3oMoYwmRWqr99SuXLnS27sTtHHjRuupNTRuICum9wmZ3kUXScceK/397y6bzvgeZHsmO651kHXfVlyhtdt36+2Fm/TnvnE6rXOELukTqwe8AGSKR3TpdSqr3GsFc4PhQIB0LV7s+jipHEJqcXCHPDHuBwdew+GBhAByXuTdnBUYCP7+99Jvf+sSoZBZzAWRGf/739KLL7rkAlVSZpsjCSfRwM+ceKL7GUgi/ba47TN2CZJ6KHJeCC3GVFR8P//c9e0iceZ5INYojn73O+n4493itR7p4vF4/P/8x81xT0s79Nddw0AejFv+rtJK39E4MduNB5q3Jl+zVm33iGm+Pw93/8WZMnBxlm8q9c9hiT6pbdZhmf7QOkwXvhmpW4ck6KWP0jUifLPCvMejcov02Y4fQ6iiSZNa3I8DUntQldrAoCDo6WCz5SDAxp7NN9j4LCI1HCm4hrjOyG6zuMYwsTjYUQn8PNIpgkAy22TdOajPPls6/XR3YE+aJK1Y4R7bUOsg256aW6I5qfl+INGsY7hO7RShW99LVpfZmVqydqdtHQbDd4GqGdWzkSNddQ75Mf2cyEaRjGIWZTg0BK7Ga9a4ijeeC5wVyIkhp0iOqbw++qhLhPJeUymlz5aqOc7H/Et196WX3N/jvPOk445zRJhKKpVPZONUgSGJSHu/ayEzhwRDsvm7Qi5ff1168EFXGT7lFHeOURnmOagiU01mIUs/nEWlmfMRoszr57GY487v5sWJDeWcxOCpuLzK74fdUliurJ3lymbt+uZC+bPMI6uQ225+T+5K/b1/rM55Y7nO8tafukXqugEr9NTENeo5d6OvIIrbWKiMbbt9M0Oep8Ic+A0hhCZFar/NKOqge2qDGW1kgzkAIAS4ybJJQx4CYmuRqeFIwbWG2yRmHSykV4ciESa5gpEGVQ2MO6691snCmO1IMDhokHtcnoNr2lDrIEBYsnaH+i3cqLtGJuv415bq/G5RetEjuFMT8pSSU1LfL9FgaNggwce+NWWKdO+9rpcTAtaunXN1hxAZDg2M36FHFaOk1q2lK690ZJGKK5JcCClGglRKqYZDNIl76GFG5QPhC1yRuc/AgdLjjztVEI8DUeRv9PTTUs+e7rGo3H7b4jEgwBMnSr17S88+66rDGIMxl5jHO/dcJxnme7w+Kve010C2D3fRm0vyl8o/BJdK8z/+4SrNEHfO0wYQ21G1pZpKkrSkfI8/Hq7YX3u+sZAT43acnlei8HU7NCMhR/3mZuo/E1apxbsrdNFbUTqjU4Q/LuiqvnG+bLmrR34nxmxVZOZOvypcaLPSDSGEJktqD8koKqjQkqlj82dTx84ekwKqXVTCMC1Yvdpt7hBcqrhUcyEhgYNeA9gQDQ0ckNlAcsV1Nm2aW5huEFCQvSYI4Zo60PUUjGPguuP+kFey26ee6sb3EKTQi0QAQyW4HiVVTQV7v5pPSOb7w9gcPfrBal3VL06/9Uht87fjNGDRJsVnF/lzaw0Gw3eAvY8qHtUzxpJhVkRFDTdeZLMQD8PBIYhrSJYyn3zwYEcUqbCSAIVEtm/vnIV5X0kofJcMl/OExyLZP3Sokyjzt+HcCUbH8fhPPeXkyhgzHWhBUqkI05OLfJlZ6oHMGKJNX+8ttzjTQ/7m9OwmJbmzMSPDJYAPZnHf6osqMn20vDbOyd/8xpFy+or79nVO0FS0qWyHWCwHES6hultcrgiP3I6LzNZr09PUYnC8zn0zQn9ou0zHvhKmc7tG6vqB8XphaqreW56t+an5vlM/VeGgamtjgAwNGU2W1FKphdR+r1EUt7GJQTTY9MgQk7l74ol9pgIPPOA2YDZjnPMguxBdNlt+pjZnthkaFyCjjBNgRAUHKdfWv/7lxidQjUAehvyOisSBAgyu1fx8d2jTR8uBTHBCf1QQpJAJJwETgodzKIJAgIw5ldieczfoir6x+lOPaJ33VpQeGZ+i6Yl5X88ONBgM3wHOYcbEkESGyP7qV66yCIF67z237xkODkFcg/kSLsfIi+lT5T2lX5nRPXguBONtgiTot50ZnEe0vCABx5iQZCwEEfkxfyMkvZBlSCmVWxaj5aqv4DbkwBhRIS3m56icUkGFEHft6mIsZMmJiS7JwTVBKxiL8+9gVnD/YPG6eTwSvpy1PD8VYV4v5+ioUU6hh1IvxJLBfhhbtUe7K6qURU9uVqFmrdym4Uuz1OHTDD04ZpWa91+hi3vG6MwukbqiT6xuHZao56ek+T25zLjFpCqvuMKvDFdZ3GBooGhSpLZ6T+3+c2q/1SiKzYuNn02P6uwLL7hNF0OB//f/nFHFj34k/frXrseDfo/773cyHiQxbOxB32I9zTwzhBDoGYPQIrsiW0wl4qij3PgdHIsJ5MaPl+LiXJBBZbf6dcu1SladoI/eKDLcXKtcmyRg6IMiAKDiYQdTnaCkYo827SxTWMZOPTs5Vb94JUyndY7UdYMS1Hlmpj+qwf4UBsNBACIGcYqPd2csFUD6Ke+80yWUIR2G70d1zwbiGqrekEfiGBZmTJA7WqtKDrEtonohALUQyVlI4ZlnurOMmInY6WAWVWPkxrTMUMVFlszfnmugpuMpHotWHGI1ksfI23lPfvlL6bTTpFdfdWczsuuD9bZowICcci6FZ+7S8GXZes47m1AQ/fSlJfpBy0X6n+cW6g8dlqvFsCR1+Hyd3yKTRq+tR2ytz9bQUNFkSe3+I32+QWrZtNjMkRKHh7tNjk2N3kR6RZDEsMjikUWkVxF5DV9jb49ZAgctfSRkQanashmy0RsM+wOpOlUGss9kojnEyRQTtCG5gpxCanEtJgDBrOPjj12WHclXYCTF1zNnOkdKHgMJFT8XSKgIMoKAwJhUnQDHY8w6hnqBA3Np/++Fxbqsd6xaTk3T+OitSsu1PcFgOCgE5zI9nbRRUPnjzA16H+nrtFaf7wfvI+cN0uJgPFJ1zwViFtQ8VCUPx3OBZCvEFknwwoXO2Ou111wrDMojqrcsEq37r+q3Y2jIDFl6XjnXqKTSAsb5VdPKt6B1B7LPOYnTMvN5IePM36VSzDVH3y/vS5BUDlHQk7ujtNJ3PA73zidMorrPzvRHzd34boKvJjqnW5R3VsXohkEJvpnUW973x0dt1eL0HVqdU6K8onLfldlG0BkaCposqd3f/fgbpJZNk6oZvRqMC4AUcHiSxUTKiTwHyRPW92y8bMQcDMhlMBjAXh5CgUsfmzgmBGzuNkfPcCBgtgGhxUgDp0ky1FxHZIpJopA84WvcKCG5qAUw4+Cwp/cWiTsHLaMPIK+QXzLcv/iFdN117jZMo3ie/au7hlrFBi9o+CA2R895JBZZ11HPLdQ/vKBhcFiWwtfvVI710hoMBwf2Ls5mKogY4HHeBolkCAeqqHoev9Lgwd4PUeU86NXLxS6QNs4bvuYMWrDAqXkOt0WFn2HxtyLhinqIntRPP3XqNUyg8COhh7X64rbgdlq9qIzSwoXEmHiMhAavvbYSF0GfMecpCWPOTc5azlxIP0q8fv3c9Ucsx/sTouBXrfrKcAozKDwf4rOK9Pmq7eo9f6MeGpeiK/vF6uTXl+uYl5fojx2W+8aG949Zpe5zNmh6Up5W5RRrZ1mlyqrs82ZoGGhSpDboqT1QpbY0ILVsUvQ1solSXaVPB+JKtStYOPFxgPI9nPzo70BqTEYReSiyFTY/yC/klgOXIeHjxrleSJ7DDl0DoEIbEFqCNBIgVPyRDHOYUulnTAJSO/q4mROIAyQqAYI5biOjTCBAwMA1Rm8UcilMLiDEzA/kewQWPJ+hTkD2Gukxg+3JcN8w2GW/j2+7TI9PWK3PV27Xuu2l2mW9tAbDwSGoprGXceayR+IVwD7H3FQqbJzfIUw2ahW8L5gQohojfiFZT/8q7SnEKcQwX37pSFtNViEDFRGPS+KViisFAyrr37aoxhOH0f8aeJLUFVAz8XrxRuH8xPAKUgvx50ym1xiyjXw7IPAhDsykUBWlb9utean5viS5zfS1unN4ki7rGa1z34zUKW8s15V9YnXXe8ne99I1Ynm25q3ZruTNRX5yFnJsRVtDfaJJktr/cj9mpE91Ukt2ks2MqiokAwkxB+Yxx7jDE3JK7w7f52AIXPTYqOlzRM7DhsfPIuNhI8R8gb4fbuN+HLqNoCfDUAMIJMdcG0jouF6osFKZpSeWfieuNYI1RlbQV0Q2HWkyxJckC1J3yDDJF9QD/Cx9QAQrGGsg/SJICDLvhjoBbpMc9LNTtuupiat1eucInd89Wpf1jVOXWZm+8QaE1vqTDIaDREAgkKBCyjhjMSFi30S5wl4KabM2nwODMwCySJKT8TWcNSzeQ84KYheqlCQ/a5KoBa7+VG157MCcKZjD/m2L10tltq7VRcHsXogr83chtpy5nKskUnjvSCQ3IuUTv0FQtcW4kJnqS9ILNDZiszp+nqH7RiXp4h5ROqdzuJq1X6ZL34rS7cMS9crHaRoTuUVRG3dp444yO88M9YoGQWohk5UeycOBmPE6kM78/HxvD9ztE9HvnR97kPhOUltYqL1soBBVSATE9a67XD8FFVfkOTjRIkUOC3NmO//94G4jZKNmrA/ZTmzp2QCRjZ5wgnNIDn7WDt2mCw5BEhvIqQLJMdV9AjPGFpAVJkCj6kpFgmsqUA/Qz4NkjAw7FVsqslyfXKdI8ajgkk2G8PKYjFbANAppsqFOsb24Qiu3FGtMxBbdMiRBx76yxO+lvX9sikZ7t2V5AQBZbQsBDIZDBGco41xI4lFhxHuA/Y7EH4SXSpthH0iiE3MQm0BoSY4GbS4kRul1Zb4s8m3rSd4HrjOcnJmBS4GD8xlHZK45pl3gt8LZ2gjjOa4A37V/a5G+XLVNfedl6pFxK3Vt/1id7pHaU9ot09kewWUsXcspqRoSlq05q/O1Nm+3L2UORgDtsWvJUIdoEKQWogmZ3bx5sy8JnjVrlheHL9WmTZt8oltZQ1XNb8iP4+O1IStLu7wDsHTLFu2laoa7HnbuwXw05nvSn4jkhP5F5rkhIYZkVEfQi4FMhmwkGT42QuShVHh//nPnikyfCNVa661tuuAaIXmCvJ0KLbP7UANAUsmYv/KK6ymiVzYYpUDChAw3qgCqtmSPGbnANYUMGUKMmVRgKIVMGcMp7ks2+VAdLA1HjPXbSzVr1XZ1/mK9rvLI7DEvLVaLwQm+FHm2d/gj9bLj3mA4DEAkMMpjGgHmjXhdMLsUQ0f2SPZNw77KNgl74hb6aBmzQ0xDfEMygGo3SXy+R5W2kchpawTEeSj3eG9IBFx/vWsPInGMkRVFDs5YxgE1wveMyi3nVMa2EoWvK9CMhBz188jtsxNX61bvLLuke5TO7hKhK3rF6B8D4/XS1DQNX+qR2zX5SvPIbYFHijGSMhjqCg2C1JaXlys7O9s3bpo6daoX57+lkSNHerwwQYUe4Sw/HPe9A+AbRlGJidroPe8ujyyUrVmjvZgj0FMCCSUjh9ETFbBnn3VkFCv5/cnst4FNjiocLrVshNjYIxPl8FiyxH3f0LQQJD5IaEBouRbI/hKQca1BbHE2ZuxO4Gh8oN5rPg9UcDlMMa3gMQhQ6N9mEeShCiDoQ4rXSORRoYK9X63E7CINW7rZd5M8t0ukjntxsR4du0ofJ+T637O5tAbDYYI+y1mzXLWMc5WkMfserRYkjVHBNBUEJJSzggIACVAMmkiGksyE0FKhjYhws8vvuMMZCJIARUWGZwPnEe9ZI6w41gio/lPwIOGM+o5Re5zXFDt4TyliBMnnRpgUIHau8OKI3eUVSsjapSkrctT+0wzd6BHZUzos03EvLdb/PrtQF3aL0r9Gr/Tnsc9JzfdHAEGKy6v2+KZUjextMTRA1Cup5YNC9RSjpghvwx01apTHKTt6cf0j6tq1q8LDw792Jq6p5/NJrbd5J6ekOFKbmaldWVkq++wz7SUTh+SYihl9JmR+6WtEBoqpAUTjYAk2xAUSHMw7+8lPXI8jhj/0rWB1b2ha4DqGZHItIfUiuCCBQtYXORNGJxiPxcTsm2t8oFMAkkpQhxwZqTyHKskYVAGQYsb50O+DlIwkjMnJ6hQYRJGdXphWoNdmZOj6dxN0btdIndU5Qh1mrFXMhp3K2lHqZ8ENBsNhgEosRIypAhg3Br2OgwY5hQuj+JoKgv5PzhZUOV5s4yvKmDOL0RFJUs6btm2d9wIJUEgtbS4k7FH9ML7HDLa+HaikiOcobvCeER+iiOI9xGeFNh+SzKgE+Fscrmt0AwW/CaS0wiOnm3eW+UnZz5O3acDCTXphSqpuG5LoE9qL3orSxT2idevQRLWamqa3ve/PSMpTfFahf+YF438a0VtjaGCod1IbVE6p0D7rbRZ3eIH+VR75e+655zR//nxfllzjpNbb/JO9TRxSuyE9Xbu8r8v69dNeRvJAaKl2IQNFphMMID9UswI2NrJ7VGUZ+XP00e4woReSGXBkkw1NC/R5IXFn3h6mTpiP0atNtpz/JxPMoUhC5PuIaJCV574EMowfoDLLqIRAcsz3QniOXiiCvxgH987SKk1LyNPdo1fqHO+gZ13z9goNXrJJuYWl2l1e6QcJBoPhMEDSD+I2apQjasce65LGffo4DwFktE0FVFepsnK28J589plrlWJCA9MYaFGhHYUWlV/9SvrZzxypxSOEpDsGlyRJG2GFscbAWcv5jUJq8GDXj8x0Aa471HzMsw0MRHkvif8a4YSLgNyWfyVLTs0r0dw1+eo1d6PuG71Kl3iE9ucvLNJxryzxnZKvG7hCbT5Zq4mxWxWzcZc/F5fz0fpsDbWFeiW1GEFt3brV76MdPny4HnvsMZ/UXnfddXr55Ze1YMECLy4v8PtqawL/Van1iOyKhARt8A6CXR6xLRs7VnshFmz0HJIMCsd0gt5HMqCHCkgw2WScBqmiYZmPkQ/EuX17N7Otrm3qDfULTCcwCqOagArgqKOchOnhh91tVGiDHtqDBdcZ8jISKFSACVCQmnEAf1ul11BrgKfmFlX4g+kHLc5Sc4/INusUoebvrNATE1drWnyOisoqVVlVcwZ4BkOTA3sekk9UT4wwo32DCQOorTBphHw0dpCwpCJIIpTk++jRzqMBZ16MnyBeSLIh+5de6iqLTGKgukh1m9YVTJA4O0x2/N0IjEA5n3mveZ9JFlCooGqLSoD/f/NNd00S33EOc//vU/cFY6q4X7BCoGUIpVH+7kp/BBDEdvjSzXp5WppuGhSvy3vF6Ow3I3Vh9yi1eDdeT09IUa85mZq6IldhGTt8Z+Uc75xk5F3D/i0NoYZ6JbUQVgjtxx9/rJ49e3pn06PevnC/7rrrLnXq1ElLliz52gW5JlCd1CatWuWMorwDYdfGjSpbuFB7GRFA5pfsJUO/yXwiyTmcnl42QX6OjDGVWY+o+6NWqATj2IiLbTB/zdA0QKCFFAxzE2TH//M/jtyS+YXsIm8/1BnGQcU2MCjjECVLzG2NMFPc0EEWOz1vt2+U0faTtX4v7SkdluvekSvVZ/5Gha3d4We5jdAaDEcA9rg1a6TZs50c9Pe/d8Tt1VcdqUhNre9XWLtg/wgSmlQHUZVhXMS5grklBlA44NM3S0Kd2ANzKMguBoO0rHDmYLjF2WGKnu8H7zmJYs5xXI9JRFMEIZnCFIKgjYjbSBjwdyHh8H1O3MG4I+7H35PF8zTw83uP32e713c5JpG7ziO3c1LyNXhJlp6fnKpr31mhsztH6NT2y9Ss3VJd0zdW941Zpa5fZurjpG1akV2kvOIKmwBgqFHUC6mFWCIp3uiRyTlz5mjYsGE+qW3Xrp1atmzpcb5/+2ZRYd6mu3379holtfTw+pXagNR6G9SunByVrl6tvcg2qZZRXcUpkM3lyJ7QEVecbBnRQjaPw4YMKr2TVIH5vqFxIyCeVFL79t3nrI0EDKMJMr9kdQ/WhMzQIMHBXO4d8pGZuzRkWbYeHpviE9ozO0XohSlp+igxT6u2FJvs2GA4UkDE8BSAXEBkIRSoXmj1ITHNXtuYwZlCEpMqK6ON8O2gjQUSC5mFZPF+IDumKovfAgoxiBizz+k7JuFuPbSHBt534sLc3H1mj8z3JbbjPQ96bUkeYBI6bZpTT/Feo/jjZ2kL4ue5DdJLvEnFnFY1YlCuaWJD+nhJXDRwchugyot3NxWU+eff2Mgtav3xWt0xLEmXd4/Sqe2W6SzvHDz/rWjd8V6y2szI0HvLNmteaoGvasreWaZdpVVfSZPr+zcxhDLqhdQiJ6YCm+QdPJM9wtfXC/SHDh2q8ePHq1u3bnryySf9fyG12zwCWpOklsVj+u7HkFrm1CJx9jaZvVTKkIiy+ZA1q4kNn4OHqm/37u5wwVWZfl3kK9jEQ2YMjRtcRxxm9HphPMYQd6TozLsjw56c7K4TCzBCFpzDHMYl5Xv0WfI2tfooXdcNiteJHqm9rGeMeszZoJiNhV/PpjUYDEcAgn3MoNg76R2lGom0FgkoVTKS040ZVPeIV5Bg00dMTBG4GUNkIVrMM0d9RuWaijaEKTHRESlIFWdSiBCmBgMKFZzTxKQUPiCseGEgO4bIUqnFJ4NrEaJLMQPi+/nn7pqkysvfjCo584Ix6cLsjOo5Ci4SNCQfKISgNgiIbQiAt6awrEpbd5UreXOx5nuEdXT4FrX3COy/RibrL/3idFrHcJ37ZqQu7RGj24Ym6sVp6Rq4JEuzUvKVmuvm21baAWk4AtQ5qYVUIjteu3atx+kWa/To0T6phdwuX77c76195plnvia1h1qpDYgr1eAKb/NhHFCwqA6z6ONN8jZ3pM8bNm50c2q922tFEohMChdaZKe45J1wgjt4WrZ0MmeydIbGDSqwBGA4URJ0nXKKI7bMpyXoaKQz7poSOIdLvzLPGBG+Wf8Ylqjze0brlE4R+sfgRL0fsUXZO8v9bLT9qQ2GI0RgkgdJIGFMgpBz9dZb3ZgfCFxjBsQKA0tUPhChZs32jXOjp5b+WuIO3h9aUpCzmsS4ZhEosKi4zp8vDRjg/DGo1p54ojOC5JrEHJRrEnUeyQXMHKmYv/66Sz5Q7KDvmfsyAxcJOSQX+TKGj0eqGKwHoFgqLK/y+22/WLVd/RZs0iPjUnxnZNRLx768RH9ot0yX9IrR3aNWquvsTH2atE0J2UXasbvS/3njtobDQZ2SWqS/ld4mkJGR4cuOIbKTJk3StGnTfIKbkpKicePG+S7IkNpl3sG0w9uQD8UoKpA245q8xSMLVGKDlZmZ6S+qtDw2Y4TWeZt+obdplHmkt1ZIbfWZophPkVHGLY/RQchTMBSwKLdxg+o/AQaD2pmpSGKDf5kPiBQMZYBdAyEN5vDlFJUreUuxusxar/MYSt8tSlf1j9Nzk1M1yzvYIbQ2xsdgqAFA0EgWsre+/bYjA5AC+kYheUhDG/MoM+IKqoSMGyRZTpUW+SskCUIbeDQExoOQr8b6XtQXgtnAqKyofhPj8feAwFK1pdcWRdbll7vqOfPkGblH73OLFu624D44KRMbkvCGEJP8Hj7cxYdc4yEGpMhlHjHdXlKptNwSLc3YqQ9jtvpmUc9+uEYt3k3QFb1jdJ53Rp73VpSuGxivh95fpXcXZylqQ6Gydpb5JlIGw6GiTkkthBbCGRMT48uNBwwYoBkzZvj/n5qa6u3BmzVlyhR/nA+kFtJZWFjoV1kPFty3yCOpPBbkNTIy0l9RUVH+vzwmBPrLL7/0zr1FfsW42Dscy2uL1HL4BmNX6KeklxIjh2BGHE6NZqXfuIHhGMZgZF8JvhirwMHG2AUOLQ5FQ0gDs4y0vBJ/4PzT3qF9zKthOr1zhO4emax+8zcobuP3mIUYDIaDRyADpU2IfTSodHGuPvOMNGdOSDjIHjYgqhB3JMZ4NFClhRzx/yRQIbSNmdQ3NAQmUvQ4I/HmmqRqi3nZr38t/eAHbtrBj37k/v3hD6Uf/1j66U9dRRejM2TLzFvGQJJq7SuvuLm469aF7N+RV+1/VD2CiynU2u0l/tzarjPX6e73knRap3D9qOVC/bDlAv34+YW6d9RKTYjJUXxWkQpKbDKI4dBRZ6SWKu0uL3inejpz5kx17NhRbdu21YgRI7x4/wvNnj1b8+bNU+/evb14/x698MILvityenq63397sEByXFJS4s++pSKcnJzsk1sWX9PHC8FduHChli5d6u0X62qX1HKwIJ+G2I4dK912mzt8ILd8PX68y6ZyH+tvaZwgo44DNllaAi9MTZ5/3iU0GHpv4xRCHvneAbwkY4cGhWXpjhHJ+vkrS3Rprxi1np6uafG5SvcIr8FgqCFwVgeusZyrtHJAIKh8sc8yq7WxVij5fahS06cJ8UH1Q6X2mmscmSKJagaUdQ+uRxLUtBPhn0G/LBJjTLz429ByRNxH/zOKgjvucJMwSMK8+KKbKczIR5LemHxR2aVfmiRFMOYnRIFTMonf7SUVSt5cpNmrtmvYkk16eVqq7hqeqL+9E6eLe0br5Y/TPdK7TSu3FmtnqZFaw6GjzkgtsmB6WSGX73sfdsygHn74YXXt2lWjRo3SkCFD9M477/j9tH/1PtiM9hk0aJDfV4tL8sESTqrByJUD+TFy4+ry4/Xr1/uvgf5dKrfcRmW31kgtCHovZs1yZIaNC6kQNvtIpzCLgvSG8KZl+A7QG4MkjoMM6TnE1rvu/ZEUSIvMICrksWVXuSatyNWzU9N01dsrdPTLS/T3QfF61yO50Rt3aWthaJh9GAwhg2BsHtUs5JoQB4gtJAJzJAhGY5vVXV3yOmmSqwZiTkQ8gaSVfk3OFHPSr3sEiRauSeI5jKQgtyNHOjMzSCt/L2IBKuqQ3pkznVQcx2P6bTGSpCeXHnGILd4rxA/8PUM8TkCSXLHHkdsCj9ym5xZrSep2TYjM1psz1+nxias1YPEmLUwv8MfiYTplMBwq6rRSS/UUmfEnn3yiN998Ux06dNC7776rCRMm+GN9+vTpo6eeekrNmzfXfffdp4EDB/qzaiGkB0s4eZ6gWks/Lk7HmE2x+JpFdTY2NtZfPDYS57LaMoqqDjYuMm9IT+mf4CBq185JUBlPECIud4aDQCBHIvgg6CLQ4pDCFfH6612/DDMCMYGwZEbIgvE8GEStySnxzTBuHJKoi3rF6Pevh+vBsSmanpinzIJSv5/WYDDUINhjSRZTlYUw3HijU0FB7uhtDBx+GxOphdBSgcZ4cOhQd5ZQAeRsoUJNmwuSbM4eQ/2BvxMkFBl4ZKRzOkaVRyWdeICJGCi48Fvhb0kswBgfZtYzu56/KW1qeK9gMkrhAyfkRoSS8kplF+xW4qad+mJlnkaGb9bs1flauaXYTxKXWk+t4TBQZ6QWwkhFNNc7aJABYxT1qfdB59+5c+f6vbTvvfeeXnrpJe9sulGPPfaYX8Gl35aK66E8T2BIRfWVqm3geszXLN/9OCnp65E+yKLrhNSuWuWs2rFup1pHHwUmD8yZY4MzGWrjAUQVCRj9MAMHup4vEhlk1Z98Uvr4YxeccPA1pqCriYGDl16hZet26uWP0nV6lwid1z1al/SJ1WszMhSRuUu7yqp8N0eDwVDDYJ+FIOBXgIssFS6UUBA+iACtPY2prYfzAnIDAerWzf2+JEpRAbVt6yqD3McSpfWLoKLO9AsIK54qyMJRZ0FkIbvB6EjiPmIBkjBMSGjTRvrHP1x8iPqAQgiFD1yWGxEY3VNSXqX84nJtKij1DaUYeVewu1K7vXPV5rkbDgd1SmqpoDKeh6opZJJ+2TXehzwxMdHvccUFuVOnTrrjjjvUsmVLn+iuXr3ar67W5Ovg+Vd5BDMhIcGXNiNVhuzWOqlFjoJDHq7H9P5g7sAIAmaVYmxBVc8ITuMAgQXVd/7ezJ074wzXS4upBzOKkRwZQh6MH0jN261p8Xm6b/RK/eLlJbqwR7TuGLVSA5dkK837HmezfaoNhloAxIE9lsCf0SlnneWqXMyqxa8AotCYCB7kB0IUHe2kqsQQ55/vlED8zvHx9f0KDYcLJMZRUdKoUdJDDzlSy9+WEU1Uaxn/aKaiBsN3ol5G+kBsIZIYQEEwqcRCMjFuwhGZXltMpHAozsrK8uXBNYGgiosMmmqxP6fWI9d1Rmqp3JFhxXIfYwvc7sjEYRZALwzkvTE7NjYlEHxQfcfEJBi5QMBFjwy9UN71Zwh9ZO8s08L0Heo7f6NuGBCvnz6/SNe+s0JtP8vQx4l5fubZPs0GQy0BUgvBozKL/JbkISqoN9+UYmJcdasxkVpiIcg6JlGPP+6cc3HUx2yIHk2+ZwhNIBmnmourdevW7lpmkQjnel6yxF3LjUl5YDDUMOqU1H4bILoQzbS0NH3wwQdq1aqVevTo4Y/fgXCW1VB/SECqkUBTHY7zSAdGUXVGaiE6yKHoe8EwANMg3PCQpDK4mwOY39U2rdAHWVeq7xhE3HST9JvfuOCDKj09No1MStQUwW6BZGpCdI5aTknTJd2j9ZNnF+iu4UkaHblFURt3Kb8ktM09DIYGDc5KRqh4cYP+8x/nU8FCwrlggSMJlY3IRRUDIi8u8s2H6LdkJAzjX3DZpW8TaashNBG0LKHwouqO6Rlza/mXeDFoWWqMjt4GQw2hQZBanJHpa2W2LNVa3JExk4LkYvhUUUOub5Banivo6w0qtTx3nZBaNiM2JeRSGEQxfJt+GA5hJKpYt9N/YSYPoYvAIIK/I73SDzzg+mkxfYDcjhnjAg+CE0PIgn6gssq9iszcpa6zM3XLsCRd8FaUTmi3TM9PSdWCtHyt377bd3o0GAy1BM5s1E+MR6OnlB5TFFCon0aMcHLOxmTAiJya3xX3fIyxjj7amUXh20Df5SH4jxgaGIIeXGIDkjT/+pcjtLghEysyFhDCC/FtTOoDg6EG0SBILWSTaiwyY0gmva702tJLi9lTVQ19gCGtPBZVYcb6YBRFT22dGUUF/RBIT9mgIDz0THAwISXC0j0jwzk2GkITXKscTJiU9O/veqeRw/F3fvRRN9aJKm5jCrSaIMqq9mpX2R7NSsnX4xPX6Lwe0TrLI7Xn9YxW9zmZythWouKySp/8GgyGWgLnaXa2kxqjgmFM3u9+5wgfJBcC2JgMGFH40F/57LMuWfqznzl5KrelplqyNNQBsSWGmD/fFTq4jknSBJMyUHkRW1j8YDAcEA2C1EImkQVDLBnDQ48txJMqLSR0Tw3Jceud1AagUvfRR9Jrrznp0I9+5AZxIyli08IVzxCaCIw8qBAQVDVr5qrxuBl27OikY1RyTWIe0sgvqdTabaUaE7FFtwxN1CmdwnVFv1jdNXqlxkRuUW5huSqq9vhD5w0GQy2BzxdEjjOVntLbbnPeBZyrd97p/CsYmcK+HMrVrWDWfTD2hXiBKh5GUfQSkyyF3FtCvHEAwy8Mo554wvXVkqghKR5MyiBxbjAYvoEGQWpBYOKE1DgYwwMB5faaIpsNhtQyHJ2ZtRxOZOJ++EMnL4H0MHMPUmQITeBgjUvh9OnOIOrYY1314Omn3SGVkmIOho0AGwtKFZaxU299makrmEvbdqlPbjvOWq8vV2/XrtJKn9DaX9lgqGVQtYLMzZ3rxuXhUYE6JjCMYs8lURzK1S0IOcQ8Kcn9Tlde6fw4IDz8zrQ0Qe6tdalxgGrs4sXub40Xx3HHuViR3mkSGDYpw2A4IBoMqa0LVCe19NTW+ZzaAMGcOYjP/fc7CRFjCMi4Uq3F3ILMrG1aoQd6aRculN5+21UNkJYzN5ExPsjLmVdnCFnwieRjmZBdpLFRW/SfD9fonC4ROqn9Mj3xwWpNiM1RXFahDY43GOoKQZKQ6hb7LqN9ILS//rVLJiJBRpobylVMyComk/TNvvSSI7MXXujILSMBExKczLoxmWI1ZdA3SxyIB0cws/byy93oJm6jd5okjSm+DIb/QpMitdWNopKSkureKCoAGVcyxxxQZFkZ98IBdd11bqA6bo5sWKEsl2qK4PphFjH9TYzuYVzTL3/pZHDjx7teapOWhzSovtInO29Nvtp+mqGbhiTotM7hOq9blN74fJ3CM3cpM79UFVWWkDIY6gzsvfhRfPKJ1KGDI3s//7mbA4+TLE7INTjvvs4BIaefduZMl/xGdgzJuftup/giSQ6hNZLTOBBMyiAR/tRTLj7El+Oii1yCHPUB368hE1WDobGgSZPaOh/ps++FuM2I7DEbFL0x9F0Gc0yZR0Y190ilRPw+VvGtG/Aek4Tgb4pBFE7HHEAnnOAOJaq3OFc2JtOSJgY8n8oq96iwrFITorfqjveSdEGPaJ3WJULNB6zQkKXZytpZrp2lVdZLazDUNVDJMEEAtRNz4FFAYdSHCSPzwpF0hup5iLSYGbS44mIMhQIImXWrVtLkya6f1tD4gPqAQgfxxDnnSL/6lfTccy5GJIFuvbUGw3+hSZLaQH5cb5XagACxKWFk8eCDzskQiQlVPQ5gqnpHklnm8CbbFzjthuJBHkqoLg975RWXVaUXhmx6587ucCLbbpnVkAXV1+ydZb70+K1Z63WZR2jP9gjtX/rH6akP1+iTxDzt8ghtqUd87eNmMNQxgmom1a1nnpFOP90lFlHMMAInlPdgfDaWLnXy6r//3c2nRZYK4UFeTcLU0PhABR6V1/PPO/MzEjVIkDFFi4425ZfBsB+aFKltMEZRASCtNP3TE4MJAHIpNi5IELcfySB1pEiYCZC9hthalF27IFgiSYHRF33SGDtgEHXXXdLw4a5KYH+DkMbuij1K2lyk6Ul5emrCap3wapiadViue0Ymq8/8jf7MWr+9r75fqMHQFEEilwTuqlVS9+5S8+autzZQyzAmJVTVMuvWOWk1Y12oPv/f/7mz5b33nOkkPZiGxgd6Z8PCpHfekW64wU3KqG4qSoXe4gqD4Ws0KVK7f6W23oyiAhQWuuwx8qEnn3TzyJAhc1iRWZ437+BJaWCWweG2Zo3bCKdNc467bH6MmOFghOjWZu9NUIUmuKB6SQBBZryxb7w4WvMeDxniMui/+IXLqBOEzJjhvm8ISXDlVnnX7/aSCn2xapte/2Kdbh6coONbL9VlPWLUdkaGPknaprRck4IZDPWGoN2GBCIyXWa5UqXFgf6f/5RGjJBiY0OzqkkPJWc55BwF0DHHOFk1ZzvfI5YwND6g/iKeI5ZD0UeyHFNRzNDopUaSbiMCDYav0SRJ7YGMouqF1EL6yMRhDIWMiN5aJFNnnukMLiBIjIeBEH3fphUc6MhVPv7YPR6GEmT36MFAtoQsi2pibc7s43H5vSDibMjIY+j7aOybLiYluFkHmXSq7vfc4+TlzB7mvTCEJOiPLa/ao007SjVkaZZuGJrg99Ie326ZbhqcqBHLN2vl1hLlFYegrNFgaEzgHOTMQarL+ck8V/pPUUAxF5758OzVoQZ6hXv3du1JVJ+ZW/rqq06CSgzBmW5ofAhMRZlv//LL0qmnut5aVGBczyTSzfXaYPgaTZbU7t9TWy+kFgII+WM4PI65VGvJLAcVW0yjyDgzbDvoBdr/NUIWeRwqupgUQazat3dmEpDkU05xj4kkFqJL1ZADktEyVG1raq4dj8PjQZoZL8CMtTlzpM8/d6YG3EbGkYCCvideL2ZY/P78LJtyKFZzg/ef9xSJENlU5gcSdJBMoNpOooHf0xCSQHa8tbBckRt2qe2MtTq9S4TO6Rali3rF6NnJqZqVkq9cj9CW2Bgfg6H+wVmZluZ6TanWshezJ5Nk7NNHiokJnekCgeqJM7R1ayc9xa8BYsN5ztnCORqKfcKG70cwn5jYrm9f6dprnRMyMeK//71PghzK46oMhhpEkyK1B5pTW689tTwfZI5KJrKoCRMckeXQOvFE1xOE3AjCi1EEG1f1gzj4eTY9DmrMA5hhx1xUMnqMCsJ8ig3wtNOcHPY//9lXtWUOWk314uDOCGGFxA0Y4LKKvHZIHq+pRw9p2DD3uxBsUL1ko4YE8xp4D0IhyNgfBBNkSunXYjwTjpRk0lkMTqe/i95pAhNDSCK/pEIrsgo1IWarHhi9Ur98cbEu7hGt+8eu0oDFWYrPKvKJL6N+DAZDPYO9ljMFWS7TBTCLYj+musWZ9MUXTjkTCtXNYLTLp586EgOhQX7MGY/8lCotSeHGroRqqgjauSCutKkRH5LYYAYzbU6oEYj9KIwYDIamS2obhFHUvhfm+nwgQEOHunEEzZo5IspB3KmTk59QXeWQC6TGHGZUPAOHPBwfyeRBaJljx4igQNL829+6x+TxcM/r2dNVUamgEgBQSQx6Mw7mfQg2W8gohDYpyQULZMKpCtP3QSDB74D0Czk1cugXX3T9wpgnIQWbO9dJaPjd6YVic+Z34jGp/PK6+J15bTxfQ6rm8lpINPCaJ0501XGk4wQeGH/xOyId5/Vb0BFy4EqDp24oKPV7Zuml/dvbK/SjZxboWu/fLl9m6ouU7dq0o4bUDgaD4cjBvsx5QTKRRC+SXc5Bkry049Cbir8EZ0xDB2cgyibO9xYt3BnODN5//cupuKjShuqYIsPBg8QGPinvvus8V+gT55pGgj5pkmthIxYhJgz8VQyGJogmS2obhPx43wtz5A0yR8UPWRFD1ZFMUbHla8giVVD6KwJJCmSKofKDBrkMNL2cZHGvvtr1EjFahp+jUgqRJbt77rnuccny8TNIZpEJ07sLuWVT/L6KaVAhxpwCSTGvmddAFRhCzms44wxHavmaBZmG6HIgk2mE5EJ+eQ28ToguGzaHNy6PPCbVXEYb4QLNe9PQxjHwPpBoYIwPlWh+N+TeEFrec6TegTGXHTIhByqvjOehEtt7/kbd9l6S/tQjWse8GqYH3l+lSXE5StpSrPwS62cyGBoMgqQv5xNJUxQzJBxRLEEESBJzvkBsGzo496g4czbSRhQQc5RQJKU5E+1safwgPiTWYioG1VquA2KsINYgqU5hAUXfoRQnDIZGhiZLahuEUdSBAEmCvCKbQsr6v//riCgkELkRBC+QJEFEIaVkcOmxYXYdGx3OeJhKQFaRBCM15meplPJ9TIyYd4Y0GVdISDTyJu5L5jcgtmyMweZYfQWSaTZQHrtXL5c9hIBjyvHLX7oxClQsr7vO/csmTHaR3+eHP3TW9HzNMHGCDYgvG/TDD7vsI68fkyWI4bJlzuUPqRWbe0PZsHkdVLoh4k8/7arSvAcPPeSqtFSgTXYcsijzCO2O0krNSy3QkxPX6NTOETrZWyd2ilDrGWsVu6lQBbsrfRMpg8HQwBCM9yFJChE4+WRX6Xz0UTcKh5afhnCOfBt4bbTnoNIiHuAc5Vyl8kyymj7bUJBQG44cEFUKGrRsEa8RE9Ir/oc/SFddJbVt6/xUqNiSzAl6xq1qa2hiaLKktkFVaqsDSRQmF2xQrVpJl1++ryeIqiaSo5kzpalTpYEDHQk8+2x3HyqF2PzTZ7FwodsA2QjJ8EEMIYkQRggoVV3kyUiDb7rJHfr9+rm+XrKB3B/zI3426HvlsZDTQjAhzAQGPB6Em+fmdVCN5fEZFk71ldeC1BlXYEw7HnjA3R+yy3Nzf147pJYsOhs0vb/cB3LO74Nk+Y033GNBvjHOokpdn5V1DhkINu8VLoSBZJzA4/XXXQWdJIG5EoYscgrLtSKrSMOXZuuWwQk64bWlurx3jO4alaxhy7KVsW239dIaDA0V7L30InJeMLeWs5RWnOuvd/4HVDob8sg5XhNVWqYZUI3jvCYB/MQT7pzmfK4po0dDw0ZgKkr8hS8J1wDKO9qduC6o3nMbhJdrg8IIBJciCbEb1zkJEK4X/j3Q4ntBm1dDKRwYDIcII7UNjdQGI3EgpJBQHJEhf1RWOZTpm0Wuy+233eYqtFQ8IZWQRn4GyS7ZOjaqwEgKmRLGUIsWub5dyCKPR/8tlVuqjBBKZMoQVZz2xoxxJJJMMQSN3l0kLjjuQTJvucW5NFOZRXYLKcXMgqowpJrXQXWV5+XneG7IOOQUCRivl94gggzkyZBCso9Ub3lMKrvMZSM7TZadfmGIPj1RbNj1tfHyvBwSkPyRIx2hxdyL9xJCzjxEEgFU062XNmSRmluijxLy1PrjdF3SLVLHtVqk2zxy22tepuauydf24gq/57YB7BoGg2F/sPcGbT1jx7rzCgLAmck+TVI2MClsiPs0ZxtqH6THqH84YzmnOZ8DV/2G1I5jqD1U91HhmuDaRR1GMeA3v3ExE74pxGAUFYjPIL+0RgX948QjtEOhxvu2xWehepXXYAgxNClSG4z0ORCpLfWIX4MgtQEwuWDWHo7BHGiQOqq19KNS5aTSSlWQKicbGQQREgoB5WcPBDY0zJh4XIgXIwLovYWYsui1hRzTb8v4AzJ/9O6Q5UZOCxmlmsvPUUnlZyBzgTyabDKvF1kUz8NGGkiV+ZqsIUSXKjDEGNkuBJjH56BGFsaGTOWYLCSkm+dAMo2sl9+f352qMuSYx6sP4sjBgvQa6XGXLu7vQJWapAB9xVQAgnFJDemaMhwUqLwiPQ7L2KG35mTqzhFJOrdzhE5pt1TPTVytT5PztHJLkYrLQ9Ct22BoKggUNSQgcdynOsv5SXWLs6RzZ5ccZS9vaG0iAYlB8RMkkCG1nIdIkTl7eN2hODHAcPjgmiC2IoYioc41TexF4YOEDfEYRJeCByMFqdwS6xEvTZvmqv4sTDr3X9yOCpB+8/Bw99mguELLG4oH4krimmAurlVzDQ0QTZLUMqe2ek/tzp07Gx6pDYygkE7RX4q8BNKJ/IiMXNCLymFHPwUOeEiV2Hi+TZIUSGaRsCArZpYsVVtIImQSgyk2RSqmPDb/Bg7KBAMYVUA0CQgg2dyH6ilVY3p7yR7zGnjdPA+BQtCDy9eQW0gomXM2STZLpNb0PUHGCTzYfHGsRFpN0IGMmR4iSDzEkYMd4t2xo9t86yNbTdWbDZ+DgN+dvhbeE5IPvA/R0ftkPIaQApfr7ooqFZRUaMqKHN3//ipd2DNaZ3WJ0OW9YtTLI7lrcouVW1SuiqoGtF8YDIZvIpgjTv8sSVkSp+zV7Nm089Dmg4qooc0RD85NlFJU5Dh7UQJxRvN74IgcOB8bmg6qm4riqULMhXKtfXunesOHhbiNRfIGBRyqBIzSiKMwHSXWCxa3sfia7+G7AhlGSUfBAQMqplrgvEwiJTDtDIhtQ4qZDQYZqW24pDY41JBHcbDRtwmBZbNiXA+EEqJH1RQzJSqgbDQHAw5CSBePjZSFHgyqpRyeZPggjUi06D+CvEIkWVRLeW4MpiC7bKCQTjKGVH8hy5DXwzloIbxslmQh6dmFGGJCxaaKszCvDQJNMILpFBt4//5O0szhXhcbbJA9J3EAAScLyt+EBENAtDkAQsFV03BAVO3Z6/fSrtparH7zN+jKvrE6+Y3luqx3jO4fs0oTY7ZqR2mF74q8pyHtFwaD4dtBMI4PBMoa9mokm5x1VD25nVaShlJ5qu7ZwNmMmgpywplMVY4zkYpZMN7P0DRBzETMRVIGMzTioWCsY1AAIV4iGQLBpSjANcTi6wMtlH9UfTEfpZWMSjBxDQo9yDOJfIoJJImo4pJcCXp27Vo0NAA0SVIbEvLjgECxcZGRQ64LiSKjBpEi44wsiU2GaiVE62BNiYLH5lCk55XqKr0XEDIOUaqkHP5Igslmk8Ej20e2GIktPaRk8+i7DRz32Nx4rYfbixHIlDmsCTCo9hKI8NrIEvI8HTq4gCQg9EikkdZwv2B0Tm2C9wzSnpnpeloCwy0ODgIP+raoOvP6DSGJ8qq9StpcrKnxeWo5OVVndgzXaR6pvXdksnrN26DF6QU+oUWi3IB2C4PB8F0IDBPHjXNVKxK0nCWcIQTrtLIcbkK2psEZiicGZyD9tCSPkR3zelEGcU4HfY+GpgsSH0ExgBiQQgAFDtR3GHNiykkrGXEbcQpklWuo+iKe41++H5h2Bu1otFWh0gvGMEJ0+bxQYEAdOGCAiz8ZvYjyrqEkhQxNGk2K1O5vFBUfH9/wjKL2BxsFhA3yGVQHmbuHIVRNztqrvkFi7EQmjkopbsuM7KEiy2bGoQq5RO6MHIXXVdvvWyC3YQN98EGXdQzk0W3aOOkypPpgK9WHC94j/hb83jgcU61mkeGE5CPn5vsNrT/L8L3gEqZKW1hapdmr89VxVqZaDE7UCa+G6bzOEXpterpmpmxXWl6JndsGQ6iBPRmiiLKHalZQsWLR5hKYKzYE4yVeA+cdrTmc90FljWQy5w5JXoNhf5DkoGpKkp/5zCREUPhhCkphovqCnLIwBuVfEvQoFyCvEFl8TDDtPOaYfSMgf/ELZ96Jeg/Sy/1RChKLQqgD9YCZTBnqEU2a1DZI9+P9wWuiR5YDl0MOV2HMIyCdkE82sZoAG1EgeSKrTeaN54PAYfxEpRiJCxVT5FpUZyG0vK7aft8ISHhdZASR2JCBJIv461+7zZiMIcHKtxlk1RToB0YajaEClXIkbBwA9KTwupABBTN+DSEFjKFyiyqUvKVY7yzK0s1Dk3Rxzxg16xiufwxK0NCwbK3c6nppG+AuYTAYvgvBVAHOMzwqmM8eOMeiRsLcj2oXgXl9A2KAGgizHkgDJAKvC8b3DRrkfDYMhv3hG0LsdqacXMtcPxRCiFeQrFdfOCNXXxQvMO7E6BOpMYkeTEL5bBBv8XlBrUe1l88NfenEPkid8RJhbCMxIp8vYtKA3BoMdYwmS2qr99Q2aFILggHayGuDOWMQvcCBrqafJzDX4PEhujwnm2WweP7ACKku3rPgdVGNhbwieyaj+OMfO3LLpktfL/24tQncJkkoMPge466jjnIuzVSuIfyM8Wmo15DhO1FUVqU1ubv1RUq+nv4wVb99bZlO6LBc5/eI0RPe/1OlLfTuU27mUAZDaIK9GbKIGSFkEdOlH/zAySohi4EvRH2jessRpAJjSM45SMaUKU5GbTAcCEH8FphzEqsRs3FNfd/CABOFAFJ82r4oIkCKIbwUDpAcYyTFCEbUA4xapHpLRZd4iFGTkye7SjE+Jw1B9WBocjBSGwqk1uDARkl1mr4RRucg/cUQgV6QYHYfxJfN+UBgkw16lQgMMMmKiXGZb0wPCGj42f0344Dks9HTSxvM+GVDv+8+59bM49RU1dxQZ4Ck7ir1CG1OiSbH5artjAzdMChBx726VBf1jNEjE1ZrcFi24rOKfLfjKtsjDIbQBUE77Sp4MaDy+elPHbnFEIfgnfOlrpO1JI2pEAdTASC0jF+hzQjJMZJPKmRdu7qWI4i5wVDT4FqECBMDodYjlkKtR3xEaxVxF74hJPVJCmHWSS8ucRhGZlRt+Rzx2QrmKFM1hlgbDHUEI7VGakMHZB+RIXPokznEnAkpDO7DZNsxuGJ+GxXVA4GfZaNGuk22ns357bddlh6JTny8+9n9xzsE0jXMtNjMg5lwmI2QneR2fq62e3oNNQ6qrxsKyjRndb5af5Suy3rE6PSOEfpNm6W6fXiShi7NUkTmTm3ZVaY9xKD1/YINBsPhg4oUZwBBOj4RVEFJjGKoQ/+qFxPU2Ti2oKpGWwsqI/p6kYzS4oPjLIaQyDzpZ4QwMGKF19cQqsmGxokggR9UeYmFKCZAcrnu+OyQ3CcxBMFt1crJkun5ph0MRQEO3YwEmjXLEVuub4OhjtBkSW3I9NQavgk2Vxwg6fu46SZnZkCmkOotWUIOfjZjqrKByRabKxsxAQMkFjKKYQKVVsynMFTANZDxSchuyNgHPcPBqCGkXxgrYJGPUULz5o4Uc1+er7bdlw01BtyLcTHO2LbbJ7R95m3QLYMTdHzrpTq3S6Sa94/T659laGFavrJ3lqm43PqDDIaQB3s0lSiUOvQB0hcYOL5ihIjckv0e8nu4qC4BDYjB/vPZUQZBYqmCUdVCtjl8uOtnROZJwjYYq4cp4v33u/MnkHYaDPUFrmkqsMRZ9OFyvUJkMZcKFiZSxGf061JoyMhw1z6+J1y/fCaCNjZzTTbUIIzUGqkNPRCUkC2E2JJtD+awYU+PCzH9rZBQNlKCB4IGem4ZgYSpAVlvAhl+7rTTXOAAKaYvhJ4Rsoxjxrj+WQgrgQdugszLZbwCvSRkJ8lS4sicm7tvczaEBEo8kppXVKb5a7ar8xfrdNvQRJ/M/vrVMN/1+M1Z6zUjKc8nvRDaCuulNRhCH8GMdpQ1jK9jv2fkCWPZUPuQFMXwjz39SJ4DZU/1HkVGvQXGPUwOgMBiWIUfA2QaEsuZghSas4lziSryuec6/wjuh+uxyTkN9Y1Auca1TXIISfw777jJGHiM/P73LqZiFBBFA+IpRmnNnOlavojd+Ezw8xQNbDyVoQZRr6QWEllZWeld0+U+qWRWLF9DPGuDYIbkSB/DN0FQQrYP0spmyqGP/IXAhOopGXiILJsoBJfg4bHHHJkli4jjJQHD8cd/c0GOMUJggyZrjism2UjMqXA85nkgtVR3CYCo6u4vVzY0WCAhpkq7eWep4rN2aciSjbp1SIKavbFcf+ywXGd2itDL09I1d02+0vN2q8gqtAZD4wMKHpKWgRMyLSwkNhmZw7nB2XKwCCqyBOjINFH4BDPWOR84i6iyogRC4vzSS87JmOoWJBbiChFAvsnr4HziLGNkHbJoErdIPUnQWvLU0FAQ9ISTaEEFRyEAYzOuZ2IkesFPOcUVCxijRY84MRP94nwm+GzQSsZnJaji8rmEMPOZsnjccBioV1ILgS3wPhCbN29WZmam0tPTvfNgi4qKivzv7anhzdtIbSMB1wVBBJsg1VoCEQIEZFpUX+lFevZZ6YknXGUWsw2MnQhaMDa47jqXQSRYoLLLfTE9CGa00aeL+RSZe4gskmNkzvxsID1u395lzgl+2IQNDR4QWiTHO0srtSi9QP0XbtS/x67SBV0jdapHaG8YEK+Wk1M1Pmqr0nJLtL2kwtyODYbGCPwPqJ6StGT/5+xA7kuykkQpczcPVhaJQSCKHiqxJFFRBdGWQhBPmwvn0P9v703ArKyufO++9/luf+m+t2/u7e6kOzdfp9NJJx1j4jWxO4MZWjOYmDkxicZo1CQaQcUZmWcEBUQUBWUSERQQlUEFBJlrYCqgiiqmAoqpKKaiKKqK0fW9v10s8uakhlNQ0znn/3+el6JOneE9e+01/Ndee238C34J3wORxb/gj1iV5f+savE3CDY+C7/0yCO1+2hp0EOpJ/5OpZpCe4IfI8TJD8xRmq1RVcB8Z36ziMBxVH78D2XJlNKzaEA37969a3UFsksJPv1JqLKjXF/dk4ULQJuS2qqqKispKQlNm7Kzs23hwoWWn59vZWVl4W+nm3mPokhtmgGjR/aahgQYSDLbf/mXZv/rf9VmvTk0nGN//vqvzf7H/6gtiYGcdupU28WY44EonaG0eOTI2mwihpdzAXndX/1V7Wvf977a9+X9yKATfHCem3dLVulMSuBMxGorTpyxvRUnbfTyvfa9UevtE72y7P33LLJ/6bLcOk7ZZK+tP2AF+46LzApCOoPYApJIUnLAgNrVJVaVIJf4AcqEsevJJNYJwmk8hU9hFRZiyjYVX7HCj3B00H/5L2b/9b/W+hL8EX+jMojqIkgAr6V5IZVBfD4NDXlvKoFaqyOzIFwomKOQW0qMn3qqdjGARmdUHzDvmf9/8Rd/nP8cBUTlG0kedAaiS1xFQomGVBezr13IWLQqqYU0svoKqSwoKLClS5fa7Nmz7eWXX7bJkyfbpEmTbPr06eGxnEgxdkUKArk91UwZG5HaNANGlL1PhYW1mb6f/7y2kyXk9iMfqTWYZMEhspR70dCAzDfZdLLqNI+iZT37QmhmQEdksvQcD0Q28ZprarONkGHKlflJaTLBBxl+ys1YpdW8add471zJ8ZHq05a9s8JeyC21P0zeZJf1y7FLemXblwavsl+PK7Dnlu2xDXsrrTQivRBgQRDSFJBVyCLEliPZ2NPKahJBOJU9rLYSWLPNpS5iCylmTyD+A79B5Q4+g2ofVl/xG7wf/ocqIQJ3kqGs1kJgWb0lEUszHXwO5cX4JUqiOR4OnwZBoLSTPYdaoRXaO5if3sl78WKzsWNrV2KpOoDgeqUCe9g5QcKbtFEZRzKJPeXsv3377drFCuIrQWgiWpXUQighqBs3brRp06bZk08+aQMHDozmcU/r37+/PfbYYzZgwIDw+5gxYyLbvjLyOQcDsW0OiNSmGZAXCQ/mB6XAZNwpK6ZMmAw4ezkIHgYNqm3oxL4PMvPse8Jg+sHkXOzlIMChjAyCyx4o9j9BhjHEHOGDMaY5FMaaUptkM/lCm4KzZSk73nmkxsbnlNrNEwvti4NW2f++Z5F9pne23Rr9PnLpHsvZUREaSLFKK0sgCGkMfAf2G3I6d25t93uSmFTpUIZMcA25hFjWVTGG72DPLMlNjnkjMKcnA/sIqRIioYq/gCzjg0iU4k9IqtIRlsCdxCol0Owp5Ox0/BIkmuoffJL2FgqpBuYr85ZkDLpD0zUSNb6nPIrzg76w9xbdgMyiKywY0ByNpmk0UuN4Rd5DEJqIViW1lBNDHtetW2cTJ060YcOGBWL7TDTZx48fH837V2zIkCF2zz33WN++fW3GjBmhNLnsYjoRxqDux2kMyCr7azmr9qGHao0jh9VDQCkvJgChXLihs2R9fwiNPmhgQFkzXSrJNrLvimw8GXX2fWCwhZQAe2iLyqpsdsEhe+DVLfb5gbn22T459qkeWXbdqA325Lu7bcm2o7arXHujBSHjQACNn6D8kWQoVT4QUbojk7yMdxtm1RTyyUoSewDZ98oKFGSYfbmsPtGLgdezt5Bmg7w3q7mUFJMwJdCHyBLXQGAhAUqOCukEP+uWJA2xknf/JplDoyiaStF8k2QSBPfmm2v3s6MvbAmjik4rtcIFoNVILYSRVdrqiDRAVKdMmRKI7Jw5c8J+WvbS0iyKUmRI7b333mvDhw+3WbNmhQZSzXUPIrVpClZaaRNPwLB0aa1hZE8Sc4fjGzCuBCeN7X/l7xBbymjoyEd5Ge9DtpGAhFJlyLE6HqcE0Ogdh2vs1XUHrMvMYvv2E2vs7+5ZZP/eP9d+/ny+DZ5XYksjQrv/2EmdRSsImQj8BolKKn0oFWavK6u2BNx0Qo7bevwI58ty3jnlw6zQstLElhe2ppD4ZE8swTt+g+QoPiiKbYI/gciyAgWZxR+xsqXSYiHd4Gc1U0mXeE4z5clUxBGrQXSJrdAXFiWojkAfeT6kWBCaiFYltazUcmwPJHXu3Lnh8sZQx885jrejyd2pUye74447rFevXvbCCy8EAtpc9+CkFmItUptG8HIyst5k+JzENgd4T97Pz1TzVvZCu8aJ02etvOa0LS8+Gs6dvXZknn22d5b97V0L7ftP5dmAuTvtrcLDtveonKcgZCyw7QTSrMzSnZUO9+yJpaM+e2s9iYn9J8nJVhbOPGd7y/vfX9vhlQaDlBizL5aAndVcbU8RhPrhCwjoFYke3xbm59YqxhIuAK1afkyTKIgtx/hs3749XBDMeDOoefPm2f33328dOnQIJcg0j4L4Nge0UpvGcKLpZS++H6k54GRZxjalUHrspK3efSw0gPrFc+vtkp4r7HP9su0rg1datze22vyiw7btYLUdO6EVWkHIWGDbqfRhmwo9E668srZhFHtraeREUh2iSgklx+twTA8di3kO58tCftkvy+otsQoBOsG6kp+CUD9I+BCjEVd5fxOPsVS9IFwg2vRInzggvBBOVm8feOCByLfcbYMGDbKpU6daIZ0AmwFqFCUI6Y9Q+RT9U1B63F5eU2adpm22y3pn2fvvWmhXRoT2jimF9sqa/Xag8mR4nrReEARbt85s6FCz666rbQzIsSO33Va7F5btLBBaSpQ5roej3jjejW77lClzpA/dkrUtRRAEoc3QLkgtRBNiuXfv3rDX9vbbbw8lyGPHjrXly5dHvmJ3s3wOpJWLjsqs/sZJLWXRIrWCkNrgJJ7Kk2esrPKUvb7+oN03fYt9e8Rau6Rnln2qxwq746VCe2lVqa0qqbDKE2dEaAVBqAXNmygf7tatlrj+zd/UlhVzFBzNB++4w+zHP64lspxpS6kyzaBoAkVZMmXM2gcoCILQZmgXpPZk5Aj27NljeXl5NnLkSLvhhhvsvvvus5kzZwbSeRRn0Yw4dOjQn5Ba3l+kVhBSH5wvC6EtLKuyIe+U2JWPr7Z/6rLcPt4jy64atsZGLNplJeU14cza0zqLVhAEB3v6WK2lwz3HjUBq2V/LEXGXXVbbFZkmUhBaHuPYH5oHFhfXrtCqZFIQBKFN0aakFhJJ2TErpTk5OaEbMufV3nnnnTZ48GBbsWJF2H9b04SGP75vl9ccO3bMysvLz1+8FxddlletWhXOweX/PE/lx4KQukBzz7BKe+KM5ZYcswm5pfa7SYX2iR4r7GPdVtg1I/LswRlbbXb+QTt28kxoIiVOKwjCeUBM6ZRPN9ZOnWpLkDk7k6N62Dv7wQ/WPsYeWlZuOZrEO7U2V/8GQRAE4YLRpqQWAkqDqNLS0nBGLc2h2E9L1+PJkyfb5s2bw9/PNHYMSwxOaCGvlC1v3bo1XNu2bQtdl3lPVmiXLFkSSHNxcbFVVlaG1WKRWkFITUBQT0asdn/lKXtp1X675aUi+/Ljq+yDDyyxy/vl2IPTt9iMvANWsO94WKE9K10XBCEO4gwS6PTwGDbM7Npra5tB0eH4b/+2dg/tN79Z2xSKplIc71ZVVXtsieyJIAhCm6NNSS1n1u7bty+smo4YMcJ++ctfWpcuXcKK7bJly2w/rfSbCEgw3ZTZN0t35Y0bN56/CgoKQoOo3NxcW7hwYfgMSC3HCYnUCkLqovrUWdtz9KTl7DxmveZst38fvNIu6ZNtn+yZZT99dr2NWb4nEFqaQwmCINSL0lKzV1+tPaIHYstK7aWX1p5Dy9m0NIxihZZtUYoZBEEQ2g3alNTShRhiCYnt3bu33XLLLfbUU09ZdnZ22GMLOW0qWKmFLB8+fDjyOyVhZZYVWq5NmzZZUVFROMpn8eLFoQkVxFekVhBSGwePn7Il28rt6SV77Prn8+3/PFi7QvvT0Rus/1s7bPGWcjscPQfyKwiCUC8gq7m5tefWPvKI2fe+Z/bb35oNHlzbSIqjfThPk6OABEEQhHaDNiG1XiIMyXwxchxdu3a1zp0720MPPWQzZswIK7SUJl8IyeS92R9L8yfKmiG2ftEUChJLkygIbVZWVvhd5ceCkJqgMRT7YzeXVdmYrL1266RC++KjufY3dy60/3x8tfWYvd1m5h+yHYeT35cvCEIGgxJkTlxYs8bspZfMunc3Gz26tikUK7QQWkEQBKHdoU1ILauorKC++eabNnDgQOvYsaM99thj4Uza1atXB0LKPlquppLbeKMoyGq8UZQ3i1KjKEFIDxytOW3FEWGlAVSnqZvsPyJCe3m/bLu0V5b9ISK409aWhfNqD1epkYsgCEmApk8VFbVNo+iGzBm1UaxgO3fWruJqhVYQBKFdok1ILURy/vz5odSYTsc33nhjOJOWVVOO24GQQky5nNheCPxc2sSL/bbsraUMWUf6CELqYm/FCVu6/agNXVhiVw1dZe/r8I5d0muFfW9kng2PHivaXxVWcs+o1bEgCMmCWICL2IMGUn5cj2IEQRCEdotWJ7UQR/a1sio7YMCAQGrZS/vEE0+E5k1Lly4NZcF0KKY8mb21x5qp3CdOailBdlLLkUIitYKQOqiJiGp59WlbVnzUhi0osZsmFNjl/XPsgw8uth8+k2cD3t5ubxUcstKKk4HQSrUFQRAEQRDSF61Kav1c2ry8PBs9enTodMwxPrfffns4xmfUqFH2zDPPhBXcCRMmhPJkypHZG9ucn0+DKlZqIc5OalV+LAipAdT0SERotx+usYk5pXb9mHy7tE+2/Uv35fZvvbPswRlbbPGWI1Z8qNqOnzxj0mpBEARBEIT0RquTWi7OjZ05c6Y9//zzgcAOHz48/H/KlCk2adKkQGinTZsWVm4hn5DQ5vp8ypnjpLakZKcdE6kVhHaP986dRVsZEdW8PZU2Pe+APfjq1rCP9qNdl9sXB6+068fm25gVe0NjKPbbnlbZsSAIgiAIQtqjTcqP2cPK/lnOjWXVlqZNEMx169aF3ykLpjyYM2TphMyRO8312U5qeX8+c1dJiR07JlIrCO0dENSKE2ds99ET9tKq/XbHlCL7z2Gr7Z8fWWaX9Myy2yZutFHLdtvy4nKriAgtBFicVhAEQRAEIf3RJo2iKAGGXHKMDmfK0qUYoktnYjojc/E7j3vTqOZAIqnNO7dSe7TiqJUfqwrnWB44dspKo6B5b/m562jtte/cTx7bd/Sk7a84aYei51PeyJ49Bc+C0DII/VqifyojQrvlYLUt2lpuXd/YZlc8mmsf777CPt5tuX37iTU2ZP5Oy9151HaX16gxlCAIgiAIQgahTUit722FYEJYIbeslEJg/eJ3HufvF9r9OBH+mQcOlEWklvLjNbZjx04rO1RuG/eU2+It5TZ7/SGbklNqE1fss4lZ++zF7D+9eGxybqm9urbM3ik6YpvKqkKwTYdVLfQKQvODFdrqU2ds55Eam7HugHWbtc2+/3Se/X8PL7XL+mbbdaM3WJ852+2tjYdC4olVWumiIAiCIAhC5qBNSG1bwc+whdQW5K+PSO1q27Z9h+3af9je2VhmI5fstR4zt9sfXiy034wrsFsmbLRbX9hot527bo1+/834Art9UpHdN22LPTa/xOZHxHZvxckokD4TVpMEQWhe0On4UNUpW1lSYb0j8vqlx1bZv3Rdbv+9w0L7avT//m/vsHmbjwTSKwiCIAiCIGQeMo7UslJ78OABKyzYYHlr19jm4u22Zc9Bm5K7x+6fsc2uH7vRrh66xr40aKVdGQXMXxmy2r567vrK46vtysdX2Vej6z+j///s2fXWc1axvby6zNburrSqk7XEVtRWEC4eZyJdOnXmPdt5uMbmFR22oQtK7OejN9hHH1lml/fLsauGrrYHp2+xN9YftM0HqkNHZEEQBEEQBCHzkFGk1vfUHopI7abCfFuXt9aKtm639TvL7MmFO+zHzxfY5wettg8/stz+7v4l9oGHlto/RAE01z/ys/My++DDS6O/Lbb/2fFd+/ADS+yqYWusw9TNNj2vzA5XnQqlklqwFYSLB4S26tRZy91ZYYPmldiPR623S3pk2V/dviAklR5+batNXVNm2w5Wh/J/7aMVBEEQBEHITGQsqS3aWEtqtxTvsK17D9nra/dZv7kl1mnaVrt5wkb75Zh8+9W4Artx/Eb79YTa68bo+tX4Avve03n2HwNy7dKeWfa5fjn29SGrrM/sYlu6tdx2HKoOK7aCIFwYahtDme05esJyS47Zc8v22q8jXfx8/xz7bO9s+2yvLOs4edP5CokjVVqhFQRBEARByGRkJKml/HhjQb7lRaR2x86dVna43Lbur7A1UYC8rLjC5m86bG8XHrK5hYdtXtGR6Pc/XpRBjs3aaw/N2GI/emadXRYF2B/qtMiui/4/7J2dtiB67YHKk239VQUhJcFa65non1MRq83ZecyeXrrHbnux0C7vk23/9OAS+/qQ1XbbpEIbl7XPNpdVWXl17dE9giAIgiAIQuYiI0ntnx7pU2JHKyrsWFVNKHXkHEz25h2uPhVdp8P/j1SfsfKa6PGa2r+t31dpU9eWWbeZ2+wbj6+yD9z9rn1pQK79ely+PbVol+VF5PhozelQEikIQvKghBgdKyk/YZNW7rffTSqyr0VE9hNdl9sl3VeExm2jVuy1rB0V4TgtQRAEQRAEQchcUruBI31qSW1FRGqramrCHj5Wfei2Gr8gpyeix0+c+/1A5Skr2n/c3lh/wDq9ssmu6J9r/7dvjl3aKzt0SX4pCsbX7ztuB4+fauuvLAgphZpTZ21j6XGblX/QHp6x1b44cGWkV1mhcdv1Y/Jt5OLdlrenMpQmn9IKrSAIgiAIgmAZTGo3RKR2zZo1tnPnzkBqORf3vSQ7PIX3OfuebT9Ubc8t32s3jC+wzw3Itb/u8G4UfK+yLm9ssxkR4aU8kjJKHfUjCA0DDUFPKCeeW3TI+r693X44Ms/+8b7F9q9dltt1z22wQe+U2LLio6EZm3pCCYIgCIIgCI6MIrV+pE9ZWdnFkVqrDcAPHT9lS7eV2yga2YzfaP/cdYV9pm+OXfv0Onvk9W02O/+Q7ak4EUqaFYMLQv2AqB6L9GTrwWobuWS3/XDUOvvS4JX2yR4r7Lsj1tqguTttweYjVnyoOhBa5YkEQRAEQRAER8aR2tOnTwdSu379+gsmtQ5KlSkxLtxfZQOioPuKwavso91X2IceXmZXDV1jwxbusrV7K23fsZMKwgWhAVDWXxrpSfbOCrtv+mb7x85L7eM9V9h/RMT2nqmbQwO2Cu1TFwRBEARBEOpAxpHa5lipdVCCTHOp/ZWnbMa6A/bAjK32nafy7KNdV9ilfbLt1omFNnLJnlAyWXniTCDBKpsUhD8HVQ8Q2uez9tnPx2ywv7l3kf37oJX220mFNnrZHtuwtzLSn0h/lR0SBEEQBEEQEpBRpDax+3G8UdSFkNra40feO9/cZnb+wXDUz2f75tiHOi+zKwbWNreZEAXq+ypOhvLKM2K1gvBn2Hmkxiav3m93Td9iXx6y2v7yroUhQTRi0W5buu1o0J9QdtzWNyoIgiAIgiC0O2Qsqd1wrvuxr9TW1NQ0mdQ6fH/tlgNVNnbFXvv58xvssv459smeWfa5/rmhiytn3G4qqwrHkGixSRBqQfUCyZ7cnRXW960d9q2n8+zygbn24S7L7PaXiuytjYdt++Ga8BxBEARBEARBqAsZRWrrKz8+evToRZFaXsWeQM6mXbat3IYu3GW/Hl8Qjvn50INL7Nqn8qzbrO02c8NB23/sVFitFbEVBLOj1aet+GCNTV9bZjdFOvPxHivs84+utG+MWGuPzS+x/H3HA6HV8T2CIAiCIAhCfchYUhtvFHWxpDaOkiMnbOGWchs8f6d9e/ga+4cHlthlEbn91pN5Nnheia3dXWmHq9TwRhDQtt3lJ2zx1vJAYL8+dLW9/97F9vVha6zT9C02Pa/MyipPtvVtCoIgCIIgCO0cGUlq6zqntrlILau1lEvOKThknV/bat+MiO0V/XPs448st5vGFthzy/baiu0Vtv+YgnUhc4GuUba/dvcxe2bpHrv1xUK7bECu/WPnZXbThI02MbfUVpZUhI7HgiAIgiAIgtAQMorUNrSn9kIaRTUEGt+8vLbM7n11i3350Vz7f26dZ5/rk22/e6nIxmbts6L9VaEEWUWVQiaCBmunzp61eUWHrOPUTfaloavsoz1X2Md6Zlm3WcVWUHo8rNKeVNmxIAiCIAiC0AgyitS2xkqt43DVKVuz+5hNXlVqd0wqtE91X2GX982xrz6+yjpO2WRT15TZ5gNV4XmCkEmgi7E3VuO4nu+PzLPP9Mu2L0a68dPnN9iYFXttX8WJcAyWuoULgiAIgiAIjSEjSW18T+2OHTuadU+t41To6no6BO5PL95tP3h2vV3eP8c+eN9iu3JQrvWYtc3e3HjIth6sbrbPFIRUwOmIqDLv528+Yo+8vtU+0zvLPtp1mf141Hrr+/YOWxA9zjFZrOaK0gqCIAiCIAiNIWNJbXN2P64LvBN7BsurT9n8osM2YN5Ou270BvuXLsvs072y7GfPrbc+b263twsP2cHjp8JRP1qUEtIZfq5z1cmzoTkUXcKvH1tgH+++wj7TN9vupTnUugOh9PiM2oMLgiAIgiAISSKjSG1LnVNb7+dFF12Otx+qseXbj1rfiMR+dchq+7eI1H66T7ZdM2KtDVtYYuv2VtreipN2SqxWSGMwvdkjS/fvSSv3268mbLQvR/rAPtqrh6+1pxbvto37q6ys8pSOvBIEQRAEQRCSRsaS2vz8/BZtFOVgtZZV2INVp2za2jK7Y0qRfWXoavtI1+XhTM7fv1QUBfillruzIpzZSdmyuK2QjoDQUpWwsbTKBry9064YtMou7ZdjVwxeabdOKrQ3Nhy08prT4cxnQRAEQRAEQUgWGUVq6ys/bqmVWsBbQlSrT50NjaNejAjsPdM2278/mmsffmRZWLn9zcRCG5e117YeqApHAp1Sx1chDVFRc8bW7am0aXll9vsXC+0jnZfZ5/rn2A3jC2zIghLL2VkRKhtOK6sjCIIgCIIgNAEZS2pbulFUXThUdcqKIuIKgf3Js+vsI12W2T91WW4f65Fl90/fYou2HLGdh6vDyq7CeiFd4PvLSytO2uyCQ9brze12zfC19j87LrQrB620XnOKbc7GQ+F8Z0EQBEEQBEFoKjKW1LbWSm0cVRFZPXD8lC3eesQGzd1hv3h+g31uQK79/QNL7Hsj14XGUZRg7oiC+5NnzqpZjpAWYC5TVpy3p9KGLthlPxq13r4Qkdl/7rLMbhiTby/mllr+vuPhmB9BEARBEARBaCoyitQ21CiqpfbU/unn165Y7S4/Ye9uLQ9Nor795Fr7bx0W2Md6rLCrov/3eWuHrSw5ZpURAVYZspAOYC7vOnrC3i48bLdPLrJ/6rrc/q1Ptl3+aK49/PpWy95RYcdOnAl7bgVBEARBEAShqWhTUsvK6cmTJ626utoqKyvPr5jyeEt9XpzUtvZKraOi5rRtO1gdzqm9/9UtdkUU3H+2X07oinz9mHx7Zume0C15V0R+6Yh8Viu2QgqCpAyl9EX7q+z19Qet95vb7ZtPrrX//cCS0PWY5lBjVuy1LQeqzzVI0zwXBEEQBEEQmo42JbWnT5+2Y8eO2cGDB23fvn1WUlJiR44cCY+3BOraU9tS59Q2BBrhEOxvjYjtxJWl1mHqZvvPoavtA50W2//tk203TdhowxftsuydFVZ1+qyO+hFSEqzQ7j920uYWHrYub2yzb0WEloqE/37vIvvJ6A329NI9tmTbUTtQeSp0/NYsFwRBEARBEC4EbUJqT506ZcePH7f9+/fb5s2bbfXq1ZaVlWVLliwJZBOiefjw4WYnmu2F1DrodEzH1/G5paEb7CVRwM/15cGr7JYXNtqY5XvDPsQ9R0+E0kwF/kJ7h3f75liezQeqbcHmIzZ4/k77/sh19sleWfbJ3ll22YAc6/z6Nlu4pdyKD9WEBI8gCIIgCIIgXCjahNRS7kvX4ZUrV9rMmTNt3Lhx9txzz9kzzzxjkydPtjlz5gTCSZkwRLS5yGZ7KT92cHwJHWE37Dtuo5busZvGF9jXHl9l/9ZthX2+b47dNrHQnly02xZvLY8I8JnzxFYQ2itobsb+2P2Vp0LTsy6ziu2Ho9aH0vqPdl1u1zyVZ/e+usVeXrM/NETjmB/tHRcEQRAEQRAuBq1Kap1U7t69O6zMzpgxw0aNGmWPPvpouAYOHGhDhgyxESNG2Ouvvx5WcauqqsLKbnMgsVFUnNS2RqOoP7sfq20cBbldtv2oDV+8KxDbT0Wk9sMPLLEvDFxpN4wrsNHL9oZ9iZRp8lxtPRTaG5iTENqqk2cDWc0tOWYD5+0Mzc/+NSK0H+q81D7TN9vunropnFO7fm9lmMuCIAiCIAiCcLFoNVILYYQ4sod21apVNn78+EBeX3jhBXv11VfD6uyCBQts4sSJgdw+++yz9u6771pxcbGVl5c32z20J1Jbe0+1e2xLjtRY1o4Ke2bJbrspIrKc38n+2suj67cTC23k0j22aEt52KNY2zyq1W9VEOoFq62s0EJovSnUT0dvsH+lpD6aw98asdbuemWTTcwttYLS42Een9YkFgRBEARBEJoBrUpq6XDMPtrZs2db586dwzV16lTLz88Pq7f8/e2337auXbtaz549bdKkSWFFd8+ePc12D05q43tq25LUnr+3c9faPZU2YvFu+9W4fPtU9+X2vt+/Y5/tnW0/G5MfiO3mA1VWffqsCIHQrsAeWkqOWaHtPWe7fWHwKvtIl+X2/3ZYaJf1zbH7Xt1i09aVWeH+qra+VUEQBEEQBCHN0GqkFjJZWloaCCz7Zh988EHr0aOHzZ07N3Q+ZjUWYrls2bJQgjxgwAAbOXLk+TLk5gCklRLo+Dm1dFxm9bitSW24v+jaffSELd5WbiMjYvub8QX2+X459rn+uXZ5dN32YpGNXr7X5hUdsdW7Km1TWbWuJl1V5662vo/0uor2V4cqg1fWHrCB80rsZ8/n2z93W2GX9c+xrw1dbR1f3mSTVpaGpmes0AqCIAiCIAhCc6LVSC3H9Gzbti2UFI8ePdruu+8+69+/v2VnZ4ezavk7hBOiSWkyxJZ9tjyXx5oDTmo5Qghy3d5ILWCfIV2R1+6utJFL9tjNLxTaFx5dZe+/e1EgtjeML7Tuc3bY2OxSm1Vw+Pw1M19X/deheq62vq/Uvph3b0Tj+NqGQ/bMsn3WYepW+8ZT6+wTvbPtfdF8/doTa+yhN7bZ5NX7bWPp8dDlWE2hBEEQBEEQhOZGq5Famj0VFBTYa6+9ZsOGDbN77rkn7J1lf20cPOeVV16xJ554IpQgP/7444H4NhUQVCexfrFaDHnmSJ/4nlqO9Kmurv6T57bp9d5ZKzt2whZvPRIR2912M82jeqywS/tk238MWmXXPr0u7LN9cPoWe/DVc9d0XfVfW6Mx8kvj1WxXNI4PRD/vn7rFbp6w0b46bI19ok+OfbpfTlil7fjKJpuyZr+t2X3MDh4/2Wr647ofv9pcp3VJ3rpaTOZtfT+6WlfmbX0vulpH1oLQVLQaqWU1lvNoaQxFafFdd90VVmITSW1RUVEgvsOHD7eHH37YevfubUuXLm3SZ7nRcxLrF8Sa+6AMet26deF+tm/fbkeOHAnn5vL3+PPb6jpz5rRVnYju82i1rdt11EYuLrEbx22wrzy20j76yFL78AOL7V8fWWaXdl9ee/VohatnK31Oi9z7Cru0V9YfL34nSaBxu+jr09H8+3S3ZfaxaF5+8MEl9qEuy+xbI9bYvdM22Ys5e21jaURoK2ui+dx6uoXexx1koh3QlX4XMna5S97pf8V1XPLOjEvyzpzL9VvkVmgqWpXU5uTkhHLi3hFR7dChQ52klv2znF0Lqb3//vtD06hFixYl/TneDIpyYhpPsVc3fkFgIbK5ubm2YsUKKywsDI2o2GfLiq1fia9L9m/NcVVUHLXK6DpeedQORfc7d/0uGzCn0H75TI596pF37IMd37IPdHjL/v7O6OrQyNWxgaux1zbH65O9GnrvZD63ofuMrr+LXf7YBxp6z0ber9Hv31avb+h5LSG/O9+0v//Dm2Es/+HeuXZJj3ft9xPW2Pil22z5pr124PCRaB5XhDldn/4091WfXrX05+pq/Uuyzszrj76yQvLOkEv6nTmX6zaLTXAHkVshWbQqqYVIPvfcc4HUduzYsVFSy77bppJasjyUEh8+fDiUFrPym3jxme+8805oUrV8+fKwakvZM5/NtWnTpj95Pr8nXg397eKvItsc/dy2hfvZZItXbrApC1ZbvylL7ebhc+0HA2bbd/vNtmv6zLJr+s6y7yRz9Uu4kn1dXa9t6uub+jlN/VtDz4l+/1bvN+zqHjPs6p4z7Ju9XrNv93kjGreZYQyTuqem3kdd49bQY035Tsm+9mLGsQnXNX1m2rd7z7Rro/f8yeA37baR823IqyvszRV5lp1XEObz1nPzOFGvWurauHFj2DPvF7pN8qo1PltX610+n1zebCnh4v+Sd/peyDYuc/S7re9JV8vJOi5vTq2QvNP3cllz8X8WoIjlqaJksUoQGkOrktqVK1famDFjrG/fvvWSWgKVN9544/xKbbdu3ZpEavkcGj+x+ooBZDUW4uoXv3MeLl2VZ8yYEY4QWrx4cei6zN5djhDiOYkXj/vV0N8u9vL7zYp+5mZn2erc7Ohn7X3NmLvIRkyda/0nvmk9x82xrmNmW7dzV/eGrrH1XOf+Xt/rz793Ha/tNvaPf0+8h/oeb9I9Jvs3/5w67s1/7/zsDLvvyVfsvhGv2IMjp1nnUTOs6/MzrcfYOdGV3PdO/Ix676Oe+27o9fWOU+J3SpRBMmPZhHFsaA7UdY/83nXMLOsSjWWvcbPtsZfestEz5tusdxZH8zbLVkVzd2VOtuVE8zirDp1q7IrrbaIO1/c3LuzF/Pnzbd68eeHnwoULbcmSJUm/d33PSeYem+P+G3tOc3x+S70+mSvZ19f3vMTHkTdJSmRNohL7jrybMt4Xep+ZMpcu5B6bMk+SvUf8NLJ1meO/0W8ev9h7vJg53RxzKtn5fqFj3Fz33ZpzAblyuU2Py7s5x7ipcyFVdbIp99jc87i+58UfY6sh+k1MjszhDLt27QoLVRBbQWgMrUpqWRGlCdTgwYPDnlr21jJp4yAL9/LLL4fux126dAnNpJjsyYKV2pqamlBmzNm3W7duPX9t2bIlXHQ9pgszRpKSaDKAkGm6M3PFX+OX/y3xOYmPX+x1/n2jqzj6fUdxsW0v3hau9YWbbVleoS1YVWBzVxbYWzn59rZfuRl4Jfm9X12YbRNfnx9d8+zltxbZjAVZNnvZGpubWxCuP3m/VBzLNrxn5uBbORts3sp8W7Rmo2WvL7L8TZtt5/Zo7m6vnbfFYW7/uU61xEWlBfqNc+Qi+MHGYFda4/N1td6FvcRu41ew4/gJAiEqgsj0t/X96Wr+C/1Gtnl5eSEgJoGBfoeKkHZwf7qa9yJecx3HlkNoXd7MBf7e1veoq3nljVyRNws5yHrHjh3t6oQSoX2jVbsfU14wZ84ce/LJJ+3uu+8OR/owaeMTFWfFkT4QX8qUeW4i8W0I3kgAEl1VVRWUwS/ff0NZMk2iCIQwjpyTe+jQofD3+PPby3W8stKqj1dG3+e4VVVHV81xO+5XdeyqaaGrNT6jBe9p9+6dtmHtastfu8q2bSqwPbsoaTlQ//s11/fMJNlU187N6uponkZz9XjlMausbH1dYT9OcXFxqADhosM5dofmcG2tx7qa//JtJiQtkDXVNpAeOty39b3pav6LZPX+/ftDoEuswKoO+o3/but709X8F/EaMme1Dv2G2BKzoffY+vYas+m6sAt5cnHUJvLGh+PPmQOs1orUCo2h1UgtRBPDRBZ93Lhx4Uif7t27hxIiHBJNnVhlJfvKkT/9+vULPydPnhwClmQR73zs3Y79ItPDKi4klkyQKwwGks+PP7c9XWE/QXSdPXM6+n6nGc0/vd478+ePNffVGp/RQvd0sGyfFeWvs035ebareIsd2r/Xqo9XtM53zCTZRHPzvbN0Ljxlp08xb1tfV3B8VGig3wS9bEFgRQ8db2s91tX8F41EsOdk99lfSQKUbD8Bb1vfm67mv0hUI9u9e/eGuIDVeVZ42rP/1nXhFzEbNp1EBrac1TtiNvSeWK6t709Xy1zxE0o8RhepFZJBq5FaiCbZFjKs06ZNs06dOoU9s1OnTg0bwglMmLTsg4Ps9ujRw8aOHRvKTXhNU1DfWWZ+7ANZfAwkChM/pzbxKJD2dL333tlzCq2rqVdZ2X7Lj+TNtX3bVivbXxpWE9v6vtLyCroXzdU20hMcIrYk3kQG+0H2t611WFfzXwS9dK4n8GGFluw+/4fktPW96Wr+C/1GtvhwVmghOdu3bw8Ep63vTVfzX744wcIHtpzqOmI29D5+zI+u9Lqw6fhv7Dn6DakloSVSKzSGViO1TEaII1lW9rPSJKpXr16h1Bgi66XA06dPD4T2scces1mzZgVDdvDgwWa7By43kKzksHpM2YPq9dMXZWUHznfCLS7eHrK+ZHqF9AOBDgGvd1Ek8EXHCYSF9AMBr5cgs1pLspL/EwAJ6Qf0G9kSE7AiT+UXpYqQXSH94Ec0Ejdiy1mIoBIHvYf8KGZLT2DTfe88SWmt1ArJotVILcAhQR4hr+ytfeGFF8IRP88++2woSZ40aZI9//zzYR8tzaKY0BBQJnNzwFdvURDuAWJLl2QCXpHa9AUBkLeMJ+AlC6igNz1BAIS8/XguShMpVVQSIz1BcOtNASkzJxDi/83lM4T2BT+yj7iAFXmawuHDRWrTE05qqabDllOSij33I14Us6UfkCkxOvEaq7UkrbSnVkgWrUpqHUxQsqyLFi2yCRMm2KBBg8LKLZ2OIbh0SGZvLStqzXnospNasn6UNGAkfdUOpyiFSU948yAuHKJn/YT0A4GOb3PgIonByq3knZ6A5FBazh4sgh+ILTadclQh/YB+I1tsOhUYVGQgbx33kZ5wUks1HbacxQjsuUht+gKZksQgXkPexGzYeC08CcmgTUitZ1oJQNgT8+abb9rMmTPttddeC6XJZOMIUFhBbc5J7ASZz4fYsKKDsYTQ6mDn9IXPNy6MJau0CoLSEyStkC/6zQXBxY5I3ukJ5A3JwY5DdNymQ3aF9APyRpd9KxOEFnnLf6cnPGaD0GDLIbTYcxHa9Ab6jS1H3sRs2HjZdCEZtAmpBW6oCDwpFyMr40dveNOHljJavDcKwuXGUQYyfZEob+3FSW/E5R3XcSE9gby9CaA3j5G80xeJJxxIv9MfvmLr+i2kNzx5xSWbLjQFbUZqAUaKVRUyMayi+dmCLZ11jXdGFqFNf0jemYXEzueSeXrD5etyl6zTH4k2XUhvSN6ZhXjiSj5caAralNT6xCUT42fKtmbWVUqSOZBRFARBSC/IpmcWJO/MgWI24ULQpqRWEARBEARBEARBEC4GIrWCIAiCIAiCIAhCykKkVhAEQRAEQRAEQUhZiNQKgiAIgiAIgiAIKQuRWkEQBEEQBEEQBCFlIVJ7EaAzG12bOW+3Kefl+Rlc3u1ZSA14p27kFj8/TUhPxM/C9CsZfeU58TmiczRTA/Fu/MiPqzH95jU8332AjhxJPaCfcfkJ6Yum6ms8VuM18UvnpwpC+4NI7UUAZ1hdXW0VFRXhvN1kiS3GkOdXVlYGYymkBpBtTU2NHT9+PMiP/yNLObX0hAe76LjLHB1vDOh0fI4kQ46EtocTWtdxrsbkzWt4Pj6AeaIERurAjwxBx48dOxb0FfkL6QvkHddX99916awTYJ5HrMYc4XVc/L+x1wuC0PpIaVLrRoeg0QMRHFRLBZC+AlNeXm4lJSW2ceNGW7t2reXk5NiqVavC/7ds2WL79+8PRpCAiHv01Z7Dhw/bzp07w+tWr15tubm5tmHDBtu6dasdOHDg/L3LQNYNX0lhLJ1otOSY+Uod8t61a5dt2rTJ8vLygtxWrlwZZM5je/futaNHj54PgBPvk/nA85A7st6zZ09wjELjiAcWLm8/kL0lPov3Rjb79u0Lslq3bl2QNTrOz8LCwqD7R44cOR/QcC/cX1lZmW3bts3y8/PDc32eoOM7duywQ4cOhcBZ+t0wXN6MVXxFpKU+iwAV2RUXF9v69euDbXabXlBQYNu3bw+221fd+ckcwSag02vWrLGsrKzwfOYLc+DgwYPng16hYXgigfHyJFBLVTB5QhldxBejq8jP5Y2uuvx87tWlr67zHgvwOny/zxMlsepGfKUUWbuOt5S8PTGZGLNlZ2ef11fsPPrvSUvuEX+OfmPveR76zWuw6cwX7ATzB9uhFX5BaD9IaVLrK2cEGDgpAlGMUUsFEjhbjBjOa/78+fbSSy/Z2LFj7ZlnnrFnn33WRo0aZa+//noIinbv3h2ILQbSV26Kiops7ty5NmXKFHv++efDayZOnGivvfZaIEtOjGQg64YTRcaSoCNOJpub2MadL0HOwoULbdq0aTZu3DgbOXKkPf300+HnjBkzbMWKFeE5yDv+Wn4nWQGxmTx5sk2YMCHIeunSpcEhCg0jThiRd2lpaZB3Q8HmxX4W7w0BRaZvvPFGkDeyfuqpp4Kev/LKK/bOO++EJAX3xWvQb+4PvUf/X3zxxfBcXsf1wgsvBHtBAE2CQ/rdMAgu0RsCTYLRZFfImwpftSF4JdB98803z9tz5DZ69Ohg43mc4NYJFz/R3wULFgT7/dxzz9mIESOCPceuz5o1K8ia78C9C/UDGTjJRIcghfjzlqpg8iQj5AZfPGbMmOC3kTc/x48fH/Qe0sLc4/l12RnsD/eL3cceMFfwD8yTlpqv6QC359hxZO463lLydkJLzIacsMXoKL4bfUV38cnoP/7FYzYSWe+++65NnTo1zIvhw4eftwm8x8svvxx8BDGnV2wJgtD2SGlSizHBQWGwyLiRSSPb3lKBBM4Wsrp8+fLg/B577DF74oknQsA7ZMgQGzBgQDCWGEIMHityHvDi/DCSEBsPkp988slgLAmICJw2b958PkMs/DkYF1bIyLiSBEAOyLslyv5wvswjgizmFXJzeSHzxx9/3AYNGhRkyVxAtsjby1VJfnCfzEuIUM+ePa1Lly42bNiwMD9YARIaBoEhMiB54athyJuxZZybW958HjpOZp4kBMGMy5pr6NChQf7oLgESAQ33QtBEEDRnzpzwd58j2IRHH300/CSQIgFCsBwvWxP+CK+MYFxJEJAM8ioWElnNCU9iIG9sCckICC1yxq6jpy5D9J6kBLYff0MgzmsgvNgAf87gwYOtT58+wQdAbAmUeb5QP5AB8masGFNIIUkG9KolAJniM9BfbHr//v3P+3HkOHDgwCBLT0xAdBIJiydDSGwxL/ABd911V5gL2CjuXduK6gbjwpiSVMAWYteJjVpK3ug3SUpiBRJQyBc5E3PxE/ljz7HNrMLiw7FB3BuLD/wNG05sxxzBJzBv+BvvKVIrCO0LKU1qCSZxhjNnzgwBBpm3RYsWBSLSEsCAYYTJ7GHgCGLIzmLceIwsHoayd+/e4f/cG04UA8k9Tpo0Kdwjmb633347OFYIEUaTgApHimPnewl/DsaFQAICyRgSePL/lljhxrGRScbhzp49OwQ+kBrkjdyQFWSVx+6///6wusPcIClBIEtgxrwgo4vjvOWWW8LVrVu3IGueKzQMsuYEQCQVGDMCEeQNyeFvzS1viBOfh24SoPJ5BC/ImsdYwUG/b7/99hDcQLwg2RBadJ2gqUePHoHAzps3LySqmC88F5tAUoP38O0JahL3R3jTPQg/SQVWULCh6BpJS3SxOeH7ZyGoyAp7jg6zMj99+vSwCovNRu/vu+++IEPmHkQbsoOf4R7xAb5qQyKEeeNEiRV7kldKXtQPZIC80W/0B1vLGLdUMoD3RXYQE3wxckfHkS3EBv3u1atXSEzhr7HTkBaHb1HAF1G9QxKkY8eO9r3vfS/4Ad5HpLZ+YPewlfhO9AUdYcywuy2hJ7wvpeWvvvpqSDYRa/G5y5YtC/KGtKLD6C32hrmH7CC4vqJLjIZNwBbxd+6fmI6kNbJWubkgtB+0O1LrKybxBi1+eUbM99SxgsPqCI4FstChQ4fgGMnM8Vy/4t3qfFO/73P1vR2+l6Ih8L44RAi0Z/sIZiDROD8MJ0bzN7/5jT3wwAMhi4tRpcyJe8SBktUlsIWc8X6sEHgQhCN96623AnnOlEAo3m3U99HF5R1vvoW8Kd0l8Hz44YftpptuCuSWFRRv/ODydHmDeFfTRHnXN848FzngvCAmffv2DQ4QefteOrLyyO2HP/yhPfjggyE4RqaQHErNIUMQ73vuucd+9KMf2c9+9jPr1KlTmDc42kyE616ivPnp8nM9JUHAqgrjD7G47bbbQjDK6h3BaV3yjsvT9+olzqO6wHNJjlBWSrCDPfEkGfcAeWXVHXl/4xvfsK5duwbbA7FlPx1zgVJGiCsBEHMAMkZwhL1gJYc5QJDkJC0TShTj+8t9D11d8uY5PM64YB8ZL8gCY8rYolfegTTxdS5Tlzd/47kNBZt+T6zMkJCkkoKgFp2FZPE4CUbs9q9+9auQrCC45e8ExNh0SC32HJvE3GGuYMOZA9w/q7YktjKpkUyivONN1uLN9dwe8xhjeu+991rnzp3DKinJBKqWEuUd1+H49hC/kkls4isgzthy5I09QX7YeggLj+O7ubABJLPiVQLeHJL3gfT+/ve/t+9///t2xRVX2O9+97swL/BFmVRtlRizJfpwj9m4sOkk+0gcoFPYUXw4/jIxZnMdvpiYDeIJGSUuRFfxvb7wgZ5Dqvv162d33nlnmIPcG98BHUeXSWa5TeC9/HvF9wJnim4LQiqgXZHa+AZ9suEEM2TMMUpcBBk4EwIfHAfBJkEPwc+vf/3r4FwIJCCTPJeMmmfVeC6BsK8GsNpD4MnfMFh8ZmNGks/F2RLILl68OAQsBMEYOAJVMo445ZtvvjkENQRnPJ+sJA4bI0nAC6GBoHEPkCQMLoS3e/fuIQBmdTATsn98PzKd3kiJFTnGEHKIvH0lzEuyeQ6luwSgN9xwg1199dXBOXoGFdKBPF3mvK/vaSZDTKDKc3hf5M08qE/mOCvmoge3zCmXN1l65Mf94Ch//OMfB4dIMMZjOL/46wh+kT/PIVDiNZCdTIMHhJSQQ0wZA/SIMWLVA70gWYDcmP/IHtmyGv6LX/zCrrnmmiB7JxY8F0KJ7F3e8QCKhBIy4HK5xVdd6ro3gh3ei+AG3eQe0FMe5//I7tprrw3y9BU6vguki/snKcU98R25H/5GEA0pxz5hA7ysMd1Xc3y/MXrE2CEnCAQyRd7IkLFmLJwooJ8Q/5/+9KchWQRBhHjwfMaSsWWc+QkR8Q7FXsaKrL3ZD+9b31YUJ0XMCe4BueFv8BPeyI1Am9VbyArBNzYam478+Bv34YSbeYUf4V5JbD700EPhJzYtU0itE1Uv+UQW6IfLG9vOY162jz/leayI/fznP7frr78+JP0YZ3wAvtO3FTHm2Gz0ygkP78NKuF/8vbGtR8ib91qyZEl4X5LR3AP3w3vgi/EprLqSjETe3isB8H/mFq+HAENqsU3f+c53QmKT7+n7/tMd8RJ+xp7xY0wZA4/b8MXoE/YT2TF2JKWpWiIpfeONN4aYDf3j9cwP9AgZEVNRSeEk1pu58Tx8OH62sXHmM/HJ2B78t9t07A06TGKS+QapveOOO0KCyxNUJKTx3fgnfA2f70d9NeUIR0EQWg/thtS648cAEuyygklAwV4GVsm4CCIxZhhGSAUGlCwbQeZXv/pVu+yyy4Kx9IYuEEQuiCSBJYYJ4+iGjgCLvxGIYPS88Ut9hsobPuHY4p05fR8YwREkG1KLs6Osifsl2/fb3/42EF4MK8bY34NAjcCeQA7DSiYRg54J+zT4fgT+OCky4mTOCQQp1WT1miwqwQPBDUEHYwkpYCUceX/yk58MjhGiwXORJRflRfz00j9khkPi9cwLAhfmGPOgvkYg8XJIP37J90Jy8Z6QHRz0T37yk5DEgHATUDOHuV8cOYE1jpQ5BjmjzAlZZyKpZTwZcwgmgQ+6QsUDQQ17nbzJDnqKbhEQMW4Eul/5ylfs0ksvDUEQ5WKsmqHTrKryf1Zz/XUedCALdBC7ga1A7whY6kJ8BRl58zxv+IJN4HJ5k8QggOV+CX4gY3yuzxPvyO0kmTlMZcF3v/vdsPJH0MZr6iPY6QJvlsZ3xcYxdugvthw9x9YhN+TEePOTZAIE8otf/KJdfvnlgTBAbJkrzBn0mkDT9yd7MybkBAFC3vwNAoX+11e2HF9RRJfjDancB0B2mH+QG5IY2CWCXgL4+GqSB7cEyZAg/A/ECH1HzzOF1HqnWXyzb71gLPDR6Dd6i3yQM3YfP47fZT58+ctfti996Ush8YMtxRdAbLHX+E/GnbF0AorMkD/j7Rfv1ViZuttur+yJkxOS3LwPOkoCksoQbHp8vyfzjWQMNof7xs8Tc5BUx2fxt4aSZ+mE+B54xp6xQzeRNWPB+OCLPXGA/eX/6P5VV11lX/va14Jdv/XWW8M84fXMD3QOHYYYk2Tyo3TQL+wIz8OHk1Rq7BQB1+/EmM1jTa+wIfYirmDOkkSHkDMP+BsyxWdhozJBjwUhldEuSG28PT5GhuDH9zdh4HBqBECUqWDQfEM/QQxEkUCXrD6Gkgw5BpEMHAaJbBukh/8T2DoZISNIAM3fIM4YMd/nVp/h8vKXusqgIKdk9LhP9tyR6aUcGSJFRpcSNjKCGGKcgJdiESAR5FLqiBPF8eMgGIt0zfb6mOGskCVyRT6QBJwi8uZinxVkFbkRrCBv5gSrXj/4wQ/sC1/4QigTIwHCvMCB8nqCSeYFr4tnkgl0kQFOl4DJG9A0VKLoJNaTF77y6x00IajXXXddmHdkm3HeEBkvxWJO4cj5HsxFby6VaaTWqzAgqgSoBCXeNRy5c/E784CAGPK7LgpakS2kl8TVlVdeGfSKwAfdgtR6cMnYIu/4sSAkEyDN/I2kCcmRhoJeD9KQdVzHPRAmCEfezD2IF4SM70MQ5KvD8eOG0GHsAiv4zFOSH7zeG8Kle/kxMiRBh12kVBM5oNeu7xBc5A7pR28gO8iMEu9vfetbwZ7ffffdQV+QN/OC11LtgJ3ldZ5AQt4kKdF95hHPZz6QVKoP8W0J8VJHJ7skPnkvEpJU0XAfEGvshsuZ1/A93b7wvXweY5NYbcqUQNhX5CEB2DtkgXy92z+/Y78hK8wL9ICLecBKJzqOD0SfkR+xAPpNQoGxR4dJVDDefBafA/nF5vP++PCG5A1ctnUdG4S8mV+UxfKZjzzySEiyeDUAP9Fn5OqNpbDnJKy4b+II5iD3l+6kljmNb8MPEtMwbugk8nU/jL4TvzGGxDQkDRhjbCC2kOQgWzLwnSSr0C18PoSY5zBveG/G08uFie2cOFPq3Vj/FJd3YswG0E1sM7IkicFFTIjdRpeZr8Ru3keD+cY94Pf9iLZ0r7YRhFRDuyC1BAYYJ4wemTKMC44FQ4chwSiSscXBYewgD2T/CTIJjiE5lIj98pe/DAYKIklwRHCBY6JkESOIYfIzKHGYBFpk1Clfxljyt4ZIrRvExMw7BhPigmHnc1hZIqsPsSboxWljxHGCGEWCIg+8ccI4eII9Vh0J4MlG8nhzd/xsL/CjmPiOyJW90HxvAiGICs7KkxJk+fk/MiNTCyEikCDQpDkH8iYYJphAnmRXcZIEJQTTODUveyIY4XFWAnBUvCcyr4/UJsrbZU5CgmCM4IwkBKtJzCMnY77i7ySH++O7eTdcHGUm7al1osAKDjoNIWQcCFSRPwEEASu6jf4wB0I5WxQ8LI30/9lIN34d6QaJK+RNgISOYAcYS8rGII0kKtAZJ7b8zooqQSef4yXKjd1rory9yzp2BcJFAM58JQjDZkGq6nqd2xnsFjaNxBb2ys9ETPdGUazMeNCIvBkzKmdI6CBv5E/g68egQVggDQTG6BQlqegz+o9+k9TCTlIJgx4TgDL+Xu7JfEDe6CK2A/1kHjUEl1fi3lzk43uo8Svcuycx4is2zA1sC/fn+/OYx9geAviWalrYHsFYo5cQGfwfdhh5eyWOH3uHj0c2jA/EgHFjOwkrnr53Gb3h7zyfsmQSGbzO/Sfjynsy3pAg7AY+vDF5g0R5+2PIm/lIIoX7gKQRf3i1DjYA2+OJNO4N8o1dxwZxHyRauDdek85gvLBjxC7YVmwsuoeM0BFkQzyELkNU0WGvsIP0Ml5+YR+QN69jjrBqSsyGbWee+PFeVMWg14wzMmIVnccbShrVF7MBPg+CzFzFnpCUwBcha/SZuI1YwzvekyjnJ9+RWJJV5HhpuiAIbY92Q2r92BscIllPiCFGESPDRQBJgIRBxOBg6HBgBBo4IIJGiC1GlPfBQWEgCXYhthgub+KAYfUSIv7G6zCQfsZtspl13zMGkcGIE/hwLzhajCUOHrJLxo+yKggQwRvf1Ukt3wOyhoPEsfN6DLmfc5uOcFJL0E+QD5lHTn7uK+OGk/OO0gQKjBNyRYYEw5QEEmwib+TJyjuZXZwQc4eLIJfPIsggWCYAYZ54aTiva4jUJsJLVAnEuCfmF/MKUs491Vc2zuN8TwJ0gq9MJbXMaYJcAhL0juCEcUEXSUKhgwRAjC1zA3kTeLw4aVIIftAPdJYsOXpFYEHgSTCMDJC3N/FADiTD+CzmAp+LTbiQrqreCA5bg7whWwQ4zDnmQmJFha8OkNFnnvkeSy4IOyQ4mSYnqQ7kRBKDYJESYnQW+UJMsOEEh8gF2w7xYZUPuRMkUwpIWSIrcNgCZEciCXsA4UWm2Ade41UtkFw+g89CN0lqXMh50PgB5h7zieCaZASBLXOU7+SExVeruDdsC/pNQM4c4Xefb819hnZ7BUkMfBe+jEQziUfkR1IPnWZMuBhXVtF9DyxzhOeSbMRXIld0h1V4/CireRAmyC92EyKD3qFL+EuSGIw59oN7aCp8ewqJCFbkqbTiPphPzEvkTQLWzzLGBvkxMNwPRAv7g9/PpJVaxoREIXHaH/7whxBHod8krSCgjBUxm/t05Ensg3ypuEGm2ERewzij38wd4j/8AzJAh5ENn8XcQq+RNzLCdnjfjKbcN7JBx5G3J1+w0fgibDpxmTeIRNbEGNgdbD46TuIDv8P8Y7WX99KKrSC0D7QLUust8gl6CQIJDDCSBEMYTAwbAQLkwJ0djoafZPlxJmTacCys1uEsyaJhLDGOOD4CaIyYr9T6uWU4MT4PZ9vYSm0ifI+gNz9gBYGMJYaQgJtAmADOV3cwnDzmgXCc1GKsIWlkpLnPljyrr63hyQC+O4EIciMYZQXPy8yQtzf58eDH92LiYCDB7GPCsSED5I3zxBHiLLkgwHyWk1qcKQ6Mz0tmpTYRvmeMwJYAiznK/CJZwSowAVW8/NQRJ7W+QpmJ5ceMNzJgjhPUoHfoBll8xoNVEOTtXSZJOhDsQH6opkC/sA/MG+wAASRBEAEOJAd5e1ddAhfmkQdPvEcyK7V13TfzjnlKMIWd4bO4D+6Tz4mvuMYbkxHYETR5J1yCX76n77lNd6KDfUYmBIDoKytuvhJPIgNig0zQJ4Jd7CLXjMgW/y4iOcgVPWNOsGqHHLCt6D0yTVypJYhG3hBRyBA2+EJIDvfDexHEct8eQGOHsBfxMmX8Ft8D+8/cgIBByPFJzBnmaXMfN9ZegX77dhKShyQf8LsQG+w2f/MmXt4sCv3Bh2NLPbGJ3nqDQJLcvq8ancNG+Eot5JgVU8aaWAEfnsxKbSKIO/zYMHQVefMd8CnYIGwKcoR8I2fkymfzffgu3Bev4z6Y15nQ/Zj5j65C6khC8f1JTiNvxoOYjVgH34fuepIeuc2K5sMjka7g74m/iNl4H/SO8SWByePYDXQYeftRTCRJGGf8AZ/b2EptItBd3s9LzZE1iU/eF9m5D/deH8RvJNWYv/h4XsPnkxjH7zMPiN+IQQRBaHu0C1Lrxzl4u3cCQYITHBlBLwQEZ4YhImOH0yBQwOEQ2EAUCJQhRgSvPAcjiUPkcd6P58TLj8m6e/kxRo1gO1lS66UsGGlv9MQKIXtEMNQEchg6Mo/cN8aPzq0EdKzU4gx8pRajjPOE1OK8uV/uM51XauOdRyHwBCSQQwIhHAZOEfkQSCBjnsdYecMZyAHJA0gOjs33OhE8EYjyXgSYONbE8mP+xjwhAGKeEFglG3BClnB2BDPIlL2VXhaHXOsrNRSp/WMQRGBC4ErQQmafhBNjQ9BAIoOggnF03UDn0X9kxsodgSUkBnkzRwhGSFL4EVpxUov8vRSdQBQ58J7JgntgfhDYIDtWELBJrNrxPeo6T5rvyXzzrRQE69w3Kzu8hsczgeAA7DnzHH2GaHoZKeSBYBCdYTx4nu8/R7ZvRCSHYLPDnXeG12IH0F9IMiSXlXlkSjLEG7hAIiBD2AUSCHwGc6opJMcbw/nRLswdL2dmbjGn3DfESS3fkfviu3FsFxcrj9g1ZO7Nw9I9iYHeoq/YYeQNycEfsg0I4sq4IkfvZeB7W3k+JAWZkoxwuTG2JBNYKcdeYOu90onPws8yxthU/K838UoG8cZwrMASC0DIsCXeH4F4gLnFfZBAY4WOz8KWQIKxV8QZyJ75yj16uWxjXZhTHYyfV72hd+gISUrsI+XY2Gz0ghjI/axXtc2ZPdu6R7rSM7L9xGbYSQgt/h3SiAx4HD/he9ix295szrd48RnJklrXV+967McskiAj1iQ2cFsCPDGJz+I74m8g6fgU5glbYSDyxG1UEmKbBEFoe7QLUuurGzgCNzgEujgRSA6OhBU4nAdGhQwaxgdjg0Pk7zhPyClBUJzU8jgGEqeHw8G4xvfU8remklovL+TzcX4YcYJzAm9WEb3sDAeLw+R7UH7MPeDYMcTePZP34Pk4fhpekXn28up0dYzuYHw/GqVpyA0Z+/4oxoxVGZwN4+PNnpzUEmzikHCInlwgcGJ/DsSVK76nlsw/c8XLICG1vlqQLMlgXvH5BMwEMKzIIDdID3Ksbx+VSG0tGJ8d546+ITD0cmzGxI9PIFAhcPVjk7AHPIaO3hKNN69DngRLVFvwGie1JIOc0DqpheQwF7wzdVNILTpMIMMcY95AVFg9YA4w3+qSN8ka5M09YxeYa5Ad5h7fne+V7uTGgf1ChthAkhHIm2QQ8mZs0APGNicnN3revkBW0HN0npUQEgJsN2E8t0b2HP1HjxJJra+MEVzzODYUHU1mT63Dz0VmXnGvvveeecn9+Ipr4j5M5hkBLSvOJFgJxJlzEHiSNtw/98icTfdkBvoACUBe2GISA8g8fg4748GKmJeN4/cZXwgRZBL/idxIbvF3fDTbDrC36DD66KQW/Xb70VRSi5/34+TQTXSUz+f9vAwV2fJ9kB/fBzvi54x7p30uCB0r9MxZYg7mO74i3bteo3OMITaaxQh0Dn1B/5AH/5/00ku2ICKm6M/hcw2fZkd60jWyp8iUscP3k9xCdnFSi2+FMCJv7DZxAjEB8m4qqfUtT8ibe2VO8vnIlGof4rL4UUzxs9TjJxmQtEHG2CbugQQacxq7kc6yFoRUQbsgtY74fgecCiSWjC9ZUM4txIgQDBG8QEgIJuKkliAkTmoxgASjiaSWv5NpJQuMUYqT2mT21HojEVZYcXA4XYJqvzcMJ8bRHTzOnfvHsfO58e7HOG8IDsEQwZoT30w46y5+oDqJCoIWggocBkEhzg3HQ7DImBJcOKllvBl35A2pRd7IEEeaSGoJjnCavE8iqU22/NiP7GBlkP1irCrzk2AHh9fQnBGp/SP8qCSCHHSXQBd5MPchAQSWyAYyhLzRMYIXdDuszEck6HCkV8iC5A9BcF2kFt1B/hdKarlPPhvSRQDk5xhyL35kR+K84TV8Lkk55hnzg+9DcAbpyUQwJtg6gkHkw8oGKyPIGnl6N+uCgo1hpQZ9ZF7w91D2G5GaDdHYETQyHwh6mSvemTZOahl3Hr8QUossSbBxj9gQEmbcA/J3guXyro+sMLewY8xJVnK++c1vhkQdRAxfle5HtAGvYCKBQ+IYOaADED6216ATrLZRZYG8ndRi80lUMj+8bDyR1KJ7TmpJEkBqsacXQmqxQcQB2CHsMavr3AN2GlLqe6F5DnaDWILv4KvG+H0+k/iEucIRVMgcW0F5PfM1E7YYuH77iRLEbMRi2ErGFD9J/DM3klVJJBsvP+4S6SmJBBYDIIUkOZAdhNH3pcdJLe+PvfdzoJtKapE3MRVxAu9L4078DnEXdiLZlVa+K36FuBGfQ4UB9oLvnu6yFoRUQLsgtV5+jOEiSMHRsPpFZg4iwmoMgQrZc4wIvxMkQVTYR+nlqwS3GEjICsbLj38gG8hzfE+tk1qe63veklmp9RXGg9F9+hl5gyIDizOk7BUnS7ANcfZjQLhHnDilWNwD3weSg1P2JiMQI4IfvhtGlsAonc+p9awpTobABvKAU2AFj8DUj/8gGCLwRd7MCcaFgMeJJcQXGfpKrZMkiAyv9T21BEcEWU5qSWKQYU+W1PJ6nC7vx0oTzozPgXwxD3B0DTk0giLmIq9lDmRioyjXB4IH5M24EaAStDCOBJZOduh2vDLSf56DzJEVuk3wOPWVV+wYjXwieaPDzAX0j/nA3IifU8vvTSW1zAWv5uD1XoWB7NBjkhF+XnFc5nyun1VNYMx3wWbxf4IxSHqmweWNTWTsWYGnnBBbiw4wRgSnTz45wmZGurk+eo6TWkq9f89K50svWWE0B7afayJF0Oy9C5pjpfZsZIuqI/0lUbJ40aJwXwMiYoLPYE7GO5r7mdcQHnwIATq2x5vEYM+4H4gw9p7AmffAxnPv6d7tmrHwUk3fj4h+4ycZB2SD3PpHNnDChBeCrjB2zAcII/OhLlLrZetefux7arHHTV2p9X4OJJyxH+gnyWZsOlU+3tDIK3jcRxGLMKf4HtwTcQcEC7+P37766qsD4WX+oO/cfzqT2vj57/hWbDryZvzQXxI76BAE9+FI7qOi34l7IKh+CgF/owR5SozU+kotr03sfsy4NnWlNt7c0Y+TI7kM6SbmIiYkAeEdzT3JTnzi59rG9ZbHqM4jjiAJg28hyU58IghC26NdkFqMCIEChpFgH0ODw8ExeNdBCAlZUc6yI8gkuPT9dmRHcZZk+Fh9JYDAseKweC6vI7Pm3Y95Tz6nqaQ2HNPCmbQRYQ6t/CPj2KN79/DZEFO+gzeOcQPpzZAIvPksHCP7rLhHgiXfYwjZgYhxz77vLl0dIvImYMGJsSqNbJEncvFyL0rUkNnXv/718BOHhsxwKJBcMsBk/pE3wRROkQw5GXTGEZJDkIsMPNjk7zghP9In2e7HOG2cK5+LM+b9kTcO1c82bgie6SfwYq5yj5lEar3BFuOFvAl6ILT8TnCKzFnVQT/I7kNKXn9jZiTzZWHs0DV0m/L86ZHcICElkTxXR0EU+sSKHll37IafN8pnIjN0syl7anmdl8x6wxvew5v+8Pq6dJN5xHfieQTJBGYEZSRrMrE7JuOD7UPeyMX3zzK2BLYEvxCSjpEudo1s6BPDn7RFEXGoiMgE84NS899FxPblyEZview8toLXoe8QRgJK9Pli99RiiyC0xdu22aSIMLOPt1sUbGOHIbS8nvnkNgL5Q8aQKyu72Hw/eg3iy3xmBdkrCwh4mXfYtnQntYyFd7bGvnkTMPwc9pwVMlY5O0QksGvXbvZu5PvQCwgiSQx0DVKbWH4MqYUAJTaKwp/7dpVkSS2y9JVk3g+7gd3BJiM3HvczbONN37xpHfOYy30R85F7Y3sRxJx54w3p0rn8mO/Fd2RuMxYuc3Qc+TAPSEb269c/Ivs3Rjb4kaBP6A++8+HIh1KCHCe1JA8YP3SHmI3EMbaD11woqfUyYt6f+8G3QJj9yEjsRzxm821w2BTfDhE/Txxdxz4xV4kDiNtIthBvCoLQ9mg3pNbPa8VReYdBiC2PYcwwhDgwSpFYNSHoxFB5l0oyZ5Sl4TgJhLlwlhhGghyCHT8zD6cEkfJzbMm04hDJzjZEamuioMUdNNk+jC8ZXowkBhZSjlHHMUJaMYw4X4IrssBc3CvOlCCeIBiDyPfhb9wPRvxCjh1JJTipxaF4SSLEhYAFebOywZjhMCjpYqwhvTxOxpxkBPLkaBX2w5BpJZDgNd4cjGAFeeNs3PGyygPZjXc/rm9Pra8uEizzWmTj7+skifcmsGUeekMrX8WLg7nIfflKbaaSWsaIgJXVVbL16DdjQ1UFKzrsn2ef8pAhQ23uvPlhtZYx9q62kJmxEUnYVFRkGyM95rWsivE3ggz+D/HkNd6x2HUUPUP3Cbjqg+/zxrago8iKlWPenzmHvvIeft4itoD5QxBEQIaNwhYQ7GBTkDOBHPODi3vyJjkET+m8x9K7XSNX5IK8sW3ePAY7T3AKOR0QkZLnIrlmRfOBseFvyO2O22+3ZyO9WxS9B3INnZEjm44OYrdJOkCO0W/sLvrOuKOnkEk+G7k0BD6vKLLbcyNCPDgiRjdEBAp5E1xja7A5yI7VO2THvVM6SzKSv2PHsT3MCe7RExuQN8gOcwK5x8uX0xWMEfMd34qc8KmMFfpIFRPJ2z4RqXj44c428NFBtjz6G3qAfmOX0VPIqXcqJyaAeKDb6BWvZzxJKKCHyBtbzN+YS/ytMXk7oUV2JJ9IoqGv+CCSJMjP93cyf32rgTcN4p74nswJiBvfi/eBePt2FF6f7nvnXb+xlYwB9hEbi/ypzEA/kCPyZFUUcot/Zwx9hR0dCavzkY6viWIy389OnIcvgIAiYz4DmRMjEM8h72RJLf6Y56CnVH/RFwGbw+ejp7wv84EkCnL1RCs6yxxzf4K88VPYA+wOsvYj6TK1EkcQ2iPaDanFmGAMMWqQUAwaK2MYSwgB5Sw4DwIFsrcYGm/4hOEj80b3YIwhGXucKYQJw4XDw7DyepwtxpYyIj6HAAmSgwPGcTW0QhoaDkXBC8aU19AcgiCK4Jd75b1x6DhpjDvODSOOYcTIc5/cAyWNEHcMIiSXe+Y7EvB7+XI6A9LHdyRwINj1Pc8QVBwGMucnjofgFjKKw8P5EMBSdoi8r7vuujD2jDeOhYCZ8cfZIBfKiwgymFPInN+ZB6z6IUOSB/WRWh6DrCBz3oOSZcpfeT0JFEgun0XWlovP5x4JfBMbCHHPfB9kn4nn1HrJHwEngSPkHh0gQIF8oKOMDzrv1QoEMr4SBnEhc0/SCl1Gz0gsMd5+rAcBMfJFx9BlAi3eH5LsXdHRw/pIrScxSEQxn5Ax1RW8ngDKA2rem88nKCaJxRzmHiHYfB5z0led+J7cj88T7pWg2SsE0nV7gYMgETlguwko0VXIA/JG7sgN3SfJ4Udj1Jw4EcYW/b4r0uE+/D2yrd48zwNi5gM2wxNiXirux/3wnsybxkgOAeyC6LVDo9d2iuYJHeyx7ch7Go2AovdG7thvAmASMX5mOn6IFWHsFXOCn9h1Xsu9cA/YJGxMJnQ/ZqyRE+PA93ciiv1lLNAHZPbEE7UNo/Ij0oDvR07oNQQV2WEn8YV+VjA+EpkzJ9BxbDc6RbKTKg0SnLweX9KYvJlDxAbICR296qqrgj8gAYU8mZvIlvnE8yAz2HPsFzLk/76Shz/CTvHdWKXl/kik4PPraxqYLvBzaiF5zH3fX4w+Qm4ZX/wcsvT4Bv3G7hGzjRkzNpofvYOtJA7zbujEbvh75orbUOTNHGIeeEOvZEkt+o2dxkZAoL/73e8G/WbuIDfkjU/CrjB38dXMIeTKY8wzLmwAz+V78FrugXiF1zAP0j1mE4RUQbsgtQR3kAeyYxAWDBkBDw4MpwiBwIAQQHgGnUCSbCglyAQZGFCCUF6LASLoxUhCLv28Wt6P10NAeR6BKwaOC8PcGKnFWfF5GG2MKtlZHDGf7feH0cM5EhhjTL1rHplAP2PVD++GWPtPjDlEnc9I91JFVu78eBxWbwiAkAcOkBVrHCMOh5+MDePmpckEyhBC5gVEEweDPAiMvHwdh8r8wQn64ekE0ZBdMrXMEye1LvNExPd5Q2T4LBywH9TOfUHEkDefgWPEwUNYEo9ignwxJ7kH5M/8yKTGQYwlOs54I0vkisyREfLjd3QSPULXfU8dY0+wwLiiXyS0HichFI03JMObrCEHdBtSiVyQCfKFRLHPzRvINUZqvYKAIIZAGTKMnhOs+l46ZM298hzsCzpLEMQ9MndJrPm5tPzOPPY5AsHFdhEEYRfiZW3pCOSN/eV7MxYEpOg5skTOyAt9wFaiDyQpmSeMJeOG/LyywY/2QN4kKHwOuU1HRwmefcUMGSVDasPKUWR7H41I00MRoULHsenPRO+PvN12oL8EsBAdLt/7776Jz+P/2Bz+z3zjnpF1XWdXpyO8W7h3oUdfXd7Ya8aGscTXMi+QDWOD7Bkv/KLPEfwhdhMCREyAb/UuysgbUoy8OS7LV96SIbWeJENG6Dj7nnk994ie8jnoKvYDGeNTILGJFVz8TsyCfCHB2DLkDxni+emu2/FzaiGk6CGkFnvOOCBvbCbyRlbYaz8hoKhoUzS2tSv3EFd0nDFkJddLmZEFdhd5Y9/RQ6/sQL+xzcmQWkqImV88F70m6ejN+5gD3B/vj03Bh2PTmUP8xC7xOk9eYXOYw9gt5jfPJ+mBv093eQtCqqBdkFov+yOLhyMj8MORkV2DsPATo4czIuBhdQTCQeaU4JAVUYwmhpDghudhyCDJPJdAiNfznjhLDBXBFMYUowqp5TMa21NLgI1hJltPNpFgCwfIPZLF431x2DhXP/aDjC7vy8XvkG3ug8wjz8ch8Bhkme+C0U/3vVfxxkHIjvFkRcflzdgwhpAb/uaOw9vrI1M/BogAiuCDYMI7YuOQIMvImrFmTiAfgiZWWiG1/N7QObXxTtw4W+RN4INzxclxn8iai/tm/pGJxskmHsVEIMUqD3LmvnHcjQVf6QRvsIa8IaIEvqzEIGfGET1A3swBL1dEX3yFBJ3jcZ6DvPnJe0BynFAyrugSskbmyJ/gg6AXYspcaWhPre+B5x6ZSwQ56DZBD3aF++S9/Z4hLLyflxTzk/lGIAchY77wmXw35gcXRJiSReYo8yrdV2rRA74rq9isYDEWXOgeY+m2D71hDD3BhB6jc4wn483Y+fnezB+IhpMdX5VHHi5vyEr8vNOGwGfiK2ZGcwq9JnD17S+8t98z8wnZ8dnImmDe+z/gW9xPMT/5rn7msjegSfdVWoC8vTcG9hDbyNihS/wfEoCeojfxZky+NxN5uc4wthBGbD8rtvyO/ridQPbIm2QjyWl8eTJ7apEH843PgmzhEyAs7rtdX5mbkCs+231yXIZuz5iTyJrv5om2xOZC6Yrqc9ux0AXGCvk0FLOha9i82pittgQcO4mO83rKfb1hlPfa8FVUZBPK1/v0CeQUuaOjjZFa5hgyYf4wD5kz6Lev/vLTfYb7cL4Tr+F+sDPYIT7fbRHzj8f53n4sVSYkrQQhFdAuSG0c3pgBo4JhI0Ag8CGgwNjVVcaFoSQQIngiQOEnZMkbiJCtw0GyUuOEB4dGts33v2G0PNCsz0jyXjyH++AzMGzcG4YbJwkJ4ye/E3S7IfeVV+8WCIHltRhyJ7MEBJloGH0VD+LCmDnxY3xwcL7/MLHTLIEQCRDkwDwh+PCxRkbMBxwUzgxnRZBCwIqsfU9tY6SW7KsH5gRdJEdYYUC+zEuIGRcyZ155UxTIcBw4f+Yg98TFHPDmMpkIJy7oKnJGPiQvkKHvYYvDk1eQCV6DDHgusvMulYyvkx3eC7lDLkliUHZGQNNQ92Mn3swfP+oDmUKmmY8ub3Qc+8Gcg3zzXOYb9809Yaf4fHSb78Xc8DnCY95sKpkGY+kCxtTJDuPGWDBG6C+PJyaB3AegdwTEPJexZow9menyZrxJQvATeaPbrPbx/2RIrd8bdpjEU7DLkbwXnZM3skbmzCeCXOYtn8+8g4hzX3wnAl1sFzYMO5BYrZFJYHwYG9cHJwGMHzJNtH3ezIexRQaMJ/LwvhTYYd4Pe8584EKXSDhBcFghZKU2GVLrc4f4AHuAfsd11X04j3MvJM14TWIFl/sH5gHvh21yoh5vLJYJ8LiImA2bid4wfugCj9VXio3eedM15gYywX8yrowp/h97iX7znn4sHntxkyW13Bt2Azniw+uK2TzG5H55nu+h9lMTmI88n3mCLeKxuhIdgiC0PdodqXUH54YIx4gR4f88Vhfp9GM4CDBxhPzEYGLwIEsYRowZxhNnicHFIFJKgoGE2JIR9ECzPkPFZ/vqnZcUx7PJ8cZBODjP4nnw6sGar+x4p0AvV8pEA+lkgpU5ZMV4Mi6MLUQm3onS4R0scXzIgbmBvJELMvfgGYeJvPm/HwUEweEii9xQMiHe3t87ZhMwudxc3i5z5O1HfySuwPEeBHLMUa54oiMTwdj6sTnIGX1xedc1fn4uNPqEHOINl3wvPoEPwa4HSfzOCitJDLYesIKGrPiMhu4LmXNvzCdkWpe8ydAz51ilcWLNffM7j/NdeE2iXeAxJ7QeKGcCGFO+M9/dbTpjhP7WpQvuA9A7nyO+T9GTWX4kFHJG35kD8eNAKHnG5vP6ZO6N+YT9OS+7c3JD1vz0vdNOWrzSxGXO87BdbgcyWb/rGhvG1W104tiEUwXO6R0y4DXIA33nd+aLJxUhTa7v6Dd76SlDpmrKz69P5t6QkduSunSVx/nshhLdnpD13gt+tFQ6n1xQF/yIPuTF/PdGfR4D1Veai94hA8bZ4zX35x6zubxJKqHTlKazWsvqPKv22JCGgHywG8iRz6gvZnPddXkzR/lOyJX74fkelzjxzjQ5C0IqoN2RWuBEx4MHP6KjoSDQHaNfXqZK8EMmjpVYnCIGlOCXMhIcoTcrISPf2Hmj8XvjM+L3x4WhS7zfxOyuB87x52VKeVpDqGtMG3IacXl7YAFhIeAlq0vWnlUCHBlZYC9Pxxmy14uSJicXjZ1zV5+865qfdcnSH+Pv9T0n09CQvOsam0Q5eNMWghJv6IF+E6CQyCAoIgjyPbGs1BOcEHgme2/16bjreaI8k50nmSj/usamLhvpSBxPfx7yxVYjc1bsse9eskj1DaQWkoO9x843FvTG760xecd9UFzmcdvf0HfKJMTll+zYxOXtRAn9xnZ7lYQfGwNRplwc/WavJSWlVFQ0dmRX4r0l48Mbe69E256JqGtMk5W3XyQbIMMQWWI2EpHoOEQSe061DSvyXJSbYwMaSlI2dG+NxWyJ+p1sXCIIQtuiXZLa5oCXjRLYEPCyH5LVWRwjv5PV5zFKmNjHw+pOYpmrkDrwMiOyuqy6s0+KxAXBEL9TbozMaRDBTzL9vKahcnOh/cKrJiCwrLpTmsaeJ2TN/iiafLBfiwYm7I0lUKqrNFxILUBySFBgy33vHit0BMHMAYJdkleUCfr2DyE1gT8mieEEB/niqyEzJDbQa5pHYc/95IBkklZC+wRJSggsyWhiNPqekKhC1ug88vY9seg9MZv0WxCEONKW1HqpGpl8gh9WZMnw0U2P5hDeGZf9PuytoewlU/a4pSO8XNHb99MZFVmTxef/yJvgx49VoUxNGdfUhZeoQmpZladBkx8fQYma6zd/o4yNBBdZeel4asNJLYGtlyIidzpnk6BkdZ69b8i7rlJ2IXWAfrMqy35H5Ir/pqqKfZXImx4Jfh4x5aO+/1ZITZBwpJoG/8yqLDEb9hx5Q2ZdxyG52H1W5SVvQRDiSFtS6/tyKU3DCNIN048VIAOIkyTjy14d9v4kU3ostF94CTLlSwQ53q2YBAbBD6s3rN6RwCDZkcmNmtIBXhZGZp+yQxJXyJsEhh8lwaptvGGbkPrwI71YufPj0Qh2se88Rr8EVvek36kP9JtkMz6aRAbydnJDfwQqM1ihheB4Z1358NQFMRvbBSgt9/OtkbXrN6v0VGWwnYgEBiQ4U/oSCIKQHNKW1LIiQ3kpq3cEtRhCShDJ+rL3DkdJdhdCi3FURj+14SSHvdQEvqzYIm9WbZA3ZegEu/HGXELqwvc7EcyyT57A1s+lhvRQwubddXWOYPoAsopMWbFlC4F3u0bHKT+Nd8wVUhvoN7YaH82KLTYcOSNzfmLjWdnzxj2ZuFc9neBHO3onZWI07DiJKuRNDEfSmvlQVwNJQRCEtCW1dcGP/mAF10vTlOlLT8TPEcRJ+lEgKj9NT3ijEQJcPxsaHZd+pye8qylJLOy5dzJXkJue8O0GruPeKV1IT3jS0pMaLm9tGRIEoSFkFKn1c0d9ZVYGMn0RP2cWeSuzm95Al/3cSC41AUtvuLz9zFgC3kw9Fi0TED9iDVm7vIX0hftwl7fsuSAIjSGjSK0gCIIgCIIgCIKQXhCpFQRBEARBEARBEFIWIrWCIAiCIAiCIAhCykKkVhAEQRAEQRAEQUhZiNQKgiAIgiAIgiAIKQuRWkEQBEEQBEEQBCFlIVIrCIIgCIIgCIIgpCxEagVBEARBEARBEISUhUitIAiCIAiCIAiCkLIQqRUEQRAEQRAEQRBSFiK1giAIgiAIgiAIQspCpFYQBEEQBEEQBEFIWYjUCoIgCIIgCIIgCCkLkVpBEARBEARBEAQhZSFSKwiCIAiCIAiCIKQsRGoFQRAEQRAEQRCElIVIrSAIgiAIgiAIgpCyEKkVBEEQBEEQBEEQUhYitYIgCIIgCIIgCELKQqRWEARBEARBEARBSFn8hSAIgiAIgiAIgiCkKv5/FGYUW2/oJxUAAAAASUVORK5CYII=" 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				<span>2025 was a year of disinflation. While in the first quarter of 2025 CPI inflation was still 4.9% y/y, it fell below 3.5% y/y in July, thus returning to the range of acceptable deviations from the inflation target of the National Bank of Poland (NBP), and stood at 2.4% y/y at the end of the year. The disinflation process covered all the main components of inflation. Energy price dynamics dropped, despite the unfreezing of heat prices and with the cap on the price of electricity for households maintained until the end of 2025. Food price dynamics decreased, and this trend was particularly evident in the second half of the year, reflecting both global trends and good domestic harvests of fruit and vegetables. Core inflation (inflation excluding food and energy prices) also declined successively and stood at 2.7% y/y at the end of the year. In the structure of inflation, service prices continued to grow noticeably more than goods prices. The drop in CPI inflation was accompanied by a drop in inflation expectations.</span>
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				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Public finances under pressure but under control</span>
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				<span>Public sector deficit and debt</span>
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nPLli2TatWqyVtvvaUC9sbtv/nmG92uRo0a+nP6jeKSy/tAwJJOjFPu+PHj5b333pOHH35YPv74Y+nRo8f10bhxYxXW/C0mTpyoacTMLe+V4WheMPFqGDdj4tUwDMMwDKMIQ/otfTiJpA4YMED69Omj30+ePFnTeTt37qwCFoGKN8fy5cs1Xbh///76840bN96U0nsnTJkyRV588UV54403VGwuXLhQxSTHQJSRTowwfumll+TZZ5/V1wQEBGgdLOKR7Z977jl5/vnnVXQj3mjHwvbUqRKpHT58uLz22mvyl7/8RdOASYtGwBKB5Rj0Jx04cKCKdc5j3LhxOn90x7x586Rs2bIaYUZMr1q1SsX7jfWzDwITr4ZxM8VevHID3LVrl6aUuIO0kVs1VWZFjpXArVu3Snh4eL7Pn/3zMMh5XHew2smNlxsWdbI54f1ys6aPFk2gc9uextC8hr5bNxosuKlA7PtWx3ffH6u0mDUYhmEYhlF4oR4UIdirVy8VpMOGDZPp06erSKWelKhlv379tKcnxkYI1k8++UR/Rt0rYvJWrVJuhHkG8yMEIMcjLZeUXaKfiFXmMczVmIswf1u3bp107dpVo6gIS/59/vx5FWdEQtkeYduxY0edH/E7d3vmcKQkkwpN+jDRU/aD0GOeyHkzpyFSS3S1dOnSMnPmzJ+cL68lqvvnP/9Zo8ATJkzQ9Gq2f9CYeDWMmyn24hUxSq0EK4Pu4AaJoGW/OW9e7Hv+/PlSoUIFTYFh9S+/0Pj566+//slx3UFaDCuRrD6yspgTblo8gFq1aqWriLltz82XlUduvgjYnHCz52+2du1aadq0aa7bV6xYUdOI3PoTwzAMwzAKL8wdEKmYEyEoiVbOnTtXF7HHjBlz3biIxe+DBw9qOm2JEiVUvGLUxEL4nbb5wyGY+RGL4cwziJyS1suchgV511GYyCrRTeYkzMVYtKeulvkXDsi3E685t0fYEUWuX7++zoveffddFebMd4gkk4rMnA0BnZt4RSyTmvz000/Lp59+qkIXwV4QnIdNvBrGzRRb8cpr2ZYbd6NGjeSRRx6Rxx57TNNOuAEiUhFubmsbjsENkxt+qVKlpFmzZrJv3748nzdikps6K5Csav71r3/VdBlWDEl7wbiAugxWEVkd3bx5s54DN1HX+a9FixZar4LQdLenHoTtX3nlFRWfpL5QZ0IElWNyA+RGx9+MlUjqQrjB/9u//ZumyrC9O8qVK6cPAFZiWZXlvfMwKigGBoZhGIZh3DkIHhx1SQUmyknqMCKOlFrEa7169XRuMWPGDHX3JY2YuQCvRTQhKhkIW+pJmYMhZnObczHfYL+4ADOXKVmypC7W4/h7O9w2PghZsr7Y9+3EqwsOwcxVENzMn5gXkQrN3InzZb5DNJbU4JziFeFLex0is8zHXPGKuOf8TbwaRsGk2IpXBB03Ym7UXbp0UUMCRCw3OCKxWKqTikL6DDc3brrUhgwaNEhXJ7kZ3ngDvROIeCIKa9asqSuSHJs0GUwUZs2apekqRFVZIcTAgJVS13yAGxWimpszDwNWMnnAIFKpZXG3p2YEAYspAaumrKRigMCDhnRl3gv7/eCDD/QmjxBne3f07t1bxTE3eR5wRHB5oNzpqqthGIZhGAUHIpBkUzG/QQR26tRJ5w6UH7lpw8wFEG6kFDN3QLgiOskGQ9QxmJ/g6svci2hsbovatNyhbpS5EnMdRDDfI8BuB3MM5lvM7dz53J2IV3c+N3LkSJ0f/f73v9f3yfyNLDfmbrmJV46D8GXexM8JYLiZawQnLG3YMAomxVa8kgZDSgviDEHKKh03uAULFugNkLRZbuCHDx/W2g3Sa1iZ5IbOzQNBeWM/sVvBOZEmw03ZtZ0nQophApFV0mN4DTcpRCoPGG7AGAsgTnkIcL6kyHAjf+qpp35yI8eIwd0eccr2b7/9ttZvkAqDUQERWM6BGzXbsCJKdJUbNgI+J6y6Ip7/+Mc/SoMGDdTMgL/Djc3DDcMwDMMo+PDsJ8LIwjzzG+YzLJ4TdWUexKI3kVda1vCVeQNzg7p162pmGllaDDK+mDNRQ8vcKDdHXuZjLMjj4ovwZa5BVBSjJhfmLMyJMIFi3sPge+ZVpBYzx7tT8co2ZMpRUkVG2a9//Ws1d8K3gzkW+yAbjfkOC//MwzgeUVn2h9B99dVX5ZlnntH0YtKbmXOZYZNhFEyKrXjlpsZqGyuLCDmEKqtx3MhIreEGTt0Doo+bGL9n9dA1NEAk3mlKiSsa2RcPCFJTiIwinrkpsUrpClxuVNzgiaKSWoyY5ubLCuLtxKt7HDddh4cTtblEX4kq4/DH+fJeeKggihHIuYlXIrVs98QTT+iDh/eOiRV/X8MwDMMwChfMl0jH5flPlhn1rJRAYVTEIjURV+Y8/I5UX8QfpUtEYzFBQoAyyPiiHyp1pCxq5ybwSNdlfvPFF19I5cqVNcvrRvHKdsxtOC6pzAy+J+qZ023YX+KVCDJlWQ899JAaNyFSmecRGSai7Lbq4bw5Nvu0VjmGUTAptuKVmyj1q6TAcFPle1JyaYhNKg2Cj5U60mNIsyXlhUgmQjcoKChPNwxWF9kvxyAl5YUXXtBVT9Jc2E/OffE9NyTSZ3hPPGxIX+GYrnnBrcSru70bVebmzE2aGzapyaT4cDNHrPK+EeO5iVfqgHlAYbKAiEUIc9Ok7tUwDMMwjMKFO7cga+zLL7+Uv//7v5df/OIXOkinxSSSOQpCloVvXoPgY57BvIfoLIOyIuZDiE1EZm6L+NSrksmGMGaRnHGjeGU+QQT3d7/7nfzjP/6jDtJ9EbpEhFmEx2/EX+IVUc7c6e/+7u/0PXO8f/iHf9BBxBXhStYabsgFSRSaeDWMmym24pWbGlbw3Ay5UbLix83WjbyS7kINCCk1CEFuvAg6btjc4BGDDDelFoFK5PNW5gXUurIPVjQxRUIY/5zhE++RBts4DvP+3BSa24lXIA2Z47FqinhFdBMxpi6EBxc36Jz1H6545WHC35P3xEPHjbySZoT4tsirYRiGYRRemB/wzCei6g4WqMlCY47i1sTiyYGARaiSZst8iUGJFcIQkYsvSG6L2szNyPbiNcwlWLBnf2StuRB5xeWXY3322WdqOMkgCsrPMKe8U/FKCjCZbZwbQvnhhx/WOR3vlWMiajk+5paIZRbuc75/5kcEL3Lr0PCgMfFqGDdTbMUrEU1Sc7nBkcrLzRtRSpou5gXcnFl1JHpJKg2rkkRkcSKm5gNByEAcInpJI6ZO41bmBTjhEe3kYcA2pO1Sb3E72Bc3eNfVD+5EvPI3wdGYBw038t/85jf6AOI9I0JJy8lNvLIdop4HFfUf1LnwfkkPYsXUal4NwzAMo/DCfIJaVeYN7kAQsVhPrSvlSnh8ML9w2+Yx72AewGBBn9fip8FC94295AHBhfgkSks67v/93/9J1apVNQrq4nY/oCQK0yjmKCzuI3jzKl75N2aTBCKY8/BavEuYexFcwGCT98Z8B78R5nM53z8il/kP510Q6lxzYuLVMG6m2IpXd6WOGyM3NW6w9DkjsooLHzdBvqcmgnQTViS5qZNaQhouUUkGK3ik1LAvbsLcbG+Ec0MUkyrMCiMrkQjinCk01FZQF7tp0yZNxWHwPZFSnIJ5j3eSNgxuCo1r/EQKDcKZn7kpNLxnDKFIl0GoczweTK7rYJkyZfS9kSZEzzWiv7m9N8MwDMMwChfMlZgzMT9BPCIaefYTMcWhF4FHrSvzDMQfoomBVwhzBhbi+Xdu4pVUYuYbRGZZAP+f//kfFY5EQBGaHDMnRDwxsGQOxnwrr+KVxXrmKpyT6/VBxpx7HvR8zc1tuDBg4tUwbqbYildSXXC2I70WUfmHP/xBI6mIOVYUEaSkknAj5d+IWAQtIpCfcaNnEJ0l3QbRxw0/N2t1zAuIbrLyyI2VyOuN4pWoJjcljkXNBoPvEdKIUG7ORF/9JV5JoSGV59///d+1XQ7H46ZOxBWnYYwWeF+IWlKXb2WJbxiGYRhG4YIFc+ZPgYGBKk5xFSbTjEVzFtLdn2HOhPhzxSuZZsyFmEOQUZZb2jBzFeZnLHoTfSWN123LR1SXtj05wf+DDDjmPAjYvIpX5nHMWUgLZp7FvImUZOZVJl4No+hRbMWrCzdRbpoIQndQc4FwxUyA2lTc6LiJI1Z5LSuSpNYyWO0jQkskE3On3G7kiFdulkRdEa7cPG/secb74aFAPSzpuv/93/+tPcdw9+OGzY3YvZH/nHhFbLJvN234t7/9rZ43Rk5u2jBinH386le/0hqQnO+fVCEeWNjq47pnGIZhGEbRAWGHORFiiLY4zAmYz7CoznzKbSHDQj6+F3QdYDD/IUrKHInF8J/zwiC1mHkPC+PMZ5grIWARze4g64ugAHMv5lyUcJHxhQhm4Z9tKddCMBP5Razm3J6fMdchJZjt2T8CjzmTiVfDKHoUe/GKK54bjXQHohVxiTjkZs7Nmhsf4pOVSWo+SH9hIGD5HS7CpNvklkJD3QXCllQbIq+kG/N6VhtduElzQyLVhXpY0nW44WMSlVfxmpthE9/nNGwiPQhzBHrOci453z/vg3MjXZm/sWEYhmEYRQdEESLv888/V+HKHIEFa4QSi/CIPtKJWcim3Q1lRAxez7wIIYWPxs+VExEgQHARDWU+QnSUtF5MMd1Bui+lW6QYs7iOmSWlXYgz+tzT/YHe9YhP9kGUNef2bjYcEWHmL/SgZRGf7U28GkbRo9iL15y4VvIIP27mDFb9SJ2l5hULd8wLEK1uCg3RTYQgqSoIT1yHbwRBS59UDAQQpf/1X/+l+6KfKqL1xnRcblIIZo7PSmNexSsRVsyoOFeOw6rlja1ycjNsMgzDMAyj6ENGGIaVzEeYl7jpvMyrmJfwe3w8eM2jjz4qv/zlL3VQbsSiPYvkzLvutJyI+Q6RV3c/OQfZZm5GGuVXOcEtGGHNObLYntv29KslEkybP84rJwhZ5mZkyDEfokSKSG9hwcSrYdyMiddrcBPgJoFrMDcHVgBJP1m5cqW61RFtZcWRlb2c5gWISW641GnQ/Du3yCvpOTwEELCIRnqZkd5Cqg6pMaww5oSbNTWxOZ338iJeufkTIeZBwQonKc+cG38fE6+GYRiGUbwhukpdKQvzRCJJF8aFGJMj5kN8RcDyGiKtRE4ZCFfmMnmdc7GoTtaXu5+cA3GKISbiDKGWE+pmqcPlHJkz5bY92yJcmQvdaAbFe6KzAxFcAg9Edn+u00NBwsSrYdyMiddrsNKIiHRbzJCm4q4CYuxEDzBSU6j1QOy54pWbIWk1iEGEbm41r5wT9uv8jloOVjEZiGH+TSpvTqhLJWr6ySef6HnkVbySoszqIjWzGCAQxWWfiGgTr4ZhGIZRvEH4sNhOeq07f8qZCcZXTJ14DeVViEAG8y3mMvwuLyaOzD84jrufnIN5HEKZzLUbW9Xwb86BbXOeR87BtryGY3BeOeE98d4QgcwZGYWpZ72JV8O4GROv12DbLVu26Aqj2yYHEUsaDTcPVhpHjx6tznkIS6KyDF5HugqGAdi95+Y2nBNEKM6/pMDQMoc6WtJyXDHM4BwwiaLeFWGMcMZYgZsyv6fmo2TJklr3gRET6cg5t8dggTRmxC/7Ig0a4yVu4iZeDcMwDMMwCj4mXg3jZky8XgNTpbFjx2o6L+YBCFXELGnEHIu0X6KwpNhgdIQJEgMBSCoLwvXKlSsqEG8Hq4SkIXMs3PEeeughtZBnn+6gfoN2NdS8ku7Lfjk/3hspPIjm8uXLS4kSJdT8iRqUnNsjWjGHQnwjujkmK5psb+LVMAzDMAyj4GPi1TBuxsTrNeLj47UWokyZMhpZJR2XXmfcOIh48nuELGm7OAZjgsQg9Zfif1KLee2dptFQ64plvLufnIOILL1nqS3J2QsWiMBSc0tNK/WsuW3PtqQz49jHeeWE98QNkH3Tcw1DKP5tGIZhGIZhFBzul3hlP8x1qXUmWML8mnRs5tcM/u2mZhOkyXlctmP+zTyZuTiv53t+RrlbXtLLDeNOMPF6DbcedPHixRqt5GbBh496Cz54/N5166WmlFReBiIXu3hqQHjtnR6ftjVEdt395Bw0/t6wYYMKV95fTqj5wD2Pc6TGNrftic7yGiKuN9bgclPivbFvWgRhhHCjQYJhGIZhGIbxYLkf4pV9IEiZLwYFBen+8WIhyELGIYN/U37GnJS5sCtI2RbBy3bMjzlPWi3SooifMee8sY7ZMO4WE6+GYRiGYRiGUcC4H+KVyCn7Yy5NYIMACiVr8+bN0xZKfKUH8J49e/RcmHuzDYKX7QiUsB3tkAgA0aqRwA7nTMkdgSBLcTb8iYlXwzAMwzAMwyhg3A/xSmYhKcJ0rggICJBRo0bJ5MmT9VhLliyRpUuXqjClxRAeLMy3Ea/MwQMDA7WbBa+jpA0PFcQrX2mNRIYg2YkIWI5jGP7AxKthGIZhGIZhFDDuh3h1037xSUGAYvg5dOhQWbhwoUZQEbSUmZEKjPcLQhTxynnxe/xihg0bpp03MCOdPXu2DBkyRM1F6eFLD162wzjUMPyBiVfDMAzDMAzDKGDcD/FKDStmntSqzpw5U7tq8HX37t1ax4qHypkzZyQ4OFhrWJlrc2xaSRJhpSUjYhfhSgSW7fg5rST79Omj533+/HmdsxuGPzDxahiGYRiGYRgFjPshXjkGqb1EV9k/rSIx/kSsEi1F3GLmxDFxDybqynEPHDigEdb27dvL8OHDdVuMnUhBxnQUEdy3b19NO0YE32hAahj5xcSrYRiGYRiGUXRhbojYc8TX1aRkyY6OkeyoaMmOjPrJyIqIlCxPhGSFhUtWSKhkBd84QiTz8hXJvHhJMi/8KJnnr40LvpFx7oJknDknGafOSMbJU38bJ5xxPFC/8rqs0DDJjk8Qycy87WnfSrxSP+qv+S5pwERXEawYNI0cOVKPhbuwx+O53vomZ80qx6Z147fffqsideDAgTJ+/HhZt26dRlnXrl2rqcREYxGy1NNa5NXwFyZeDcMwDMMwjKILrV1oZ5iQKFmO+Ew/fEzSDxyW9L37feOHg5K+74B4d+8T747dkrZ5m6St3eiMDT8ZqQHrJGXZKkn+bokkz10kybMX+MbchZI8Z4EkTZ8riZNnSuK4yZI4crwkjhinI2H4WEkYMkoSh43V16Vt2CIZp8/K1eSU2562K16JaFJfumDBAhWNeWnN+HO44hVTpilTpkivXr3UsIl/kwKMUdPp06c1opqTS5cu6WsQrd26ddMaVyKxCGzqXtkXLsVEXd05umH4AxOvhmEYhmEYRtGDFFdvumTHxWvklMgnwjF59nxJnjZHkibN8I0ps5wxU5ImTPMJTwTnoBGSMHD4T0f/oRLfvZ/EdegusW27Smzrzr7RpovEOF9jWrSX6CatJLre1xJds4FEfVnfN6rXk6jPauvXuC59JHnqLBXKnNftyCle3cgrbWlI5SUS6g7ELCm9bv/VvMAxEKebNm2S6dOnq3gl+krdK2KZ9jdEVHEW5rXMv5lrM/8+fPiwGjt17txZqlWrJk2aNJEuXbpo1JV9sU8civN7boaRGyZeDcMwDMMwjCJHdmKSilYiqykLlkrC4JES26qjRH1eR8VkZNVavsH3iEvGp7V8o2pN3/j02nD/XaWmRH7y5S1GDYmszKgukR9/cX1EVKwmER9UlchKX6jQTZowVbw79kh2bNxtz5+a08uXL2va8IoVK1RQbt26VaOeOAQzcPKl1yqR0fxEN9kmNDRUI6SkDmO2ROR0/vz52u4GMyYGQpZILMdGLDMHR/TiRoxpU926daVOnTpSu3Ztadu2rW5Dz1jSiN1aWcPwByZejaILl4LWuVz1fbVrwzAMwzCKPtee/VlhHkk/dFRTdWNadhBPmQoS+sRLEvTrhyTo3/8gQf/xsG/85x8l6L8ekeDf/kmC//fPEvKHJyX0T89K6KPPSehj1wbf//l5CXvqFQl7/k0JK1FKwl4qLWEvl/Z9dUZ4yXIS/ua74nn7I/GU/1g871b2fS1X0fnZh/rv2ObtJGnsJPFu23VH4pXIJeZIGB/RlmbVqlUqZonAMkgjxnCJCC1uwHklMzNTDZmYT5M+vGXLFhWkOAdj3tS8eXMVpqQGk068d+9efT3pxhyTPq/UtjZr1ky++OILKV++vNSsWVM6deqkIpiILdFhE6+Gv7hn4hUReS+FpIlX45aQJpSSqoYMGWfOa2pORuAZNWDITkhUwwbDMAzDMIoQGDI5IgkjJIyTvLv2qmiN7z1Iohu2lIhKX6iAjHi/ikZHSeHV9N76zZ2vzXxfG7aQmCbfSEyLdhLbprPEtu3ykxHXrpvEdekt8b0GSnyfwRLfb6hv9B3i+zpwhCQMHS0J1Ls6AlVTkPk6ZqIkjp7g/HuKpCxeId6de9S4ibnK7UC8El1FrJK+i0gkIkoaL0ZIREpxCSYiSh9WDJby/mfL1kgqqchEcImUIjjZH/ufOHGi9O7dW1ODO3TooCKaaC+CmZpXTJ6I1iJsMXDiHOn5SqucQYMGycqVK7WtTmRkZH7/zxrGT7gn4hUB6S8L71th4tW4FVrfEh0rGWcvSOrqdWqUkLJ0pa6+4hR4NeX2BgmGYRiGYRQurmZkqnDNvBIsqd9vcETkKImu20TCXymj0dbQZ1+X8FIfSHTjVpIw6ltJmjVfUlcGSOqa9ZK6aq0zvne+XyepmDNt2ippO3Zrau9PhiOI0384JOlHjkvGsZM+F2EdgT5X4dNnJdMRzpkXL+t5ZF0JcUawfq//Dg5Vl+OriUkqtOVn6kARlK54JW2XljSIRAQsY968ebJo0SKNlCJgeW2+/nbO3JnIKOm9REmZT6c4cyX2t2vXLo2gIlyrVq2q4hQximimNhaByjns27dPf06aM1HbVq1aqYnTiBEjNOWZXrE2Rzf8wV2JVy5C0g24yElVILWBlAOaHYeFhWlKAas59wITr8ZNEHFNz9A0Ie/eA5I8b7HE9egrkdVqSmyn7pI0eYakbdnuE7DO6yTLzAMMwzAMo1ByrRyIBWla3CAc07bsUOffuJ4D1CjJ834VTeUl4hr5RT2JbddN3YDTtu6U9IOHta1N5rmLknH2vGZqaaubCxe1HY62xgm5YYSG6bGyY2I15RfDpZ+MxES5mpwsV1PTdCH9Kq7A7ldn3oHAzsvcw00bdiOvOPtikERqL7WvfN2xY4caOhEtzU900xWujBtNlaijpTUPxybyWrlyZRWspCsTUe3atasaNLm1rczJEb8IW36HeMUAatq0aWrudK+zMo3iQb7FqxtdRTAiHukHRV8nUgawxiYn/uLFi7pqdC8w8WrcCA8H0oLTjxyTxAnTJLpRSwkv+4EEPfyYhL/1jjr/JY761nlgHVETh6v3aGHFMAzDMIx7DEII0RXuEe+BQ9q+Jq5bXzVe8pT5SEKfKSnhpT/Qf8e27y5J0+aoaCVCSi9XFaDOnIH5gH51v3fmrSpAU1JvHswz07w/FaQ5B2VJ9G6lvhMhmNvIwzwVd18MkhCviMVZs2bJzp07NW2XFGEG82BEJgEj5sZ5xU0bZtvMG/rOsl9EJ+K1Z8+eUqNGDRkzZoyeDyL6m2++kdatW2tklXPiHBDBe/bsUcOmjh07qogdNWqURmZNvBr+IN/ildQCUgr40OA2xuoPqQRff/21WmSzCsNqzb1qSmzi1bgODwMeYBGRkn4iUJIXLFW7+vBS70vI0y9K0O8elpAnnpfwV8tITJPWkrxwua6wklpsJk6GYRiGUUhA/DjzT4SkRlsvXnIE6Q5tcxPbobtEflJdwkq8JWEvlVIjJW1N03uQMy9Ypqm+CFaiooUFt1UOYpFWOTn7vPoL5vMch7k0YpX5NIOMSqKpzO8RzTgKkwrM99TDUvuKqzDilfOiBpY0Y7bdvn27pgv36NFD+vbtKxMmTFDTKZujG/4g3+KViCrW2m5BNykBrLBUqVJFUwu4uFl5uVcF2iZeDYUHGaudySmSvv+QpgZjgx/x4acS9mIp8ZT7SCKqVhdPmQ8k7LnX9eeYLSBwMwJP53kV1DAMwzCMB8PVzEwVoJmXrkja5m2aAhzbqadEVqstnrIVfI6+71SU6K+aSlyP/pI0Y64v2nr6rIrdq0Qmb4guFmRuFK/0eXXFq7/mu26rHMQnQScipKQhIzYxhpoyZYpGUUkXJruSlGCirAjUIUOGaGR13LhxGp3FRMqtz+3Tp48KV7ZnP5QUGoY/yLd4RTiSKszFS9E4BdsNGjSQsmXLql02efnk4+Ncdi8w8Wqo6KRGIz5BskLCHEG6RKIbNBNPaUeovvCmhL9YWqLrNJWEYWMkqnZjCXv+DbWyj6j0ucR17iVpG7doCpCQ5mPXjWEYhmEULNyWd+ppka51pWROpW3bpY6+UbUaamuakEeekZA/Pi3hb73nPO8bSeKo8eLdvksyL/5YqE0acxOvCEzqSv013yUYhbBEtBKMwnwJIUpklT6vCFAiqHyPOMV4ifk2YhfDKIQtGgAhi1DFrIlIK9tgMIWZFK9lrm4Y/iDf4pUeTwjTc+fOaeE2dtmDBw/W5sSswmCtTaqBiVfjnpDtSx3SGtf9hyR57gKJbdtVV17D33hXG43z76TJM8W7Y7ckjpmkNvgRH30mHufhRtNwHnzpBw6rKcPVQrQSaxiGYRjFAufZTLSUutb0oyckNWC9tp6Jbd1ZU4I12lquokRUqKZtb+L7DZHkeYv0uZ/542VfmnAhbo93K/HKHPhGc6X8ghBmHo1PDdFWBOyaNWu0jhUh6zoaU2tLGjEZlaQaM/+mHhZBi2CdM2eO1sGyHcKX79kXDsS8Ft1gGP7grmpeuRBZseErKQQYNZEy7K6+3GvximDlQ2TitRjCKqzz/5verTgLIkw9pT/0rbyWLKeRVWzvMWbgwefdu1+Svp0q0V99LWFPvyqhj78g0Q1aSNKs7yT90BE1YDAMwzAMo+BwvW/r8cC/GTJV+lxCHn1WQv/8vIT+pYSWA8V27CFJc74T7/5D2uP9alKyz9m3kJcG/Zx49cecl/0wp8fZGAFLyjCpwRyPdF9KAImcIkB5HYZMbrcRzoOfk8q8adMmfT3CF6GLaEUbsF93G8PwB7mKV0QgYhAXs+DgYC3AJh+eC5SLkAuWQc49g4uSIm8udKKupBCQXuAP8eo6k904LPJaTHFThWNi1XwhZekqNWnwlH5fPKXel4h3P5aYr9tI8ryFjnA9LdkRvjQV6mO8pBkNHa0rtBg6RFSsJjHN2qr4zbx4SR+Q+rAzDMMwDOPBkJV9rRwoVLOjUlcFSOKYCRLbsoNEVqkpnnKV1IAxsuLnEtOgucQPGCYpi5eLl0yqkDBfpBW33yLA/RCvbvcQ5vPM5TkeRqwIUgQobsfMtVNuSL925+P8HI1AOjGvZzvSkNEQaIaMQhz5NgomN4lXLkQuXlIDSAegfxS1q6y88IFByCIS3dUX98ODkFy1apXfI6/uh+rGwTlwnnw4iL6aeC0msHrn9UrmhR9VdPIw8ziCNfgPT4qnfCWJ69hDU4Yyjp3wNQG/5siH7X22J1LS1m5Uy3y39xsiNq5zb0fY7nQE7uVCXRtjGIZhGIUdTBh5Hnt37ZWkidMk5uvWEvFhVQl78S0J++srmiYc9WVDie8/TFKXB0j6/sOSeTlI62HVkKmQR1tzcj/EK+QUsIhRsio5NuKTf7uBqtzg55wP2/B6tiMjk3RkAl3+Sm82DJdcxSuCEBdhzJj4sJC/TioAQhZRy0WJeM35oXHFa6dOnfwmXt1UBj4ACFM+QAy+x8KbfbsR4RvF660itjYK2chxXV5lNRaXwbMXJHX1Okeo9pSIdypJ+BvlJdR5qEU3bqmCNv3wMcmKir7m83BtP9zknZsoDsNJM+dJNK10ynykacZRNepJ4tiJkrZlu2SGhfts+Hm9yE/3YcOGDRs2bNi4u+E+W93nO4vSaV4Vn5lBIZJ+7KSkLF8jCcPHSkxTR7iW/1jCS5bVaCvClZ8ljPxWUgM2SMb5HyUrJs7Xd/VBvy8/DhdXvJLKey/Fq2EUJnIVr4hCwv7btm1TQUotK4ZMiFkMmlzxmnM15V6IV1ZsOBZCldRgtxkzkVZEKx/oS5cuSVhY2E/EKyO3aK2NQjiuPeiyM7Mk2+uV9JOnJXn+Yonr1EvrXEKffEkiKnwm0d90kMTpc8R75JhkRkZJ9rVrITvHtYAgzYyIlLSDhyXREbBRdZtK6FMvi6fsR2r8kDDqW90+Kz5BsrGh57h2LdmwYcOGDRv+GzxX5W8Cluc1z23viUBJWXFNtDZppYvTnlIfqAkjXQKiW7ST+GFjJHn5avEePSEZl4N8z2uEb2bWg39ffhyuKI2Pj79eh8oc28SrYdxCvCIQAwMDNVUYFzGEK8Xbe/fuVcFI9PN+RF5JU3AbJyNQSVmmBpcCcEQrQpq8eoRsTvHqfvhJZbBRiEeOB11WQqJkhIZLypp1Etu+h0S8X1XCnn9TQh8vIdGNWkrS/EWSduiIZPIgk2ui89q14Ka38/Ms0lhi4yRt/yGJ6ztYhWtYybIS+uxrEuU8LJNWBkj6xR+d/cT/ZHsbNmzYsGHDxl0Onqnu8KZLNsGQoGB9fictXqG9WSM/rS3hr5WTkIee1LZ3Ee9XkZhvOkrijLmSuu+AZISE+Z7z7rj2vL++3wf9Hv0wbhSvtLEx8WoYPnIVr0Q7iW4iFhGHiEREK8IRkehGXXMTr/6seeUDzAeU80HEEoF1BwKb87ty5Yoe48bIq40iMLjGnGuAKGg6ToNLVkps934acQ1/tay2vYlu0FwSJ8/wRVzDwjU6e8t0X37G6mxqmmRcuiIpy1f7HpRVa0rIEy+K56NPJdb5d/KylZJ+7rymGV+9dp3bsGHDhg0bNu5ysJBMHWSaVyOn3h8O+lyE+w2R6EYtJKLi59qrNeK9TyTykxraEofWOCkrA8TLAnVwqGQlJv4k9biolvcAc1838mppw4bh47atcnL7IN0KxCsfLH+KV46ZM4rquhwzKAxHYLN/M2wqonDdEeFPTpGU1eskpl038bxbWYIf/quv1U3DlpKsrW6Oar1Lnnbt7DPz/EVJ27hFYlp2kJA/PSuhz5QUT4XPVNCm7drjM3vKKhqOhYZhGIbxwEFwpft6tHv3HZCk6XMlBg+K19+RkD/+VYIfelJC/vy8RH5W22fItPJ7X79WbX1T/Fxr75dhk2EUJvLd5/VGEK8YO7Vv314GDBggEydO1J5P/mqVc2M9AKnL5jZcROH/ITdl52GVceqMpK3bJPG9BknEB59KeKkPfE6DtRtL4oSpkr7/kGQFh+RZZCJMs6Oidf+JE6ZJJM3OMYV4vbxEfl5XEidO8xk/hXmKjGuhYRiGYTxIrqak+haOt+6UxNETtPd6ZMVq4in9gUTwbP/iK4lp1UkSx02WtPWbJePEKTVq1MXk7OLnWmvi1TBuxm/iFSG5dOlSadWqlfTp00fGjx+v9bLUqvqLnFFghKr1eS2iXL3Wy9UTIamrvpe4rn20N2vIw3/VdOGYpq0kcdJ0TTfKph0OUde8/n+/FtVl9Tdt+y5JcB6iUbUaSeiTL0vY829ITLN2kjRngaQfPVEsH5iGYRiG4W8Qommbt6spE0I19LHnJOyZkuoojElT4rdT1PmfhWUVrSkpWsKjz/hiOL8z8WoYN+PXyCsfrK5du8qwYcNk2rRpsnXrVo2M3gv44Jp4LWJcezhlJyZqmhAPsPh+Q7S21VP6Qwl7sZREfdnAebhN1f5vNCO/azKztGesHksNnCpIWIlSElHpC4lp3VlSlqyQLGppnXOyFGLDMAzDyDtXMzK133rGmXOSNGmGRNVprNlOoU+9IhEfVJG4dt0kedps8e7Yre1ysuMTiqVYvRETr4ZxM34Trzii4UiMcKXeddGiReqOhrC8F5h4LYIQDaW2+fIVSV2zVuL7D/WZKT36nHjKVfKZM42dJN69+yUrIlJXZP1xTKKvCOGUpaskpkUHiXivioSXfEfCS70v8X0GiXf3Xm2Yrs3PDcMwDMPIEwjXrJBQSdu8TWLbddXFaE+ZjySicnWJ69lfUgPWS6YjbLPCPepJQV2sYeLVMHLDb+IVA6XDhw/LwoULZc2aNRp1pd0OovZeYOK16KEPN0+EpG3bKfEDhklktTpq4hD8x6cl6sv6kjh+sni371bh6t8D+2psM46ekKTJMzV1KbxkORXNUbUbSRIpyjt3a42skL5kacSGYRiGcWc4z1ie23hUJE2dJZGf15Hgh56QCBz+O/eWlKUrJSso2JfdZHO4n2Di1TBuxm/ilZ6smDMhWGmtc/nyZRWVXq/XH7u/CROvRYhr4jHzwkVJXbtB4geNkMhPa0r4K29LxLuVtS4mYeR48e75wXnAhfgn4nrj8Xm4hoZrVDdp4nSJqlFfa18j3v1Yomo2kKQJ0yTj5GnJjkvwGUcYhmEYhnF73Of7mXOSPGeBxLbpLJ73KksIPdqbtJKURcsk/chxyY6NK7Z1rbfDxKth3IzfxCu4LW1cR+B7+aEy8VpE4P8X/VSd/5/e7bt8EdfPakvoky9JyB+ekqhqdSUR4er8DnOme3oqNEx3HhSI5LjufcVT9iMJf7GUhP75eYlt2V7SNm6VrCvB6oJsGIZhGMbPQDTVebb6nqvX+rS/Xl7CXiqtpUFqzBQXVyzb4NwJJl4N42b8Kl7dljZ32hv2bjDxWjQgipl58ZKmAycMG+MI11rieftDrYWJ/LSWJAwdLWnO73jN1XsUxb9OZpYjor1q489qcFyX3hJZ6XMJffRZifzkS0mg59zqtWompQ/aLEsfNgzDMIxbkR0dIxlnz2vUNapWQwl/rZxEVKwm0Y1aSPK8hZIVGiZXU9PMEPEWmHg1jJvxq3i9n5h4LQKwwJGULN5tOyXREa5Rn9dVoRj69CsSVaOeJAwZpfWv2WrekI92OPk4HzVwik+QjNPnJHXVWolp2lpC//i0hL/8tkRWrq4rxTRWz05JVfdEwzAMwzByh4Xn1A2bJa7XQPG8+a6E/uVFia5Ln/Yp4t29T70uLFX41ph4NYybMfFqPBCuOv+vsoJDVAgmjvpW61rp8xb+cmmJ/KSGJAweKWnOA482Nvr/9D7+byXCmxUVLenHTuq5IVojylaQ8JJlJbpOY0maMVd/53fjKMPvaLmV85/MrKuSkZkt3owsSU3PkhRvpiSlZUhCSobEJ6dLbFK6RCd6JTIhTTxxqRIWmyIhMSkSFJUslyIS5UJ4gpwNiZdTQXFy4nKsHPsxWg6dj5IfzkTIwXOR+u8LYQnOfrx6PLsNGYZRbHHLgZxnKW3tEkaOk+h6X6sBo+eN8hLfo7+2pyPLyTwkbo+JV8O4GROvxgMhKzJK0rbvksRxkySqZkMJfex5fbARfSW6yYMN5+EHUl/KA8Gb7jvHjVt8UeEa9ST0LyX0HGNbd5bkeYsk4+Sp+39uRp7IznZEa1a2pDmCFbEa5wjVqASvCtSQ6BS5HJkkF8MT5WxoggQ6wvTYpRg5eCFK9p2NkF2nPLLlWKisPRQsK/ZdloU7L8qcredl2oYzMiEgUEYuOyYD5h+S4YuPyiTn3yv2XpIzwfHO8a5KVrbdhwzDKKbwDHXmY9SypixYKtF1m0hE+UriKf2BPuOTZ87TxetsulFY+c1tMfFqGDdj4tW4r+gDLTJaLfMTx02W6HrNxFO2ooT86VmJ/Li6xPcb4qsrvRz0wFOJWDXOPHdB0jZtlbiuvSX81bLamy7y4y8krmNPSV2zTrKda1Ddj619zn2HaCqRVARpaHSy/KjR0Tg5dSVWAi/HysnLMXL0x2g5eD5S9p6JkB0nw2WzI0bXHw6WgP1BKjaXOIJ0wbYLMmfzOZmx/oxMDjgl41eekNHLj8uwpUdlwMLD0mveQek8a7+0nbZPWkzaLU3G75QGo7dLzSGb5dM+66R6/w1Sb9gW6THTmVw4IpdoLeeUbfciwzCKIXhC0K8148QpSRgyWn0swl97RyKr1pK4bn211yv+Etp6zu6Tt8XEq2HcjIlX476COYN35x5JnDBVoms3VsdBT5kKElHpC4nvM1hSN2zRVGFcfx84OGfHxknWlSCNtMY0aikR733iM5x4v4rW5Hp/OCiZQcHmlHif4WOe7M3UNF8EKqJx+vrTKjoHLDgkfecfVNHZ1RGd7afvk1aT90izCbuk8dgdUn/UNqnjiM0vB2+Szx3h+WnvdVK5x1qp2CVAPuiwSsq3XSHlnPG2M0o54402K6SkM15xxkvOeLnNcuf75fJiy6XywteL5blGC+XZ+t/Ju+1WSq/ZB+T7g0FyJiRe05QNwzCKGyzoph8+JinfLZGYZm0l7JmSGnWN69BdUhYu9WUtZWbZou8dYOLVMG7GxKtxX0DcXU1JlfSDhyVp4jSJafyNhL9SRoJ/9xeJqFBN4rr3l5RVayUrPEKuFrRG5c65pB9wznv8FImhbue51yX08RckukFzSZo5TwVsdkKiNVi/D1zV+tVsSU3PlKCoJDl8MVoWbr+gorH+8K1Stc86ebfTKinbcZWUbr9SXmu7XEq0WibPtlgiTztC88nGC+XxBgvksXrz5ZE68+ThmnPkoeqz5ffVZsrvqs6Q/648TX5Tcar8xvn626rT5befzZDffj5L/rvGbPnfWnPl93Wd7Rp8J487+3nCEa1PNVogDzu/+/VHk+QPzmur9lorAxcdkc1HQyUxNUPTh+2SMAyjWMDNjkXf6BjNoIrr0kc9I0L//ILznP9Mn/0Zx05ItvlF3DEmXg3jZky8Gvce+v8Gh2qqcNLE6RL9VVPxlKuoqUQR71eV+J4DJPX7jZIReMbXy7UANirPCgpW44nE0RMkqmpNCX+ptPari67fTA2cSC/Ojou3COw9hjTh8NgUOXE5RhY5orX3rP1Sf+gWec8Rq6+3WOqMJfJGS2c4gvVNR7i+0W6FvO6I2Dc7OGK202op23m1vNNljbzbLUA+7P69VOq5Vj7ptU6jr9X6rJfPnVHdGTUHbJS6QzZLPUcQNxy1XZqO2yktJu6WNlP3SifnmD3nHZTe8w9J3+8OSeNR26R06+UafX2z5VKp7Oxz3KoTcjY0XmKSvBaBNQyjWHA1PUOyY+P1Wc6zMrLi55qtxPMer4jUtRs1nVgdho07wsSrYdyMiVfj3pOZKemHjkjy9Lmaehv61MsS8senJeKDqhLXoYe2pFHh500vsGlEnNvVhETxbt2p5+wpW0HCXnhTTZzi2ncT7449jsAN0eiyce9ISs1Q4bpi3yVpM2GXvNR4oTz02Qz5twqT5dcVp8ifqs+S5+vPl5e+XiSvOQL2LUe4lu0aIB84ArXKgA3y5TBHkDpis+n4ndLWEaLdZh+Qfo4AHbr4qIxecVwmrD4pU9eekjmbzmpEd9nuH2X1D1e0Tnbb8TDZezpCjlyMltPBcSpOL3gSnddckpbf7pRSjoB9rNZc+d9PZ0iLcTtk24kwuRSZpM7GhmEYRZ2rySmSdSVYvFt2Suw3HSX04afFU+oDiarbVBK/nSoZp874nvE2T7tjTLwaxs2YeDX8Dxb5KSnaSiYj8LQ6B9NyBnMmopXhJX01o3Hd+knKslWScTxQzZHUdbCg/v/LylJL/4zTZyV57kKJbdtV30PIo89pm5/EYWMlbd1mdVDU6GsBFeGFDUyPSL2ljc3poDhZfzBIRi09Jk1GbpMPOq6Sv9adJy82WijvtFspn/ddLy3GbJeeM36QvnMPyMCFh2XokqMyYsUJGbsmUCatOy0zNp6ROVvOyXeOMF16TZiuOxgsm4+EOOI0VHadDHcEqkcOnI2UIxei5PilGAm8Eqttci6GJ0iQI0bDYlIkKiFNzyk2OV0OOa+bueGMfOMI2DdaLpXffjJNKnUP0OOvdc431Hl9pvMezMDJMIwiC/dqT4Skbd0piWMmOc/FehLiiFdMmjBtSl3vPB9Dwh70WRY6TLwaxs2YeDX8ztVU56YaGeWI0pNq2IC7YGTlGlr3Evb8mxLx0We+iOvqdZIVFu6rFy3oq7G+hqFay5PuvK/kBUs0ZTjksee08XqU84BGwKYfOa4pUZY+7B8Qrt7MbG1BgzNwN0eYfthplTz06Qx55ItZ8njNOfKxIxR7O2L1u23nNTqK2DwTHKd9V3/0JMrliCR1AA6JTlbhSdoxrXIi41P/JkKdEZfkVZdg+r4mpKRrzSrtdZLTMjV6Sp0tLXdIXSYVmBY81N9GOPuhz+vsjWfls97r5LdVpskLjRdKBee8hjnimfNJy8yy9jmGYRRNtLf1Vck4d0GSpsyS6AYtxVOukoT86TmJ+bqNpAas9xkxJiY+6DMtdJh4NYybMfFq3D3cQDMzJTs+Qd2E04+ekNS1myRp8kyJa9dNhStOg2HPvOYzZ+rUS5LnL9a6mKuFzHHwqnPd0f/Vu/+QxA8eoZFkbQPw8tsS0+gb7WlHahQi18gffIYRiAhHxOcPZyNljiMMO0zcLZW6rpESDRfI7x3x+lqzxVLNEYt95hyQVfsuy0lHJIY7ojTN2TbdEZca7bxmmHQvbwupjqDF9XhXYLh0mbZP625LOOL1qa/mSZNR2/TceB8JKbagYRhG0YMF6yznmZe2bZc+3z3vfKzilTZ48YNG6pxAS4PS0x/0qRY6HpR4vXptQSK3YRgPGhOvxt3BzSw9Q2tdMs6ck7SNWyVxwjStd4n8uIbWu4S/8KZEvFtZomo2lPgBw3QVlvRbFXjZBc+c6baQPoyADQ7R9xE/cLhEVauj7sMR5Spq/9fkhcv0b1Go3lcBgv6tGB1RL7pi72XpPfeg1Oi/QUri8FtjtrzsfH2nw0ppN2m3zN18VnacCNOU3lhnG6KjWddSdH0P2nt/vhyPiCzn8N3W89LWEdm02/nvj6dI+XYrpP/8Q7LuULBccd6PYRhGUYMF3fRjJyRp+hzneVhXwv76qvZtp7wmZdFyyQoJ9QnXQrRQXVB4kOI1y5nvZGZm6uB793h3ckwTvca9xMSrkT9UxHl90dagUI2ipq4I0NqWmIYtxfP2RxLqPMBIE/aULCfR9ZtLwohxkrpukzr3+mpcsx70u8g31PRmnD0vaRu26AOaPnbhL5bSB3Zc936StmmbpkPr+7Rr8o5AtJKeSxoupkgBB4Kkx5wD8m7nNfJ0vfnycNXp8vgXM6VSlzXScdpeWbTjolz0JEpcSrqm8D5o4q/Vv853BGydgRvlfypNkefrfyc1BmyUEcuOyf6zESpyMwvAuRqGYdw12honW9OFU1as0RIhMpFCH3tePS6SZ83XLgPaRcDIF/dDvLIP9pWRkSFJSUk6t46MjNT5tcfj0cE8m3PhuLwut+Pys/T0dElx5kfsh9cnJyfrzyzF2fAnJl6NfKGugkEhkn7giK6sJgwaqbUtWONrG5xylSSi0hfOz9pKwsARkvzdYvHu+cFX9+Lc0Ap7T1RqWrNjYp33c1GSps2R6LpNtCVA+GvvSOQnX0rimInaG5YVZ1ttvjNIq8UYaeOREBmx9JjUG7ZF3umwSh7/ar4823CBvNdhpTQZvlXGLj8um5zXUEuKYRJpwgWhntRt43PYEbAD5h+SUq2WyUtNF8vLzRZLrcGbVdReikjSulrDMIxCDdG0a/3bvTt2S3z/YRL1ZQPxlP5QPG+9L/H9hqpwxX1YF3GNfHE/xCtRVfYXHR0tx48fl3Xr1sn3338vAQEBOvh+y5Yt+ruQkBCJj4/XbXKiNc/O9cCc/MyZM/raQ4cO6ffsl9/duI1h5BcTr8ado6ZF2eomnB0RJek/HJKUuYskrk0XX03rUy9L8G//JKGPl9Ba0Fjn58nzFkp64Cl1IaQutsjhvCfv3v0+d8WaDdWUKvSJlyS6cStJnuO898PHNK26MAv1e43rKIyh0gZHlA5delQ+7rlW/vOTafJvlabIP1eY7AjAJdJ60m5ZsOOCnAqKE/6aBfUvSvSYFjuNxuyQ11stl/9w3sdzjRZKn7kHZc9pjzoW2+VgGEahBvHqCNfs6FhJWbhMomrUl/DXy2vWVVT1r5xn/yJtL1eQW+AVBu6HeEVYIkg5zqpVq2TAgAHSr18/6d+/vwwcOFAGDx4s3377rQrZEydOSHh4uKYSu7gpxkRZT58+LRs2bND9LF26VLZu3SqXLl3S880sinNA44Fg4tX4edyHFJHGM+fEu22npMxZIPG9B0lMveaaKovjLpHHqKo1JbZlB21QnrIyQNIPHVXhqmlDRfEB5rynzB8va3uAhMGjJOKjahL+alk1popp2lqSZ38nmecvan2vORD/DT6lpPqmpGfJJU+i7A4Ml1kbzqgpU+VuAfJa8yXyaM058pYj/r7ov1F6zj4gi3dc1HRinIIL8qccs6iD56Nkxsaz0nDkNnniq/k6qg/YqO7D24+HqckT799uV4ZhFEoysyTzcpB4d+3T7CoyrsJff0ei6zSWhEEjJM2ZJ1BaxOvsRpd/7od4ZV8I0mPHjsmiRYukT58+MnbsWFmwYIGsWLFChejGjRv1uMHBwRIXF3c9isrxExMT5dy5c7Jr1y5Zs2aNzJkzR5YvX349WksKMgI5uyjOAY0HgolX4+dxbjiIL0RY6uq1kjBgmETXbiSe196R0EeeVRdh0mWjGzTXfq6p329QwyJ1F0xJcURbpq+Ha1Ekx+pzasAGiW3dRSLKfyxhL7wpYc+9JrEdumv9K387Xmf44GOakp6pxkzbToRpmnCdQZukRP3v5DcfTZZHq89Wx96vx+yQuVvOqeNwcFSypHozC3zNKA7HkfFpcjo4TkYuO+YI8GXyiCPESzRdJFV6r9OesKQ7I2Ct96thGIURDJjSDxySpKmzJbpRC2ce8KozDygncd37SurajZJ57kLBb4FXCLgf4pX6VI6B+Jw1a5b06NFDZs+ercc8e/asnD9/XqOnzLcRql6v97oJE+cQFhamqcbjxo2TUaNGyfDhw2XJkiVy9OhR/R0RWZubG/7ExKtxMzxwHMF5NSlZm4pnnDylRkv0b4vr2keia9RT92DqWhhR1etJbPtukjRphqRt2aEPLYycis1DC/OqjAzta5s0Y546LVPzG/rkSxL5WW2J7zXQ10Ln6Alf+nRq8RWxtK+hBQ7R00PnI2XlnksycP4hqd53vbzVYqk899V8eabuPKncNUDaTNglMxyhd/hCtITHpqqTcGGAy55zxf145d5LjgDfLm+3XSHPNPhOBXmX6ftkZ6BHLoYnqoGTYRhGoQHBdK1lXMrSlRLbqqNEflJDwl8tI5Gf1nTE7CzJOHVWe70XmznAPeTnxKu/jkFt6ubNm1W8kjK8bNkyuXDhgtarMtcmrdg1XyL9l7k2xkyYOR04cECmTZsm3bt3VwG7ePFi2bt3rwQFBem+MyzrzPAzJl6Nm+HGhCFTcKh4t++W5OlzJbZDD4nAjMkRq7jqet56T0VrXKeealjk3blX+5tmhXvkamJS8UqRvVYLnOWJ1BpXUoWjG7SQMOfvRAqx5833JLZ5O/15+v6DkhUR9aDP+IGBWKO29eCFKJm0JlAaDd8i5dssl8erz5a/fDlbyrRaJnWHbJZRy45pRPZUcJxEJ3o1SlkQTJnuFM6V9OGjF6NVgDdzBOyLjnD9XdVpUrXXOhm+7LhsORZq5k2GYRQq8HAgE4t2dwnDx4qnbAV1GI6o8JnEduzhc9qPT/ClDBt3za3Eqxv99AcIU2pZiZ6S8jtixAhZv369ClOOg2BFgCJac0Z7mX9jykSUtW/fvtKyZUuZO3euRmpJFUbsWrqwcS8w8WpcB0dAnIBxEc44dlLS1m6SxFETJKZZWxWuYc+9IWEvlVZzJswZcBNMWbJC0o8cu9YWpngbM7AaTfqwd/8hSRg5Xv9G2jIIA6sPqkps686SNGWmui5nhXn0b6bp1MXgmsWJl0jk+dB42Xg4WCYFBErjEVvllSYL5alac+WxL2bJG18vlqYjt8mE1SdlZ2C4xKVkSGpG4U6tDYtNkR/ORsi4lcflw06r5KHPZsgbLZdK9YGbnL/BKefvkaAGTwU9FdowDAPIyKIsiNRgoq6hT7yo4pVuAxp1DTxdcN30CiG5iVfSce+1eKXOlZRh0n4ZiFHSi91+r3Dx4kU9p5EjR0qbNm2kSZMmMm/ePLly5YrW0CJ+maczN2c7m58b/sLEq3EdUlrTj5+U1JUBkjBsrEYLNR0IB8GyFdRBOLrRN77WN/MWiXf7Lu3vlhUR6WtAXsjb39w1mVm+dKqQMPHu2itJs+ZLbLtuEvF+FfGUqaAtBFT0Dxyuf+OMk6f19aRoF+W/G+8sIi5VDpyNlHmbz0mHSXvko06rpWTTRfLnGrPlzRZL5Mv+G6T3rP2yePsFjVYSnfVmZmuacWH+0ySnZWr7nA2HgqXdpN1SuvVyeanJInmyzjz5ZtxOWX8wSH70JEpiajHKVDAMo9BCunDq+k0SP2iERFWrow77kVVrSuLYSZK2c49khYY/6FMsUuQUr5ghYaKEsRLRUH8eA5fgTZs2ycyZMzWKirswEVXEKUKW32HKRKqw2+cVM6aJEydKhw4dpHnz5tKsWTMZM2aMimAit7TY2bNnj6YPMz+39GHDX5h4La5cS3XFTAkBdTUpSdKPHNdIanzvgdqrFNMhmo2H/OEp8bxTSSOwiROnS/re/c4DKkyuJic/6HdRIOFvSlQ189JlSZ6/WN2XqREO+ePTEvrUy7ogENe9n6Su+l6ywsJ9KVbc1IuQuYVeXs5/iLhS44ognb3xrLT+dpe84YjVX380SX5XZZo8VmOWfN5nnYxecVy2Hg9T0VoUuRCWINPXn5H6I7aqeP2HMuPkQ0fAj1t5QnYFhmtNL3+zovF/3zCMIse1NnmZFy9J4qTpvp6u5SrqMw1n/dT1myVT5wUpD/pMixS5RV5J1XXrT92RM603rxBRJYqKYRORV9yGaZFDBBbzpUGDBmktK+7BRFQ5JyKp1LXy2nr16knTpk01+sp2U6dOVfHLtuyPmljm6sk2ZzT8hInXYgqR0uzYOBVYRAlTFi2ThEHDJaZhCxVXWsfijKhPa0lMk9aSMHS0pCxbLd4fDkpWULCvf5sfV/6KFCwKkILtXJOkVKeuWONr4F79mtEVUeyK1TQqi1MjbXYyg0K0nZA6MxdyEK3UqManpMvRH6Nlxd5LMnjBYakzYKOU+WaZvNhooTxdb7583C1A2ny7UyatOantYzAwSkgpmtcU7sOI1IlrAqVan/Xym8pTtR1QnSGbZdyqkyru+ZtlZtn9yzCMggeL1Sxap23eri764W+U16wiTAkTRoyT9KPHfeVD6RZd8ye4+16+fFnFKyZKU6ZM0Ygm0VdSfRmBgYEaFSXCSQpwXiEFGWMmBOy+fftUJBPl5TikAQ8dOlSjsZMmTZKVK1dqxJXz2rFjh3Tt2lXFa/v27fV1vH7btm0qsukPO2zYMK2DRfgiwv3lkGwUb0y8FlOoW8m8dEW8O/dI4piJEv1VU/G8/YGE/OFJCX3kaQl/qZSmAiX0GyKpq9aqk66KKx5Mbnqw/a1vjRvZpg4Wa/ldezWtKqZ+czW8Cvn9ExL+SlmJrFJLEkZ+K94DR7QO9mpq2oM+87uGVN84R4QGRSfLgu0XpMWEXVK27Qp56JNp8h/vT5Sn6syT9zuvln7zD8q2E6FyPixeRasvRbhoXlNEoKMS0uTguUjpPG2fPO78DZ6oO1/+Wn+B9oJddzBY/2a8zjAMo6CBezCGhEnT5zhzg1oS/Lu/qBdGXO+B2kKP55fNC/wPUVFEKeJ14cKF2opm+vTpsnTpUhWzfHX7sP7www8SEhKS52MgKInaModmXh0aGqp1q7THQXQSgW3durW0a9dOunXrpuKWuTepxIjWr776SiOwRFl37typvWBJHe7fv7+mFONCTN9YhHHOmlnDyC8mXosD/E2ox/R6ta4VV+C0zdv0IRTXa4BE1/ta04I12lrmQ4n6rLbEtumiojZ1zTo1YMBJV7JsYp1nELCkWrFQsG2XthOKad5O64c9ZStK+BvvOn//ZhI/ZJSkLF2lqdvaTqcQpl6lXRNoZ4LjHDEWpFHG5uN2aJsYnHafr/+dvN1yqTQavlWGLTkqAfuvyEVPoho5ZWQW7YcZ7sMYM12OSNI+r3WHbta/yyNfzpb3Oq7Wv8euQI/2sjUMwygwuOnCp89JyndLJK5jT424hj7xkqYLk7XFc0vb4xl+J6d4XbRokYwePVrb2RABdetRiZBu3bpVDh48qOZKecXt14qAZW5NVJUILvNqIrvUvhJBRag2bNhQe8AibNeuXas/a9y4sZo2BQQEaFQ2Li5OU4U5zwEDBuhr6B2L2CXK67baMYz8YuK1OEAz6TSvPlzSDx3VB1B8zwGa7hP2ahkJK/GmhD5TUiI/rq6OuInfTlW7exwFqcmkHladhO1vm3eurUTT2zU7JlYyTgRq+nXCgOES9cVXEvrUKxL2ShnxlPlIYlq0k+Q5C53/R8d8iwWFDEToiSuxmiZML9PyHVbKM45g/e0nU+Wpr+ZJ5R7f688X77gopx2BGxaTooIuIyu7UDsK3wm8PQQsqdT7zkTIjI1npPbgTfL7ajOcv818qTV4s4xddVIjs4ZhGAUGhEZqmmZpxffoL1GVq6u7cPib70rCoBH6TCMqa2VE9waEJFFQxCv9U6k9JSWXSCt9WRGEpOlSf4rQZE6cX3KKWAZ1tOyP1jwIWFKEq1SpolHUkydPqngmsvrNN99onSvmTIhaanBJdd6+fbv+nFpYDJ0Q3G6trs3VjbvBxGtRxo24pqRK5oVLPgfcqbMltm1XFa7hpd6X0BJvacSVFOG4rn0lee5C8e7eJ5khoSp4r2ZatNWfsIBAf7zU7zdIfN8hvvpiR7hijkU0lv83SZNnStq2XdqyKDsuvkC5OHMWCE0EJ0ZMRFqvRCbJKUe0bj4SIlPXnpJOU/dKxW4B8mjNOeqq+2z9+VKl5/fSZ+5BWbbnkpwKirvuJFzcoPdrUFSyHDgfKb3nHJBXvl4sf603X12IG43Yqm7L1McmO3/boi7oDcMo+PAMyrp0RVLmLZLoWo3E83p5ifjoU83YSp6/yBGukRRNFus2efeS3GpeqUc9fPiw1r3SNgfReubMGRW5+al5RbAiKJlXExlFtLqtbZhns/8VK1Zo+m/VqlVl/PjxcurUKU0N7tmzp0ZWJ0+erCnG1M0ifElfRlDjXty2bVt1ImYfJl4Nf2DitSiT5ROu1KJQkxLXY4BE1Wwonrfel/DXymnqT5TzMIrrNVCS5izQVOKMU2clK9yj5gxXEU3FUGDcS9QoKy5OHRvTtuzQ1O3Ytl3E894nEv7We752OtXqqMET/8+0nQ51sAWkH+zfhGumXIpIVBG2bM+P6hbcesIu+bh7gLzcZJEaMj3miNcKXdZoi5gp35+6bspEhJYoZHG8tLKdN43oj4hPlQXbLmi9a5m2K+Tpr+bLG80WS19H0O49HaHpxUU9ldowjAKOc7/PvPCjpG3YIgl9BktEmQoS/sKbEl2/mXo4EI0lM6sgLbAWNXD2JZqJeCVFGPOj3bt3aw9VTJYYzIVJ1UXo5qeFDtuwPfNp9sUx3d6spCFjzDRjxgytd6W+lXRghDL1raQTd+nSReti58+fr1Fa9oeI3bBhg7bS6dixo0ZoSTNm7m5pw8bdYuK1CIPooeea98BhiR80SjzvVpawEqUk9PESjnh9Rx9A9HMlCph5JUjdh6nPNO49tMbJioqWjPMXdOGANkQIWE0jfrqkRH3mCNheAyV1+RrJ+vGKZMfEac3y/W6ng1hFaFLPmpSaIdEJaRo5DAyKlXWHgmTq+lPSecY++azfeinZcqk8XH2WOuk+WWeuvOX8u+OUPbJq32UJvBIr8cmWVpaTA+ciZfzqk1J70CZ5whH6D386XWoP3ChT1512BKxH/97ZhbzPrWEYhZDrrfQyJH3PfknCbLDe1xJe4i0Jf/ltievRX9K27dRFWJsz3FtytsqhphTTJiKu/uyZynyaFjgXLlzQYxHpRbQijHEyXr58ufZvxXG4c+fOKqKZd3MeCFlchRm8hlRmhDXtfNw0Z7YbMmSIit2cUV3DyC8mXosi1x481E1ia58weoJE1WkioU+/5ovs1WwocT37S/K8ReLd84MjoC76eo0S4bPUn/sDE4MUXx0sDo4ptNMZPFKiajeWiPIfq5lTxLufSGyrzr40YtrpBIc426Tc18kCopU6zR89ifLD2QgVopMCTkmvOQekyaht2u6mdJvl8kLTRTpea7FUPuy8WlqM3SGjlh6T1c7rTwfFaSpsmjnp/oSgqCRtnzN00RF5t/1KedwRsGXbrJCvhm6RWRvO6O+TvZnFMr3aMIwHSFa2mgZmR0VLyoKl2kJPTQbf/lC9GpJmzNM2e7SDsznDvSWneCVdeMGCBZoqTHqvv+a7Kc68gjRf0oNJ9aWelqjp+vXrVYBOmDBBI6ukBnN8UpYxkmIb6lxxPOY1CFQitO550lqHgQsxplJnz5414Wr4BROvRRHXHdARpZgvRX7+lYS9XEaC/vMRiahQTRLHTNB0H7W2Nx44rG5nOxMF7/5Dkjh6oqZyhz33hgT96/9ppJz/fyxApB8+qpMFjcDej/NyPkoJqRkSEpMiu095ZObGs9Jl+g9Spfc6eabhAvmfqtPl78uMk//v3QnyLx9PkacafCdV+6yTnrMPyMq9l+VKVLLEJqeb+LoF6ZlZkpiWIWsPBkmDEVvl2QYL5M+15uno6vydj12Kkegkr9bJGoZh3C/oN54dHaMpwwlDRkl4yXIS9lJpiaj4hcR16SPe7bvuexZQcSWneMUgCbMmUnOZA/urZyp1qERbcQjGVAkhinvwoEGDtAUOTsEIUyKup0+f1nm321rHjcDS35XX9u7dW0e//5+9946KMs3Wvv/4vvV+65z3vOfMmXdmzsyZM7Gnc+627WDWNrWxTd3mnHNObc6xzRGMoOSkAqICIoJKliRBJVaiispQCa7v2bsoxxG7R7EkyP1z3QsKqup5pJ5wX/fe+9obN2LLli3c1ocirvT+DanHFQiehhCvryCU/msnU6DAMFTOWsQ3HkXnPlD2HszpPlWXr3G6DzUUFzQ9VFtM/XPtxaWovn4TRo/TqJy3jD8vxdcDOFquHjcduq27YQ4IgTUtAw5ydzS7p51Obd2gyKjaYOFa1pTCClxNK4N3dD52B2RgybEEjNpyBb2XX0D7uUH4ZJofvpgVgI7zgjFwTQSLr1Wn7+BYeA4i7pQgUxJeJFyrrA5hPPQTkKi3SAI2TfpbHwjNxLgd0fh8ZgAvCgzfGIWj0t+SFg3IFEv8BQUCQWNBUVdqf2P2C4Zm9mLIPvyKjR3JUJAytqh9nujp2jg0hnilGlWaQ1MdK0VVycGYoqcUUSWXYTJaokgstcGhOTdFXWnblAJMwpcisK7IMJlKUdSVvlKaM9XnUjqya44uELgDIV5fQewPitjsh2omld36oex3b0DVZyinClN6qr2oxBm9E31bmweudjoWKy8o2PMLnWnEm3ZANXQsyt/4FLKP2nEqMdXGksMj996VBKxbNi8Niu1pzVbky/SIzZTB43Iulp+8jeGbolikvjnGC7+TRBUJqzek7z+XfjZ88xWskJ5zLCIHUamlyHigRonKCK3Rwi1w7GzKJM7Hn8Ll3Ewtg6jH635JwPZedgH/u/cRtJ3pjwm7onFC+hweyPV8XRN/SYFA0BhQOQubPC5fB9XA4eyToRo4AsZjJ529yJWipVdj0Rjild7D1eOV6lxJxFKKL4lVchWmxzTPJtHqqll1vY72gVKYyfCJ6mQLCgo4rZncj0tLS/n9KC2Z3r9GpJgL3IQQr68QXEOp1qA6Jg76zTuhHj4BivY9IP/gS1TOWQxzUBisd7NQYxAR1+ZMjcHI4rTq0mXoNkoCdshoKL7uzyZbyj5DUbloJYzHT6E6+jocRU6jLTxjHSx3T6ozYNJIIrNMbeKaVKpnvXi7mKN9lPY7cXcMeq+8hHZzg/D+pPP4QBqfTvXlmswRkqBdeOQm9gbf5dY31LeU2uWQIZNIcX1+DFU2dheOTC7B7ANxeHeCNz6d5ov2ZHh1LIFbEMkrq3hBQCAQCF4WXMJC95/cfHYTJsHKTvgde6Fy7lJURVxx9n43mZp6V1sNjSFeXdD70fvSNkl0kokTza8pukqi9afEp0v8Pi5iaX7uaosjRKvA3Qjx+qpArrAKJWySODUePYEKSfCQK6Cyaz+oyWDh6EnYCwqdNZNudKkTuB+eQOh0sJeUsqOj8YQXC1ZFr0HOFPBOvbk/rG7jdlSHR8GWc48XLp4Fcg6mVF5KDybH4GsZ5TgZdQ/rSLDuikH3pRfw4VQ/vDX+HP4y6iw+kgQrGTJ9vzEKi44mYE9QBgJu3Od01syiShatlNZqqrazcK0R9a3PDbUeor8fLSIcuZSN0duuslPzHwafwIAVF3EwNIsXCEjACgQCwcui1miC/WExqq/EoHL+cpS//Rl3KVBPnMX+GbT4XUupn8JhuNFoTPFK70VRVRKqJERpTk1fXVHTn9uW67UkVp/ndQJBQ2iweHWlC9CBSqkEJB5ppcYlJklYulIMOOXNzQevEK91cCjNgdpqC6wZmTD7BXHfUPnnXSF793NUDJ8A/dbdsMTEOd2EW9vfpyUj3Qh4QSIzB6Yz57n2iOpgZZ925Bok+mx167fBHBgG2718jro/coyuSzOlKCuJSlebm2KlketR4zJlXM+6zTcVM/ZdR9+VF/HZDH/8dbQXfjfsFF6Tvn4w2Qd9f7jEv9/hn4aA+Pu4k6fiVjnV0nsKIyb3ojFYEJNRjh+DMzB4dTj+q/9xtJ3qh5n743AyKg8ZDzT8WTrE310gELiTRx0KlLDEJ8J4xBMV341HKZUcfTsS+u17URUVzVFXQePSmOJVIGgpNFi80goLrayQcCT3MbLXjo6OZjts6vMUHx/PufIkMF9GrrsQr3WQ2Y/RxDcdMvOh1B5V/+8gb9sFyh4DOe2U0kvJNRA2sVraoiABajJzP1g2zwi9BP3OfVBPmAFFt35soKHo0heVc5Y404ip715JGdcz15DwlU4Fo8UOlSRaKcoanV4Or2v52OqTilkH4jBsfSS6zA/GlzP98clUX66z7LwoBAPXRmCGJJg2nkuGZ2QuIu4U41auEvdKtVyfSQ7Eop7V/VRZ7Xig0ON6pgwrPBP5M/loii86LwzBTOnzCk18yJ8ltc8Rf3mBQOA26nq62nLyYPQ8y94Kyl6DUf5WG140rQoLdy6QSkJK0LgI8SoQ1KfB4pWEK51UVJxNPaHOnDnD9tq7du3CwYMH4enpyT2iyGXMFYF1Jy8iXp2LjLWwO2p4UCTDGR126y42CrVWKxxyis5lQ7d5F9dFUlRO3q4Hp/qYgy9wTaSIurZsaulGpamE5XYy9HsPoWL0ZMjadkHJL/7AqcTq8dNh2HcE1ltJsEti12IwSSLHhlK1CXeLKxF2uwi7AzMwfd91dFscxpHV33zriX/pfgi/GeiB10efRRdJJE36MQZb/dIQlPCAXyerNHNaq+DlQ4sBVulvXWmy4NSVe/h2fST3zv3996fQbl4Q9gRnIKdUC6W+SiwcCAQCt0HziBppnlZ9IwGVy9awOaCiQ28opHmEftse2HPzUSv9XqQLNz5CvAoE9WmweKUU4ezsbLbUPn36NPbv388ClnpEnTp1intEHT9+nPtCUe8oKvx2Jw0Vr3ZyRrM5uE6vQKZHXpkOcmmCTmmVVltNy4lo0P/T4eBUUUvcTRgOe3BETvbeF1wTqZm+AIYjnrAmpTqFK0VdW8x/TvAktdKkgWqNuA5W+ryNp7xRuegHKHoP5gi7qls/aMdOhXnbLuh8gpAXeRPXE+7hxMVMrDybgol74tBvVTi3tqH04I+n+qGDJIi+WXYBE7ZfwwrPW2zA5Hu9EDF3y7meVa6tYjMhUcfaOPApLf2tyZiJoq+7gtIxfHMUXh/rhXcmnsPkPbHwjMpFUoGKFxTEnEUgELgDhzSHsmZmS/cVL1SMmAjZJx3YrKlyzlKYfYPgKJexGz6E8U6jI8SrQFCfBovXhw8fct8nakBMjYypITH1hMrKyoK/vz83KV61ahX/zsvLi4WuO2moeCXhaqiyIq9chytpZYhILuVaMqU0UScB22KuA3TRslq57Y3R8wwqRk6CokMvlP3pXaj6fy8J1xOwJKfBIVeIfmyvAq52OmTmZDKxiDWHhkO7bhvU5Eb8xkdQv9cWhm++RdnkeYhacwi7D0RgxKpQvDElAL/53gv/3s8DvxroiTfHerMJ0+TdMdju56xlTb2vRnGFkR2IqyxkvuQQqcFNBAnYEumzSMxTYp1XEj6a6oPfDTuJdvODMHnvdQTdfPCof674dAQCwYtiL7yPqosR0K7aAHmHHih77QNeDDedPgfr7RTUGoxiDtFECPEqENSnweKVIqkUUY2MjGSxSo2M6eSin1M0ds+ePVizZg2WL1/OUVh6rjtpiHil3+gl4VqmMeFyaik2+6Ri9Zk78IktRFqhGjK1ucWYobj6gVaFR6Fy8Q9s0KTo9A2UvQZBu2I9qq7EwF4m41QgwStEnbEGCVhrlrOdDhlyaUZOhLr3t1B3/QYPug1E1KDpODh2HaaO24cvJ5xF2+l+6DA/BP3XRGKaJIA2SKLo5OV7uJpWhswi6TzSVcNstcPuaBnH/6sMXcN0ZisLWK/ofIzccoXrkT+Z5odO84O5Zjn9gYZTumkxTiAQCJ4bXgy1c2aW5UYC9Dv2oGLcVG6LI2/fA7r1W2FJvMPuwxx1FTQJQrwKBPVpsHilOtby8nI+qaiulb6SiKQTKjU1Fd7e3hx1nTt3LotYMnByJw0Sr9KvaJKeXarF4UvZ6Lv6EjotCsHKk7cRlliEnOJKroFtCThKy1i46jbthLLvMJT+9nUoew+BduUGmP1DYS+4z3WStaJG5dWDJh12B/frZXfIm7d4hZwXMboPQN5bnyPujQ7wfbsnNn2zEONnnsTsbZHYeD4VJ6ILEZVWjsyHajyQ66HSVUEvCSUSQc7a76b+zwkISgsmA6fEXAXXKo+SBOxHE89z+5xxW6/irCRqk/JV/NkJBALBc0PCx2RGTYUGZt9AVIydCkW3vlD0GICK0VNg8vKFQ1WBGqOJ0kGaem9bLUK8CgT1eap4JXdgOjGowbBBmiDTyUNi1Ww2P2o47GqR4/q5q6cTnUgZGRmcKrxlyxbMnz8f69evx82bN9264w0VrwptFTKKNNgRkI62swPwt3HemLArGh6RuUjKU8Fmb94XaXaS1elgSUyCfuf+v6cLv/Yh1FPmcH2KNT0TNVpdU++qoJEwlymgup2OvP2ncHPgZFx+rT2u/OZDRP3ibZzvNAb75+zDmeOXcTnxPtJL9ZDrqjktuKVkGbRmipQGXE4pxUbvZHSbH4z/HuiJ7otCMf/ITZyPLcBDhQHVVvFZCgSC50SarzlKy2FNToN++x52r5d/9TXPKWhRvPp6vHPxW9S5NilCvAoE9aknXulEINFKorC4uBj5+fm4d+8eR1fpMQlGcg6mQQKWvpJopdY5rhOJ2uZQqvDq1au57pXchyka604aKl7JqOleuQ77QjPRYUEw3hx/DiO2XOHoxo0sOU/qmzM1qgp2Fjad8oZ69BTIP+vCzoCqQSNh2HsY1ows1FSoWeQKWgcqtRFZeTKEeUdj+4StWPfJKJz/Q3vc/sXrSO74LdJmr0Lu6SAU5xahwmiF2ep45LAtaN5Q+vADSaCGJDzEtB9j8fFkH3w23Q9fzgrADyduIz5bwQtyVAMrEAgEzwplZllvJ3ObNc3UuWzSpOjSB9pVG2EOi+DWOK6e4YKmQ4hXgaA+TxWv5CRMojUlJQVxcXGIiYnhyCk9LikpYZHoirI+/jr6Gf2O6mBXrFiBZcuWcescqofNy8t77p2j96STkwaJ48cHRXtJtCoUCqhUqmcWr1qTBQ+VBhwLz0H3pWF4Z+J5DF4fiTVn7+BqammzrSGrJXdRmx22nHuoCr4A7fK1UHzVHeV/fp+biFN9StXla1wLK2g90NFeoLEgskCP7QEZ+G6ONwZ3WY7D7w5A9u/fY+dp28QpqPHwRG1+AZt8iRSwlgOZMlEdcnZxJXYHpmPgmnB8NMUHv+h7DEPXReLstXxkPNRAbbCIOaZAIPjn1PV0pf7hZv8QZ0/XPkMh+/BLaS4xAsYTZ2HLK4BDrWnqPRVAiFeB4Gk8VbxSLWtycjK7Cfv5+eHcuXMIDg7mfq65ubmP+rbWPJZOQo8pCkq/p1Y506ZNY7Mmqn1taKscEql0gtL26ATWarU8dDodC1YS0jTovSkK6xKvruESvo9+Jv0zVtug0JnhHZ3nnAhO9UW/1Zcw70g8Lt4u4hS8ur9EvfdptFFb+2jQZamWxLvBCLtC5XSYXbaaI63U05V6sVVSnWvEVVhz81BDda6u1zf2fovx0ofrmKTjkz5jiqDG51Vgx8V7GPdjHNrN9EO3QT9iT9/5yOkxDGXd+sPYuSeql6yENfIq7MWlqJGOpdq6c71GHCvNfDg/43K1CRFJxdjik4K+Ky/hlwM80GFeMOYdvskC9l6plutknW2NXNeupt53MZ51PH7feto9TIyf/ls19utfZHtN8fpHc4m6+URNVTXsZeXcM5zSgynaqujWD8r+36FyxTqn2WOFBg6zWdwfmnC4RKlLvN6+fVuIV4GgjnrilU4GOlGio6P5JKH+rRQ9PXLkCD8mUUvikWpc6bkuSDiScL18+TIbNQ0bNoyjr/Q+JDQpUvq8UFoynbj0ehLUJFRLS0t5UKseiuYWFBSgrKyMxSttw3XiPxmppYkcTeosNjv0VRYE37yPkZuv4LOZ/ui5PAzjd0cj4EYhm6Q4J381dZM/R733apRB/wfXjcduh00Srpbse9Dt2g9F594of7cti1eqTzF6+8Ou0Uo3m6pHNyvHU/4GYrT84bxZ1fBCDH3GJFgCbj7E6J2xaLvwAv40NRifTvLG1jkHkLNgLYp7DYH6D29BP/B7mA978oTFLlc6JzGu40QcK812uCYn1Pu1SGVAdEYZpu+9jl8N8sTfxnij/fxgLPFIxI0sGarZLdrx6PrV1PsuxvN9zk+Ol7Edyo5ylfm87Ne/zG09y9/oeV//svb3RT/TFz4mXNd4mktIVwe7Vofq1AwYz/mjYsxUlP7Xa+wurJmzBIazPrDm5f/jvUHcH5pkuObXNAe+f/++EK8CwWM8NfJK6bgkDCliGhMTw61vKH2YHlPd6+Npw3SS0UlE4jIiIgLbtm3jHq+UMuzp6Ym7d+9yDS1FZp8X2ga9lqKttE8U2aXhErMksmnIZLJ6kdenr2LV8uSOBGr4nSJM3BWNr+YEovPiEAzeGAmv6DyeJNY2h8iF6/8giW2HVo/qhNsweJyBeto8yD7tyMYK6kmzoN97GNXxt3g1tYai4WKl9JUfdGySaCWn4PxyHXYFpKPT/BB8OCMQ7ZZHYOy2qzjnEQn5uSAoZyxExQdfQtNjALTzl8N4yhvWu9nOfrEOhzhWmvlwTUys9hpUGi3IKanEnqAMfLPyIr6cHYh3J57Hdxsuw+taHgplOuk51XBFXpt638VoXuOnBNHLen1jb+9FXt/U+/rSB10PaC4hzZGs+YUwevtBs3AlR1vL326DilGTYDh6gucZdoWSRa64NzTteDzyKsSrQPCPPNVtmIQmRTHJaZiEI9WTUrSVHj95wlB0lH6fmZmJQ4cOYfjw4Vi5ciUL1+vXr7OwpAt6Q04weh1FeF2ux7QPdCLT91SXSxFYisZS3evjNa8/NQiuIZP2/1paKWbtj0PHBcH4cl4Qvl5+AR6ROZxW7BK6j6cON8mgGyGl+JTKYDzjg4px0zm9h242yj5DWLhabiVJvy/n1OLamp9OPxPj1Rl0XNICTG6pFpEppZi9Lw5/+e4U3p1wHiN2xmJXSCYSkgphkSYp+t0HoOzSF4qOvaD8Zggql6xC1bXrqKEovc3W5P8XMZ7l867zFHDUQGOwIDK5BOvPJWPA6nD8z9CT+HKmPzZ6JyEms5zdiV3PF0OMx8eTE+MXef0/e4/neW5zeH1T7+9LHzT3keZuDk0lqm/eQuWK9ZB37M33BRra1Ru55ZpDqZLmHFWPykrEaNpBCPEqENSnwX1e6YQhcUkRUWqNExYWxlHX8ePHY8+ePYiJiWGHYhKaDYVOTIq+kkAmEUsnKw36nk5oEq0UgaVo7JOGTU+7CPDP6wRpnDTRW3QsAV8vC8NncwLxpSRi94dl8uSQolrO1zSRgK3bco0k2u33H6JaEhvaHzZA/lV3yDv0hKL7AFQuWIGqS5dhL5ejxmj8h89FjFd7UA0kReGupJZim18aBq2JwO+HnMCXswKx6mwyLqWUobCsErV6HcwBodBMm8+9gOVfdoNq2FgYT3rBVnAfDnXl34+3ZvD/EqP+eBKqyc8s0iAo4QGnD/91+Gm8P+Ecpu2Nxckr95D+QP3o+tHU+y6GGGI0lwEWppbUdL7+U6SVSo9oEVwzcwFMZ8/D/uAhdymgRXNxDWn64ULUvAoE9WmweHX1gqX0Yn9/fxaumzdvxqZNmxAaGoqHDx/ySdeQdGEXdFK6VjKfrAdoiNvw4yTkKqSJ/h18syYcn0ri9cNZAdgekI5ytZlTh5tD30SHQskOwvpte6AaOgalf34Pip4DUbl4FUzevrBl5aDWXMUpoILWARnyUDunkgojO2aTUzalvv911FkMWhuBM9fykS/TQ2OodrZCuJUE49GT0ExxtkKQt+vBCyFV4VGw5RdytF7QcqDoq7zSjMziSmw6l4yPp/jiHUm8DlgTgVVn7iAmo7ze5EcgcPGix8Xzvr6xt/cir2/qfX1pOFUodyownfVB5fzlzgyutz6V7gtz+GfUMqdGU0npbqI1TjNDiFeBoD4NFq+uPqsJCQnYsWMHpk+fjvXr1+PYsWMcdaWUXko5phPPVfPqzpOMtk+ClYTrs/Z5fZykAhW2+Kdh8OYofDI3EG9Kk8B151JQIE38dSYrR1+bChKjtdLfjHq2GvYdQcWISZB36IUySbxWjJ4C45nzsKZmoEZY2bc6qJWTWhKmKdLxu/LELbw9/hw+nOqLz2cHsGP29UwZjNV2rpGkiYj9YTEsNxKh27CdWyvJPmoH9ZipnE5siUtAbVW1mLC0IKjsgVLGK00WeEbmoseyC/hAunZ9NS8Io7dfQ8CN+xyddWaPNPXeCgSCpqa22oIanQHVV2K4xZ6y3zDI23Vn3wz9ph2wpd+FQ64QveGbKaJVjkBQnwaLVxKuFHWlFjpLly7lWlcyaTp8+DB8fHzYdfjGjRts8nTv3j0WmI87qL0oLvFMKcMNEa8ZD9U4cDEL436MQdu5QfjruHNYfvI2p90ptVVN2u+VRKktOxcmnwCoJ8+BvE1nKLr2hWrgcOi374Hl1h2OytZK/19B64LShekY9Y7Jx6gtV/Cr/sfRThKuE3fH4Eh4NrKKK1m4cuaANGq0OjiKS2Hy8oV69GQoOn8DZe9BqBg7jVfcHTIFaowmp4AVNHvo8kbR12rp+hSa+BCTf4xFp4UhvIDRZVEIDoZlolxjht5sbRbZIwKBoAmRLhiOcjmsyekw7D/GfVy5fET6Wjl3Ccx+QdI9QI5acQ9otgjxKhDUp8HilWpNb926xcZMM2bMwMCBA7Fw4UIcPHiQx4EDB/h3vr6+3C6HTr4ne8O+CC8qXnNKtDh9LQ+zDsdz1OKPI89iwdGbSMhRoERlRJW1CS7ktO/SoDrXqouR0K7ZDEX7nij91V8kwTEEOukx1bnWVKgbf98ETQ4d2aUVJoTdKcLqs0noPD8I/0/Hfei5JBS7gzPYsIdSSv/xRbU8KbHEJ0K3drNz8tK2MztW6zbugDUrl2uhaq0i9bylEZ8tx4bzKRi4LgKvj/XCm+O8sfr0Ha6JlUnHQVNmjwgEgiam7tpvu5sFs08gNLMXo/yDL1H+Thtops2F6cw5WFPTRdlRM0eIV4GgPg0Wr5QSTA5oFF09e/Ys9u3bx1/p5CLzJqp7pdY5sbGxSE9Ph1wub1aRV0oPDrz5AMtO3EJ7SQT8bthJzNh/HVfSyvh3VPfaqFB9r9HEQoLqXEm4VgwbC0WHXpB/3hWVi35AVVi4s86VVkkFrQq7o5YXVNIK1dgZkI7BGy7j85kB+P2Qk5iyOwZhtx4ir1zHEbd/wLUgci8fZt8gaJetgfLr/tIEpi3UU+fB6OULS1Iqal7AWE3QNJBIPROdjxkH4vD+5PP444jTmL7vOkJvFSGrqJLThwUCQSuETJdMzvmEOSiMDR5Vg0ZxqjClDRt+PMh1ro7SMhFxbeYI8SoQ1KfB4pUcgMlJmAyTyFWYWuVQT1dyHqYTKyUlhb/Pzc3l3rDU5sadJ9qLitcipZFbTmzwTkYnSbz+aqAHJu6MRujtImSXVMJY1cirkWRKJd1oKBJmOHgcym+GQvb+l2xjXzFiIjsEOspkqDUYxc2mFUJpopVGK6JSyjhV9O2J57jWsc0Mf2w8l8L9P00WO6eUPg2K1tvuZsMkHUeqwaNQ9pcPnK1zFq7kyY1DVdHI/yPBi1JSYUJclpw//89m+uM3gz3ZwGtPyF1n7XNjX8MEAkGzgDJp6Jpuy81jw0dF+16Qt+0KRY+B0MxdhurwK6jVG5x1rkL8NGuEeBUI6tNg8UpRVBKw5PpLwpT6rrpa15SVlXH/Vfr6tB6s7uBFxWuZ2sQTvJ3+aei6MBi/7H+cawjPXS9A6n11/QjWy4KL2Oyolf6O1uQ0GM+el24uSyH/4mtO7VSPnQb9rn2ojo1HrcnMzxU3m9aHQluF1EI1jlzMxjcrLuJ/vjuFzgtDuNbV61o+ZBoz7DU/fX7RseOQK9m0gwQrRfQVXw+Ass9Q6Hfugy0ji+tja62NdNwLXhiN0YK8cj08L+ei94oL+NPIM+i+LAyzD91g4yYy9qqpqRWXC4GgtVBb53Wg0/N8wnQ+AJoZC50L4Z37QDNzIYzHT8OWnknpPLxoLmjeCPEqENTnhfq8ulrYUC2rqw8rCUgaJGrpK/2MRK7DzdHCFxWvisoq3M5T4kBoJrovDsV/9DuGoRsu43hkLhJzlWyM0yjQxadKugipKtg8QT1tHpS9BrErrLLHQF41tdxMZNdYIVxbL7klWpyPLcD8w/H4dKovfjvIE8M3RnG7nJs5CujM1p8/NKSJCrlO2rLvcesc9aRZLF7LX/8YmunzUXUhAvaC+6jRi/ThlgJF47XS5x6eVIxxO6Px/hQffDk3EL1WXMShC1m8QEfmXTXimiEQtA5osUq61pNJk8k3iBfClX2Gofytz6AaMgbGw57OdGGZ/FFJiaB5I8SrQFCfBovXpuZFxWuFvhoZDzTwiKSoxUX8x0AP7pW4O/guojPKOWrx0qFItCRcHSWlfEPRbdoBRefe7AZI7sIkKszBF+BQKFBrNIobTSuDPm2Xsyz171xz5g4GrA7Hu+PP4c3RXlhyLAHxOXI8UBj4Oc8CuVRXX42Bfud+Th8u/e832MSJaqAs0dc5NV1MaloGJEop2k6LcCtO3UbXpWFoM9Mf7046z8cK1b3SoobNLqIrAkFrgHp7O1RqWO+kQLdxJxTd+kPRpS8UHXuzbwZl3tRQWxyT+Z+/maBZ0Bji1RWMokAUlQNSC0rKmiSvGtegn1GWJc2zf671peu9aP/o+bT/9L3dbneb541A0GrFK0VW88p08I4pwIB1kfjPoSfRa9UlrPFOxsWkYih1L7kNDaf31HAtYnV0HPR7DqFi9GSUv92GhWvl3KUwnjjrdAOUbjTCEbD1QeLEUGWDXFuFs1fzODPg0xn+PHovd0bXqO5Ra7KyiHmm9zQYYc8vRFXEFVTOW8rHGxk4aSbP4VV5W2YOainCL24yzR76xOkYoRr9w5eyMX5XNL6YHYDfDD6B6XtjcTWtDEVKA0zVjWw+JxAImoQaEq5JqTCd8oZ63DSUv/ExextQBNZ46hxn3rBwFfOJFkNjiFd6H8qQJLFJrS3JaPXKlStsuhoeHo7IyEjExMSwrw2VBtI+/VQ2pSsbUyaTse9NVlYWf280GnkbAoE7aLXilUQBmTYFJTzEsK1X8euRZ9B15UXMO54Av/j73GripcJ1rlWw5xXCePQEKkZOgrxDL5T96V2OiBmPn2LhSiZOgtYJ9emk4zDjoQabzqfgo6l+3NKpy5IwzD4cj4t3ilm0PldaKB13RhPshfeh372f+76SKRjVQ5EjJS2kkMAVta8th2KVERduF2HN2TvouCAY/6vHIQxZF4kzV/OQWljReCUQAoGgaaDFRruDFyapLY528Soou/ZF6a//iooRE3gh3HI7mXvIC1oWjSFeKSpqMplYmJJwPXbsGA4dOsQtL2nQ96dPn8a1a9dY3FIUll7zJLQvrogrdRkJDAzkfSZDV/LFoXJCgcAdtFrxSq1wlNoqXE4pxbgfY/GHcd7ovCwME/bEcv9Xqhd7mdRUankV1Bx0AZrZSyBr0wmKLn2g6v89dOu3oTomDo5yGdvdC1onFpsDKQUVkgjJx8TdsfjrGC+8NeE8JknHq2fUPaRIwoSE63PduuhmRzXoiroWCgtXOlsofNIRFVQTdewUrOl3Ob1Y0DKgEoikfBWXQAxcE4H/3ecYui8Nk8RsEoval30tEwgETQsb8ilVnBasXblemkd8B2W3flB06Anduq2wxN+Co6SMF8wFLYvGEK/0XjSXzs7ORnBwMLZu3YrDhw/Dx8eHH4eEhODy5ctITU1lM1Zqlfm0yCtFXEtLS5GcnMxid9GiRdi0aRNHcUkYG0RLPoGbaLXilYxM9GYb4rMVmHEoHq9P9kGHxaEYuikKR8KzUaw0vtT9t5eUoio8CroN26GQbjIl/+f3UHYfAO2qjTCHXnL2X6PVVFF72GqhBZYLt4ux4Fgiui4Jw6+HnMQn0/2x1TeNhSs5DDfo6CDBK01irCnpMJ/zh2bKXJT/7WNupaBdsopFre1evrv/O4KXBKUFU/o4LcSN3xmNXwzwRNvZgRi9IxpHw3NQUK5v6l0UCAQvkRq1GrbcezB6noFqwPcof+MTKL8eAM3k2TCfD+B0YnYXFvOJFkdjiFeKutI2bt68CU9PTyxZsoTF69WrV3H79m3eNkVS6TkUQaXnP61+lfaJ9o32ccGCBWjXrh2GDRsGLy8v3L9/n+fpAoE7aLXilVIyq60OJBdUYLFHIj6a4Y8OC0PQe+VF7AnKwH253ulb4+b9ppY45CxcHXsDui27UDF8AhSdvmEre82sRTD7h8CakcltSwStEzJpooWVB3ID9odkcn1r21mBeH+KL4ZtisK5mAKUqk38nIZCNdRsFHYnBXrpOKT0YXm77nw86tZvRfW1WGetNaUPiwlPs4YW4qjuma5ly0/cxruTfPh46bI4FKvPJHFUlq51dof4HAWCVwa6LlP0S7qW26Q5g+mcHyoX/8AZXLKP20MzZQ6Mx07CkniHS0XcPpkRNAqNIV4pIpqXl8d1radOncK6des46ko1q0VFRTyo9aVLuFLt6uPbfTztmCK0O3fuxJQpU9C5c2eMGTOG91mIV4E7abXi1emXVIvsokqslSZ4X80LQntpdJwXjC3nU9nMyVHr/h6JNUoVbHezYfQ4DdXQMdwSh4QDp2we8oAtr8DZb1MYKrRaqqwUSTPiZrYcCw7fxJ+Hn8H7kiD55odLLEbipZ+Tu/ALiRG66dFCiqYSJp8AqMdOZaMwSjOrGDIaplPnUKNQotZgFOZNzRx2HXbU4KHCgL0hmei54hLazg7C6+POcR/gqNRS7gn7rI7UAoGgBUCTExIRkmiounQZlQuWQ9l3KGSfd+FruX7HXha1XH4k5hMtlsYQr1SjSsZKUVFR8Pb2xp49e/h7Mlpytb+k7VFaMKULPxl1pd+ROzEZOp05c4ajriRa+/bti9mzZyMgIECIV4FbabXi1UV+qRbbfFLRfUkYOkji9bPp/lhz2tlmwipNCB3uUK91K6R0A7FlZsPsFwzt0jVQdOqN8ve/4GiXfvMuVEfFOCOuDpHe05rRGCzca5hqGIetv4z/7O+Bz2cGYO7heHjFFPDCilugG5/dDsuNBGcWwMiJkH/RFfKvunPdtTXhDhxFJai1iolPS4Bq+H2v38eMAzfQZXEYfjfsFLdWOnstH/nlelQahQmXQPDKIF27yZvAlp0Lw/4jUPUbBnn7HlD2HsT94s0BIWzQRIuUYgGy5fKkeKWIKKXwWiwWt/V4JfFKpkrkKnz27Fns2rWL61ypBpZqWCmiSiZNrnThx7dL39M+0nMp6kpmTytXrsSMGTMwYsQILF26lN+rsLBQiFeB22j14rVQmtTtDbqLgasj0Gl+MEe4lnkkck2h2V2pdhTBpQuNwcgrpCRcK8gk56uvud6V6l4tsTdgL7iP2mqLEK6tGProS1QmeEUXYPr+OHSQjslfDvRAvx8ucf1iUoHKfW2c6vq5cuucS5HQrd3MKWfl730O9YSZzob2Cbedkx9Bs4dSh2PvyrAn+C4Gr4vErwd5oqN0/FCNdGymDKUVwrhJIHhVqJXmO9SRwOTth8pZizhVmMSrZvZirn21Jqc65xPkCivmFC0Wl3il2tOLFy/C19eX03mfTN19EVyRVxKvx48fx+rVq7F//374+fnh0qVLLEoTEhJQXFz8KPpKuHq6UtSVnIg9PDz49TQ2bNiA6dOnY82aNQgNDUV+fj7P2QUCd9DqxetDuQHHLmVj1Jar6LwwBK+P9cbcQ/G4maOA1myFxe6GFUuKuhoMcMgVznThAcOh+PJrrnVVj5laZ6hQ4XQWFiukrRZaKDFbHEi7r8Z6r2R0WBCCD6f64i+jzmLa3uu4ll4Gha4aZqt7+3ZS6rA9vwCm0+egGjKaswGoN2Dl9AUw+waxiyWnnYljs1lDxk3ZxZXsMDxldwx+O+QEPpnmhzmHnBH7nBKtKHsTCFo6Lsd46bpsDr6AyiU/OE2aqGf3N4Nh2HsYljspcJTLm3pPBW7gaWnD5OZLP6fWMzRcab0kaH+q/+rPQTWvJC6pTQ65BK9fvx7bt2/HwYMHceTIETZvItOlxMREFqr0fNoObY/6t1K9rL+/P9e6UuSWUo4pAktuwyRiab/pOVQzKxC4g1YvXktURpy9mo9p++LQdWkY/mfkWUzacx1RaWWQV1ax4+uLQqmZdKOx5eZBv2MfFB17O81xRk2GjtKFY29wdIvTM8UKaatFZ7aiUG5A8M0HmLDjGl6TjsUvZgeg3+pw7AxIx92HGpik49HmcK+IpBX8Gulcqo6+Du2KdVw3pezWH8rO30C/ZTesaRlw0OKKRfQLbc5Y7Q7uC5z+QI1Vp27j7Qnn8JEkXodsuIxN51ORkKtgozpxiREIWi610tzHIZPDmpQC/dbdUHSXrtVf9+d04cpFP3B2F9W5Ur9uQcuHhCIZJpF4pbY15AZMkVBK06Weq7m5uSw8SeA2tB2Nq1UOCcy4uDiOuNIgQUrbo9Y5JELp+/DwcOTk5PB8m8QofR8dHc21siR0IyIieJ/otZQyTEKYxKuIvArcSasXr+VqEwLiH2Cx5y18vfIS/u/3pzF8+zUEJxbhgcIAwws4urqgVVJ7UQm7/lEPtvL3v4S8fU9ULl/rbEuSV/DC2xC0fMo1ZtzIlmOXJFS7zA/Gv3Q/hC4LQ7D85G2EJD7kxZSXCaUPU/SVXK8VHXqh7L/+xo6VVRcjnUZiYjLUrCHjJjJlUhstOBCWiXbzgjhyT2Z0U/bEIiKpBDZHLQtYgUDQMqnR6ZzeGQEhUI+bhtJf/4UXwzXT58N00kvMJ14xKLJJvVWTkpJYEB44cICjrxTdpP6pJGRJPFJaLxkm0Zz4eaHUX6qhpWgubYveh8QyCVmKuK5YsQKTJ0/GwoULH/VtpVRjEsy0fXrOyZMnOepKryMBTc+h161du1aIV4HbafXiVaGtQnhyCTb4pKL36nD8++CT+HZDFLzr0uwqjS8ebaK6E+qbWRV5lVdGZR+2g6L7ADbJoZYk9qLiF96GoOVCWoIEBUVWj4TnYNKPsWg70x//PeQExm2/xq1xqAabIrMvEzL/IPMmw8HjqPhuHMr+/B5Ug0ZBt2kH18Q6yspF7+FmDH0sFJU3Vtvhc70Qo6Vjp+PCELwvCdg+q8JxKiqPF0AMVTbxEQoELQ0qP7JY2RvD7BMI7dLVUPX/DuWvf4SKERNhOOwhXb8T4ZA/v3gRNF9c4pVEIUVD9+3bxyKR6l+pHpW+koAkoUkuxHL586eL07yZ2t3QvFqr1bLLMG2THIKp9yuJU4q+Uv9XMmIi8UxGTikpKSxat23bhh07dvC+BQYGcnoxpRqPHz+en3/06FHcuHGDa2bdVacraN20evFaoa9GbJYMey9kod+6SPxLfw98I030jkfksmCo0FW/8L7WmqtgTbsLs28gNHMWQ/ZJB77pkEiwJqXCIVO88DYELRcSruRsHZ1RjrlHbqLdgmDu1fnOhHNYffoOi1qVdJxa3VF//TNQ6jqlm1VHx6Fy3jKUv/0Z12Wrho2Ffu8h2HLuoZbqaUTta7PFJWCvppVh1Zkk9F0TgT+P8cLHM/yxzS8NWUVaXrCrEdFXgaBFQRlctXoDrIlJ0K3eBGW3flC07wHZZ52hXb4O1fGJvABJZSCCV4fHxSuZNVEbG+rFSinE5OJLX0nAkmES1cJS6nBDcJkvUS0rmTJRPStFY0kMk0ilqO+yZcswYMAANnOidGGKrm7evBlz587l31GK8I8//sjGTYsXL0avXr0wePBgjr7S6ynV2V3tfQStm1YvXimyeqdAhZPX8jBkUxT+te8xdF92AXuD7+JmtgLyyhd3WiUjJkvCbRiPeEI9eTZkn3bkHq+mM+c5IlsjUilaNZUmKx4oDTgZdQ8DVkfgnYnn8dXcIHaM9YzM5TrGKqvjpad71trs3MyeRKp+z2EoyVis+wB2xdbMW8qZA9wz0Chca5szdJykFlbg5JU8TPwxFn8b543Xx5/D/KMJuJRUgnulOu4LKxAIWg5k6mhLz+TSDjJ6lH30FRvrqSfNhvGEF2yFD1i41tpFP+dXCUrBpYgliVfql0p1pSRYKU2YHIhv3brFKcWU6ltQUNCg1FwSlCRYSaxSBPZxgUnvR+9NEdXly5ezeKXUZaqPpQjriRMn2KiJRDUZPFGUlWpjyazpcfFK+y7Eq8BdtHrxqq+yIbO4EgEJDzFq21X8W5+j6LowhHu/XksrQ5kb2kvU6A2ovhID3aadbNIka9MJFaOnwBwYxqmYopaw9UKHa6FczwZhZLLTZqov/jr8DAavjcCm8ykcQaM0z0Yx2qnr+0qu2FUXIqFdtxWqwaNQ9rePWcgaDhzjum0yCxE0X6j29aHSgOuZMqw6fQcfSMfUn0aexfCtV7E/LBsJOcqXHsUXCATuhQwfqS2OduFKKLv0heytT6GeOIuFqyXhDrvG14oe8a8cVIf68OFDFq/UcoZShimVl1x/yTCJ5r/0ldJ9SehSxPR5IcFKEV56D3IvdrXDofk0zbFJILtqX6l3KwlWEtS0XySgKepLbXYoAkz7SEJ33bp1+PbbbzFq1ChOKSajJxLX9J5CvApelFYvXqk+rEASD5GppZi0Owa/6HcMneYHYY006bt4qwhFiud3bnuSGq0OVWERqFy8ChXDxkL+RTeoJ8/hSFZNpZbdAwWtCzpKSWRQiie1ZdobmolRW6/gzdFn8fZoL8w9cAOhiQ+59YmtkYVGjdEEa0YWL66opy9A2RufQN6xNyoXLIfJyxe2zBwWuSJ9uHlCl0CNwYICmR4HwrLQcUEI/iIdUz1WXMT8o4m4cKuYXavp+BNTCIGgGVPXI54XwK/GsuGjauAIKL7qzu32dOu2wXonFY6ScmdPV8Erx+Otcp7s8+ouKOJKApjqWCntmFKFXXNrSg+m2lqK+FJaMJk2BQUF8e9J7NJzScSS83F6ejrvJ9W3Uv3r6NGjMW3aNH6tqHkVuJNWL16pZ2ZxhRHXs+WYdSCOeyN2nB+MxccS4He9EIXl+hfeV1oRNfsFQTNlLhvgUB0h1RRa4m4661Ps7u3bKWj+uJxhyYSJzHXG7YpBp4UhXOdKkf8fA9NZuCq1VY3uDss9BOUqWDNzna2dvu4PRedveNKkXbYW1VExnC1A5iFilb95UiVd1zRGC/zi7mPYpih8MM0PX84LwoC1kThx+R47ElOddY34/ASC5gvVIMqVvJhoOOQB1bcjWbiq+n0HDfXhPh/A/Vw5e6sB/T0FzZ8n+7z6+PiwSCTB6S4hSNFWEq6ZmZkcSY2JiWEHYxokVA8dOsR9XyldmOpt6TkU5aV9MJlM7Dzsmo+XlZWxmCWR7aqFpe8b6oQsEDyNVi9eSUDIJYGQVKDC4uMJ+NOIMyxeZ+6P4xrEeyXaF9tRKoKvUHOdSsX346Hq/z2UvQZBt3IDmzUJ99bWiV0SpFpJuBarjdgRkI42swLwpiRcP5nhj9HbryLo5gOOjlF6Z6MfHbTab3eg1lQFc0Ao1JNmQdljAORtOvHkyXTqHBxlMo4GiGO3eVJb52AdU2cC1mFhCKcPfyyJWDJuKqkwwmixibY5AkFzha7DVhtsWbkwB19A5YIVkH34FWTvfQ7NxJkwHj0J650UIVpfcZ4Ur+T0S67CNAd2V/0oCVDaBolSirKePn2aU4PJeGnv3r2cArxx40beNu0HGUhRavGT0L7Qz2nfYmNj+TVUD3v16lWOupLIFQjcQasXryQOKApBda9UH/bm+HNoL4nXsTujsT80E5kPX8BMiS4sFMUqLYPxsAebK5B4rRg6FvqtP8KWkemcZQoB0OowS8I0p6QSl5KKMWt/HF4bdRYfTvbB8M1R2OGfhoQcBR+bTSIunDnNHFklozHDgaNsNCb/vCsUHXtDu3oTqi5fgy2/UFLhYuLUHKGPkC4r5Ji+OzgDI7ZewafT/fDnEWewQBKzN3MVnHFCRmACgaCZQfWG0nzGoaqAOeQiKqktztAxXHKk6jOUM2Is8bfgKC4V5RuvOI0hXikFmebQRUVFSE1NZbFJNarkZkz1qzRI1JKbMUVoKV3Y8ZRFE9oX+jm9X25uLu9vREQEGzVRWnKVcMIWuIlWL17JdZMMcQplemw+n4qPpvmhnSReB2+8jM2+aTz5azB2O7cfsRfeh37nPija94Sq3/dQT5gFw0EPNmAQtE60RgubMVEUrN/Ki/jPPsfwuSQu1p65g8sppXigMDR9PaJ0Y7QXl8ByM5F7vSq++hqyd9uiYtQk6HcfkCZPiRwZEDRf6LpGUfylnon4fKY//qPvMYzacgU+cfeR9kANvVl8fgJBc6PWZuNyI1og1O+S5g6dejsXDzv3gWbGIlRdvIwarV7UubYCGkO8utrkUBowGUFR/SqJ2Pj4eN4uPaZaWNoXlxvxT0G/o+eQwKVoq0vs0v7aRYmcwE20evFKka1qqwOlahN2B2bgi7mB+EoSrz1/uISVp+/g1r2G5+hT1JUMmax3s6BbtwWyj9px5JXqXalNjr3gQYPfW9AycR1v9+UGHA/P4Uhrh3lB+OuIMxiyJgKno+4hp0QLtaEZmHjRDU06fu0Pi2A66wP1yEm8AKPsMwTqiTNh8vZl52FqBSVS15on1Oor8Z4C+0PvoufSMPxygAf6rLyETT6piEwpgcoNfawFAoEboeuuJBKsqRlOr4xZCyH74EsoukjCddo8GA57wpqS4Vw4FNfdV57GEK8u6P3IdZjm1ZQaXFhYyNFYlUrFP38WkyiXEKb9ozRh2n+XcP050SsQPA+tXrzS0+2OWlRIk7hDF7LQZXEovpTEa/tFIVwrdiNL3uCLA7kIU9Nwy60kaJesQvlrH7J41a7aCHPQBdiLShr0voKWi8XmYCfYO3kqLPNIxJvjvfHRVF98OTsQi44mIC5TBr3Zys9rDlAEoNZcxeZiunVbUTFkNAtYigLoNm6HNS2DW+uQI6ag+UGtwB4qjRx9Hb4pCr8bdhLt5wdxWcSpqHsodUMrMIFA4EYo9VKmgNk/BJULV3KaMM8dBo2E4eBxLuWgftvCL6N10Jjild6LRCZFYGk+TbWw9JVE6/OIT1f6ML3m8b6xwmlY4C5avXgl6CVaoxWekbnosyoc7RYEo82cQEzeG4tr6WWcWlzTgNpDikhR1Kr6agw0sxeh7I9v8w1Iv30vqi9Hs+mNoHWhNVmRVVwJ3+uFGLH5Cv6933F8NjMAo7dfw+GL2cgr1TlbmDSza7wtrwCm8wHc7knRtR/KX/8YmqnzYPYNZAFLkYJmt9MCXgQhY7Ab2XLMPRyP9yb7oO2sAHRaFILNPinsaE3PEcZNAkHTw21xNJVs5qjfsgvKXoO5pys5DFOrsurL15y94Y2iN3xroTHFq0DQUhDiFU5zE4p2eUXn4ztJUHRaHIoPp/uxoLh0p5jNdRrSa7NGp4ctOwfmoDA2vCn7w9vsOGw87Ok0W1Cqnvs9BS2bYpURoYlF+OHUHXReGIL/r9cR9F5xkR2HqQZWVmlulhqQjlVrchqMHmegko7h8jc/hWrAcGiXrkaVdHxT9FWYjzU/SJRapGtXZlEl11f3XnkJbWcH4m/jvDH74A1cz5ShQl/NqewCgaBpqVFrYEu/y/201eOmo/ytNlD2HgzNzIUwnjgrzSdyUWs0cUaMoHUgxKtAUB8hXuswVtngf+M+Ju2JRfflF/DuFB8M3XgZQfEPUGm0NMiVk25E1jvJMJ7yQsXYqSiVxKta+mr28oMt7S6vsApaBxS5tzlqkH5fjZ2SUB28/jI+nOLLkdfxO6NxKamEzXXIPKw5UltVDUeFGtUxN6Chlg2fdXb2fv1mKAy79sOWc0/0LG7GlKiMOHstH9P2xbEh3X8M9MAw6fpG17wCmY77DQsEgiaCRAilWBbchzkwDNofNkDx9QCU/u4NVAyfCOOxk7DcvMVzCkHrQohXgaA+QrzWYaq24+LtYiw6noh+q8Px9qTz6C999Y7OR7nG3CBRQfWu1dHXYdh7SLoBTUDZX97nVMuq0HDY8wqdfTIFrQI6vqif8MXbRZi6JxafzvDndOEv5gRi47kUZDzQQGO0cHuc5khtnXM29Rw0HPGEevx0KHt+y0YilTMXoupCBOyFD5zpw4Jmh1JXhStpZdjun44+P1zCv/U9hh7LwvBjUAbismSQSdc4gUDQNNDCHwnT6mvXoVuzGapBo6Do1g/ydj2lx1tguZEIR3EJ+w8IWhdCvAoE9RHitQ5KDaa0zQ2SkBi6MQpvTTiHnssvwCMyF4VyAyqNzx+ZoNqUqrBw6NZvhWrwKJS9/hE7DVuib3C9K4kBQeuAUjOzS7Q4cikbXReF4FeDPNFuXhAm7I7B+diC5uEu/AxQ+nD1tVjod+2HasD3KP3lH6H6ZggMew9LE6wENhoRND+oLCKzSIOAmw8wcssV/GvvI2g70x8LjiXAN66Qo/4CgaBpYFf3+w9hPHUOqoEjUP72Z1B06Qv1mGkwefujRprrsLOwECqtDiFeBYL6CPFaB6UFx2fLsS80E6O2XsUb47y5JnG/9JjqxZQNaClBbsJsckOOgQOGo/y9z6FdthbWW8moqdCIHm2tBDoic0oqWSQsOHoTn073w/98fwrfb47CgYtZbKZjbKbpwk9SYzBwf2KKtFbOWQLZO59B+XV/aGYs4NQ2a0Ymm47UihYOzQq6vpWpTUjIVfAx+McRZ9BGEq/fbYriNPbUwgo4hBukQNC4kHur3Q5bZjbMvkHsIUAtceSfdoR60mynu3D8LWc7MnFutkqEeBUI6iPEax3kuJmcX4FTV/IwcVcMXh/tha9mB2K7Xxpu56ukid/zR0kpjdJ4/DQ0k+dA1XcY35Co3YjtbrYkAozCdKEVQEcjuQfH3i3HqtN3OGXzb2O98LcxXljikYDEPCWKVEZY7S1D7NExS0Zk9vxCGH48yMJV0ak3FF37QjN/OaquxrDAFa1zmhdk3ETZJXSsbfdPw6ezAvDJDH+0nx+MeYfj+fi0OmpYwAoEgkaA+/TZuaVeVUQUtIt/gKofzRM68DVVt3U3LMmpsJeWiblCK0aIV4GgPkK81mGVxGvmQw0C4x9gxr44vCaJ1zbT/bHOKxmxmTLulfjM0D5IFxUysTHsOcyGC6p+37HBjX7nPtikiT9HXUV06pWGRKux2sb1hl5X8/DdxsucqvnhVF90XxqGA2GZKFWbuJVJi2lVQvtJAlatgTkwFJVzl3JWgezTjlANGQ2jx2lYs3PhUFU09Z4KHoPnydJnpzZYeIFuyMYotF8QzK1zvpO+D7hxHyp9NQtcgUDwEqGT0VHD9auUncVtcXbtY+Gq6NQLyp4DoZkyB2a/IHZxp4VuPGN/TcGrhxCvAkF9hHitg1rh5JXpcDm5FPMOxeO1UWfxgTSxW3biFsKTS1DwPDVhdGOy2mBNuwv9pp1cG6gaOByqb0fAeOQEHMWlTldWcdF5pSF3YRKnKYUV2OCVhDbTfPHWOG+upZ5/9CYu3C6CSRILZNLUYg6FuoWZWpOZJ12mM+ehmTEfsg/bQd6hJyqXreHWUJRaLGhe0LWR0tPDk0qw4uRt9P0hHH8eeZbLIw6EZSG7VMsCViAQvERIiFqtqCH/gKho6HfsQ8XISSh/r610De0Bzcy6Eow7KWzkxFHXFnODELgbIV4FgvoI8VoHCY2HCgPis+RY6pGIv431xjuTzmPO4Xj4xT9Adsmzt7Whmw1N7i2JSdCuWMeplWTYpB4/A6azPn/viSl4ZaFPl+oMUwvVOB9biEm7YvCn70+xeJ20OwYel3O5zrClQu7DjtIyWJNTodu8C/L2PSD/rDO7aus27WCXbWqvIyZezQvq53onTwVP6fgbs+0a/jD8NGcCUN/hq+lluC8XDugCwUuBI64O7tPqKC2H9VYSDLsPQjV0LOSdeqP87TZQDfzeaX538xYbPgoEQrwKBPUR4rUOuyReydAkpaACq88k4a1JPnhrsg8m770Oz6h7SL2vfub3ohoW6uFKtvdkaiP/qjsqho1F5YIVHJWqoZRKccF5ZXEGJ2uhNVkRmliERccS0WvFRfxp5Bl0mB+MbX5pSMhRoLTC1NS72nCkmybVttJCDJmScescqn/t1hcV342D0fMMp8SRiyZaSD1va4AyTCiL5JokVBcfS8Bb473xzsRzmLg7BscicpBc0HIXVASCZg3Vt0pzFPLCIMM7/dYfnRHXD75kkyaVNEfQbdyO6qsxLFw5XVjQ6hHiVSCozwuLVzpxHA6HdF22Pxr0+GWfVO4Wr1RzSLWJOSVabPJNw/szA/DmFF+M3BGNPSGZuHVP+czvVUMrq+VyvkGpJ8yA7ON2qBgxEboN21EVeZWFreDVhWpdKRWY+gOTW3XXJWH4cJofXhvnjSEbL3NdNdUeVr0i9YWWhNvQb9klidaxkH3Ujnu/aleu55/bHxY767vFDbZZQNe5CkO1JGB12OGfhjYz/PC6dFx+88MlLD1xC1dSS/mjEp+WQOAm+ISq5dZ4tHBtuX4TuvXb2cSRrpUlv/gDlL0HS8J1B6rCozgqKxC4EOJVIKhPg8UrnTQkVOnEKikpQU5ODu7evcsnFZ1oJCzN0sXa8ZJMidwtXilSRr1cyZiJxOoXC0Lw3nR/DNl0hXu/Xs+UPft7aXXcs83kG8SiVfbe51CPnQrDviOovh7Pvxe8urCrq3Qcxd6VYeGRm3hzDJl/+bFAWHXmDm5kyfk5FAV7FSDn4arQS9Ct3gRljwGQvf+FdNxPgE4StFURV+CQK53uw45X4//bkqGFFaqzJgF7+so9DFgTzq7D7eYH4fvNV3AupoBNxsh9vUZMigSCF4NEq9XKqcLcDicojKOrlIkl/7wbFFRS9O0I58K2JFxtufns5i4QuBDiVSCoT4PFK4lSizQhLS8vR2JiIkJCQuDn5wcvLy/Exsbi/v37LC4tL6llhtvFKzvD2qHQVeNYZC6+Xn4RH88MQP81EVji4YxIPPN7qTWwZefCeMobqkEjUf7mp1BPmsWPLbeTOd1S8OpCUdXEe0ocj8jFYOn4+beeh/GFJBDmH45ncZBfpuPj7VW551BqsL3gPkzefqgYOdFpPPJlNyh7fQv9noOw3ZMmZHqDaPfQTKBjjyKwEUklmHEgDp0WheLdKT74Ym4Q9oTcla6BVTBU2VqOA7ZA0FyRziGucVWoUBUajsqFK6Ds+S3K3/kMZa99yIvb+r2HUH01VnoOLfJZhbOw4B8Q4lUgqE+DxCudLGq1Gvfu3UNcXBwCAgLg6enJ48SJE3xyhYaG4vbt25DJZCxg3R2Bdbd4pZdV2xzQSZM2r+h8DFgbgbazA9FLErHUOufS7eJnfi+HTA5L4h0YDhyFqv93KH+3LTSzF8McfAHWu1nOhuOCVw4SBVQ7/UBuYJE6VxKrXReG4NcDjuPbVZdw5GIWEnMVUGirmnpX3QoZM1EqvCU+Ebotuzl9mGq4KAKrmbEApvP+sKako6ZC7ZyYiZtts4CORaq/HrYpilvmvDn+HFacvMXu2FSP3VJ6DwsEzQ4SFdK8p0arhTU1A+bAMOjWbOb5AJnbUV9s1dAx0G/fi+qYG7z4R9dRgeBJhHgVCOrz3OKVThQ6YfLy8jjaeuzYMezduxe7d+/GkSNHcPr0aezZswerV69mMUsnmU6nc3sE1u3iFc4+iBZ7DYLiH2Dk5itoPzcIXReFYMzWqwiWfvasUJ1f9eVrXAeo7DMUso/ao3LpajZw4h6vVa+WeBE4IeFK6cBk+rXeOxndloTis5n+eHOsN+YcuIHo9HLIKs2vXi9NctC0WtmgqYqO+537oRo0CmX//SabOGnmLIHp9HnY8qRj32YXkYVmAtX3+8QVYt6ReHw81Rf/PfQkO2EHJjxAxkPNq3ecCgSNBGWZkHC133/A7cTUU+dB2WsQL+iReKV2OIYjnlxGRD2xKTor+r4LnoYQrwJBfRosXqnG1d/fn8Wrh4cHi1aKwEZERLCQnTx5MjZu3IiYmBiOvhqN7nXOc7d4JeiVFD27dLsIk3dFo+uCEHSQBOzgtRHwiSl45lRPSpM0+wU72+RINyx52y7QrdsKa0oamzHUvqRUakHTQm1INAaLJFLLMH3vdbw5zpvFa9fFodjmm8pigaL7r2o6JqXDs5NmxBV21pZ/1A6Kdt2h7D4A2qVr2KyMjn/hotk8oB7E8TlybPdL4+vcbwefwLfStW57QDq7EevM1qbeRYGgZUELedUWOJQqWFPTOduqcskqSbD2hPzzrs7OA6Mmw3DIA5ZbSU5zJiE+BD+DEK8CQX0aLF7Lysq41pXShpOTk5GVlYX8/Hw8fPiQhezEiROxcuVKPtkKCgqg1WrduuMvS7zSiEouwZz9cei5JAxfzApA72UXcDrqHkdlKTr7z7Zgy8iC8fhpThVWSBN3unHpd+7jVVhKr+Tok+CVg+oEi1UmjtwP3xiF3w89iS4LQzBlTyzOXs1DicrIwvVVvdlQ9JXMRmjxxnT6HDSzFnLmQfm7n0PV7zvot+5GddQ1zkwQND3UyumBXA+va/kYsDocfxxxBl0Wh2Lyj7E4H1sAlb760TVRIBD8cyirqoaEa1IKjIc9oJk6F8reg1D+Tlt2FKZFPaPHaWcfV7kCNW5e1Be8egjxKhDU56nitba29pFI/alBYrSoqAilpaUwUMTFbodVmrySgAwODsa0adOwYsUK/j43N5eFpjt5GeLVRUx6GZYdT0TflZfQZoY/Oi4IwdFL2TBU21nA/jMXTmtSKvS7DkA9fga7CSq69YPhsCfX/NWaq0Ta5CuKxmjh6OqpqDz0XX4Rv+x3HH1XXMSm8ymITC5Bhb511DTVShMyOgdMXj5QT5yJsr9+wO2i1KMnQ797P7fQoV7ItdI1Q0Qdmg5q50QLLlfTSjFJEqzvTPLBZ7MC0GVRKPYG30VxhQm2mlq8ookCAoH7IBFhs7Hpki0tg83rNJNnQ/bhV9wOp/y9L6CeNBumc/68uE2mjgLBsyDEq0BQn6eKVzJXIiFKJwe1uzGZTCwM6bGNajmkE4Yek4Clelb6OT2m9ODs7GxOH16/fj2OHj2KW7duscCk93EnL1O8xmfJuWZx8IbL7DjcZnYgdgfdhayyCvqfc+Gs6+dGq6q69dtQMXwiOwuq+n/PkSiqa2HHVXGxeSVR6qqRUqjGkUvZ6LnsAv7vt54YvC6Se71Sq6VKY+tIF6cIrKOsHFZpEmfYe4gdt8nAiQalzBmPn4LtbjZHHkSdV9NB1zFqiZOUp8Las0noseIi2kri9Y1x3lju6TRuogUZizBuEgh+FiqZcJTJ2HzJsOcwNNPqalw/bs/Xv8qFK2E84QVrcpqzdZhZ+F4Ing0hXgWC+jxVvJJwJcFKwpRchWmQOKSTiAQiiVvXSUNf6TFFX6nPK51cPj4+bNYUGRmJ4uLiR4LXndCJS/ukUqncLl5vS5O5XcEZGLHjGj6QJnPvTPfH+vOpyJfpOZXO9lP9Kmnb0v/TIt3AtEtWo+LbkVD1GcI9L6kGFjQJFNeZV5ZyjRk3cxTYHXwX3ZaG4VdDTmLk1qs4fSUfd6RjSmdqRTWEdH2w26XJXBx0G7bxBK7sjY85fY4MnMh905aZI9rnNAOodZNHZC4m/hiLtrMD8K99jmK8dO2jbIEipYH7vgoEgp/GIVPAmnoXhkOeUH07CrJ3Pud2OLJPO0BLZo1XomHPK0At1fvX1IoFbMEzI8SrQFCfeuKVTgSKaBYWFiI9PR03b97kulaKoNJjqnWlk4YEKz2XhCmdXNTXldrjbN68GRs2bMDatWu55yulDNPzKa34eXk8fZm29/igSC6JaoVCwQLWneI1/YGae71O3ncdH0ri9bWJ57Hs1B2k3FezyQml2z1lZ3kiTjUv1GycWoQo+w6FavAo/r7qQgSFOl543wTNlyKlEZGppVh/LgUdFoXiV8NOYfyuGATGP8DdhxoYq1qZCKDrgzRhM0vHvnbtFih6DoSsTUdpcjeSa7/MvkHsUFwjXT9qG3B9ELiHMumaFi4J1Q3nU/D10jD8r16HuQaWMgionY5K1zrS3QWC50K6ZnGP6+JSVEVEsa+FevIcKDp9w+ZMFUPHoHLJD9wqzE69rqlsyNqKFjAFbsElXqn1pBCvAoGTeuKVTgaqZb1x4waCgoLYSfjw4cM4deoUPyYBS1FWis7Sc0lElpeXs7ilFjnDhw/HqFGjMHbsWOzatQtJSUmPnv+80ElJQpUEMr2e2u3QV3pM7sUkWuVy+VPFq0v4Ps9w8aiFxLEEfCSJ1/8Z44W5R2/iepYMhTI9O8b+wzbqvq+hfpfSzcwcEIKKMVOg6DGAm5BXrliH6isxj2pdXSYoDdlHMZrPeJIC6dgIuPkAi0/cQtv5wfjV96cxdX8cLqeUcnTL1Xqkqfe7Mf82NXoD7KXlMAdfhGbWIk4dJvdtGtrVm7j+lSZ/rvZRteL8aPTPidLZ0x9q4BWTj8HrI/H/9jiMjguCsUw6joOk47lYVd9Upqn3WwwxmmL8wzlAi/L3H6A67iZ0G7dL93vn4hylCpM5k27zTlRfjYXtXh77APDiNokNcf6I8QzDhSs4JMSrQPB3nhp5JTGakpKCK1eucDscOlnIeIkeUySVUopJQNJz6QSiutOMjAycOXMGixYt4jY5Q4cOxdKlSxEYGMhtdShK+ryQcCXBSgKZBDClMdOJTN/T+1EUmAyjKPr6uHil8XNmU08bj18wSKBeTCrGitO30WZ2AH43XBIh+67j0p1iZBdL25FEyKPtuAZFh2miXi6D8bQ3lINGQt75G1RMmAHdtj2ovpHw9xsX8A+vE6PljUfHy2M3juySSpy6mocZB2/g0zmB+K+RZ3jRIyFHwU7D1ErHdY419f43xt+GB0UnLFZY0u7CcPQE1NPmcWSi/G8fo2L0ZBgOHkN19HU+b+h5tZTR0Qr+Rs1huI5fWlShjJJrGeWYtvc6fjXIk9OHh2+9gn2hmcgq1sBBr6mtbRXHrxhiPBqP3eMfLarRwr1WC1vBfZjDwqHfvoevZbKP2kH2eVdnjeuKtTCHXoK9pFR6rs557398viDOITH+yXDNR2ne6xKvYWFhL0W8uq7pNK+n+TXN6SkwRHNs16DHNM+m+bhr/u+CMitJF9DvaT5O83J6D/LFoec3JPNSIPg5nipe6SCkaGZJSQmnD1MLHDp56DEdnHQguk4aEpgkGqnulGpeo6KisG3bNnz//feYNGkStmzZwhHbvLy85945V4TVZcxEhlB0ArlODto32i8S2/QcOklcJ+GTacauOt2n/ezJiwVFGmLvlrNL7BezA/HboScxfkc0/K4XIq2wAqZq+z9uh/4O0vd2tQZW6YamP3ico67ydt2hnj4f+iMnUJ2U6txO3Y3L8RP7+HPj8X19Gc9/2uv+2et/7uL7vH//Z9nm81z8G/p/e+abS03NPwjYjPtqHAzLwtid0Wz09YfRXlh28hYyH6qh0lXBane0vom/g4YDNpkC1beSYfA4I030pnL7HEWXvlB9Nw76Hw/CkpIOR6VWErCWvy/uNPW+P+dw97n8otv9Z8+vqTt+bXWuw5lFGqw9cwfvT/ZBm5n+aLcgGEs8E5GQI0eV1Q57XdnDT23zRf9eDf3bvuhn09DPsCGv/2f//5d5TW/I/82dr2+sv/GzPv+Zj1W6FtFxXzcckhi1ZudK4jScs6qomwC1w5N91gWqEROhk65n5qhrsOblo8Zo4msa78cT++Kuc+N5j5uGXrvcdQ16nmPrZXzuzfn1j7/Pk+KVshtfpnileT3Nt2lb1AYzNjaWA1aXL1/mef3169e5JSbNwymIRNt2vZbm3jQnJw1ApYbkd0NfKXBFz3e3YatA8JOtcn7qJHT9zNUax2XGRINEL4lYOrmoz+vo0aMxd+5c7Nu3jyO5z4trFYjek0QrnRy0AkQnAxlBkaimHrL0s2cRr896sZBpzLiTr8TuwHR0mBuE3w0+gVGbr+Dk5Xu4navk2kWXcOdR9z1P0NMzod2xF/IOPSH/ohs01NftfAD+f/beAyqqbN0WHv/4//HGG++9e++76dx70j3n9LFPZzvZra22Oedsm3POOeecc84KJkBQQFAUUAETKkhQRAUJFaGqqAQVYP57Lqg+XrVtxBIU1xxjSXBX7Q2stfc31ze/+RXdTVHOUfJa5FWOt2d45jwJrIe8xj/QYc3JO+i59Dy+Hu2HDwcfFa7VGZoCFNgcIviv6Px8V4cn8HNTYpeXj8KrN2FcvAqa5p2g/qGZaCGhHz4eFr8gOFLT4GYfZC88/OUox9+m7J5XUsz7Vwly9FbsCE5G27mhqDM+ADUG+qLf6osIuZ4JvdkuCCwh/zZyvDeDc53Pa97DHE64FTLqYB/rwGAYl6yGtmMv5PzxE6i/bwJtp97ie/ZLMXBpdShmPIK/b8TJZ74crzIqk7zyfIyfmRjieXgOKilZLshx6NAhocKMiYkRSSMqH/kacgDG6Exs0VAqNDQUJ06cEIat/EgSGx8fLxJMTHLJDKyEt/BC8kq8SIPPhUJCyUVDOQAJJYklvxY7+Mr/cQFwl2bBggWYNGmSkBGzFpYT+FXBxUHZMEkxF4inNQ93fXheklkuGl4HyevTsuFnCfiLvv9LdQbMkt3NyBOBXLNpQfhDj4MKITknWp5cTlIpRMT532TD4qOyKJ2ZT2CPuao8wFaJrCsJrHHeUmHg5HzwsPQ1T/1uX5ZdKs+1vmwntDzHP/t/v1aDUZ5z/NLryvv7L8/rX3W8ys/2qu/tIa7EtXsaLD5yE50XhImWI9+MPol1/glQG2wi8C8urng99js9+DNTraGsT2fGEyGnMy1dA133Acj96FtoWnWBYfp8WHxPioxGsfJA5PFVft0VnGu/Nsrzutc9b3mO50c89T32IQ6MfYzJu2PRclYwft/zINrMDsHe8FQhic8zF/48f1/3ep+97jf1c1bk9eX5G1bk9eX9+b1xrvI++yr6+jf1O6qKZ1+5hjLvSUhZ/mA56ic2pbVtu0HTqI2o388fOg7mLbtgP3cRzkcZKLbafnZS//k9vPDsfNW1VBWvf9V7kLfWZkXOUVX3gvKsTQ6iMmpeGWczpmZZYFBQkFBPbtu2TRBYdg85efIkQkJCBEGlJw4VmIzPqdCkDw5JKo/dsmULdu/eLT7nx02bNgniy6wtSS9fJyHhDfwieX0RuEi4YLiYSBzZ05WZT5JKz8LjhKZJE3u8Ll26FHPmzKkweX16UfN9uWvj2ZV6k27D7G34INeEA+fvKcFbMP7U65Do17nyxB1cuJ3zwpYnJU6XcFa1h0cIKZH6h6bCnKZg1QYUxV4VpjTwwrVJvL2ITVZh9t6raKvMmbrjA9BgUqDYADEy61pcIv/8Ctjf0PU4E4XRMcJxOPfDr6H64gdom3aAYdo8FF6MRjHNTaQrZ6WD0mG2etoVloIeS87h3zruRe0xflh69BaiklQvNG6SkKj2KCltgedMvQ+bX6Byn5orVFXZ/1ED6loNoe/UG+bNO0Xrr2IqR4pecO8qke1xJCqGymiVwwQR1YyUC+/Zs0coJklgjx49KrK9JK4XL178ueMIk0iMwz1dRqiuZMJq2rRp2LBhg8i60rB17NixmDlzJvbv3y9MYHkOCQlvoELklRP3/v37YjIzy0qZAQ2bkpKShCaeOzecuGvXrhUklpOfJLci+KUdLBJVTy2st/u8UuLJQO14dDq6LArDB/190G7+WczYfw1nrmUKd87nrtPhhCMhSdjiGybNFJJINik3b90FZ2IS3BqtfHhVUzCD7lTm5MU7ORi/7QqaTT+NhpMD0W5uKA6evy/6ZHoMP953cJ0wwKMSwbL/CPIGj4G2dTfRWkLXuTcK1m1BIWV3mU/keqlkUB1wP9so3LHHbr2MP/U+hK9HnsSozZdxICINSRn5VX2JEhKVC26Y56jguJ0IywEf5I+bBl2Hn6D5sSU0DVojf/QUWLbvRWHkZbhVarE5J/q5Pwt5L5OoICqDvFLZyBidGVJmShctWoQjR44IMsuYnokqlulR/sv436O25NeUEpPAMjvLLO2FCxfE9ZHAzp8/H7NmzcKaNWvEdZMjSEh4AxUmr6xh5a4MpQHUxPNzTlbq4rdv3y4m/9atW3H27Fkx+UkwvQleB8krs67eJq80ZNIa7Qi6moFeKy/gb0OOocWcEAzfclm00MkreL7vIXdbi67dgFl5kOWPnAh13ebQdeoF634fuCgjMhjlA6yawukuht3pRujNJxi8Pgr1FeLadMYZ9FoRITZA7I4XBDPvK7gGaFzF2rHrt2A94Iv84ROQ+2nt0vrXfsNRsGE7iq7ekOulksF5zJ6uaTkmLPaJx6dDj+GzYcfRYUEYFh65iZhkdVVfooREpYLtcBw3b8N6ULlPjZwE1Zd1kfvxt0JVlTdsHKyHjsL18DGKdXmlGdfiYnnfkvAqKoO8MqYnQSXxJAGl/JefsySPcTXPRWkxSwOZceV5CcbdTGQxI8vXUxpMNSSVkTRsoupy9uzZIvu6evVq8T1vXK+ExCuTVxZoc2JyF4aZVzoJc7L7+voKAsuFxR0bygS40JiR5WSmLMGb8JDXN5F5LVKICKXBzEAM3hCNz0aeRKOZZ9BdISMHIu4LYvvsWUoKi1AYdRmm5euQN2AkNPVbQv/TINiOB8Ct1ggppET1A+cB+/6a7A74xTxC92Xn8e1Yf7SaHYLhm6JFDWGRU5LX56AQWHdWDhzX4lGwfhu07X+Cuk4zaFt0Qt7AUSIr60p/hGJ9vpDkS7x5uItLxMYdCeyOkBQ0U+55347xE5sxg9dFISguA9YiFxyuYhmfS1RfUCWjxBLunFw44u/AsusA8kdMhLZdD6i+bQBNsw4wTJgBy56DYpONG3GCuMpFIfEG8Cx5ZbxNskgy6S0iSPLKrCidhRm/UzlJBSUJKWXCjOE9vjJPw2PyxGOYSHo6K8sa3fXr14vMKwksP2cm9+l6XgmJiuKVyCvBHRfWnnKSsu6VE56W2pQGc7KTzHLHhhOXBNdj6ORtl7E3SV5d7hJBSC4nqzF6ewy+GheAulOD0HxOCLaFJAs34mdloCX2QtjDzsMwfR70PQeKXpYMwmmnX2wqEORWovqBc4ABvbagEIcupKHlnFB8OvyEkJlP3ROHsJtPJHl9Ebh+bHYU04H4fCRMC1dA172/MD9hv8R8JTi0nToDR2IySqzSZr8yUJoUL733nYp9jCEbotBo2ml8rsznZjODsftsKlQGOwrszp97vkpIVCuU1be6tToURl8Rfaj1A0eK1l6scyWBZc0ra19ZA8vjKC1GWSZKQsLbeJq8svaU5JVJIYcXfSHoW8M2N1RKUk1Jue+OHTsEWaaUmPE8ieyzCkrG9YzFGXs/nZkl4uLiRKvMGTNmCP8bOhDfvn1bklcJr+CVyasHHptsj0MZd1Sofb98+bKQCVNuQB29s8xxz9t4k+S1tJVNCa6n6TB13zXUmRKEOpMCUWfiKawNSBD1sKUGPGXn4mK0WkWwTckwm5RrmndE/pgpsCuBOYltibQIr5bgFDDZHMjSW7EzNBX1lblSY9BRdF4cjkU+8biYkCMyVRK/DNa/2k4FwzhnMTRN2iG3xpfQdewF4+zFsAWcEWZnpbVkcg1VBnhXu5SkwtJjt9BFmcd/U+bzlyNPCuOmhMf5yM23ifufhES1AW/kbGVmsYja1aK468KEST9oFNSN2yL7z59D07Kz2Jy2+p6EM+V+6Yb0i+pbJSS8CJLXjIyMnzOvVDjSFJUJJGY+OZ6W9nrI46uAsXpaWhqioqKEU/CyZctE2Z+Pj48oB+TguZnxZbxNJWXxCzZsGBPzGtgvlllcGrbSxImGTkxw8RySuEp4AxUmr5yAXCQe4yT2XqV0gNlYugBzcpPcvmiCewNvkrx62tncfqjH/CM30XRWMH5QiOtXI09gmRLQPVQViGwaCW5pusKFYqNRPNT0fYZA2/EnEXwbZi5E0ZWrpcRV7sxWS3CesAaa7tQbAu+i1rgA/GWAL3ouj8C6gERcSVbDKcnrSyEMnNLSYfMPEoYoNEKhckHTqC1MC5ajMOoKXJlZQp4nUTm4m5EP36h0jNl6BZ8NOYYa/X0wbtsVnL6WiZQnBrkhI1G9wNZcChl1PXgoWtsVrNkEfe8hUNVqKOpbte17wjh/GWxnzirE9R6K9XncwZfPdYk3DhJLtqcheaW68cCBA6Jkj/Wl/D4HW0bSPInSXZLZVwXjaSacUlNTERkZKcoAmeGlhw1LAFeuXCkILYktlZY894tky8zE8hpYB0v58ZgxY0S7TBJu1unyHBIS3kCFyWtV402SVw/orrny5B10WBiGugp5/XigL+YfvI7ULIOQirrcxeLhVaIs4mKtDpa9h8RDjtIiPvhY/0qzB4nqC2bp1QY7Eh/nY8XxO6g50g9/6u+LfmsisSvsHm6k6YQRjsRLQOWCEgg676XBsmMf8vqPEG7dWf/6Z+i794dl9wGRCRGO3dIQpVJAJUHcPS2W+N7CNyNP4g89D6LnsvPYdDoJMSlqaUIm8e6jbOOZ9arFRhOKVerSEoZla6DrMQCqmnVFOxz2czWxX7tCXOlfwXuVvAdJVBZIXtlihuQ1ICAAO3fuFCSWXT6YgeX3KcdlCR9b11SklypJJxNOjKVJPGmsRBIbFhYmWueQgA4dOhRz584V/V+psuR1PW0Y5TF05euZdWWN6+DBg0XNK7uSkNR62/tG4v2FJK8vwb0sI7YowVqfVRfQYHIgPuhzGDP2XhUZWYPVUZp94MOPUqPMLJg3bhdNy7VtuiFv2HjRJoc1exLVFySvT7QWJaDXYMHhm/hixEl8OOgoRmy+DN/odCQ8zivd5JD4ZXjqzBRyWng5FmYS2AEjS109m3dE3tCxMG/ZhaIbt4Rrt6wff/NgO7BHajP2hKWi5cxg1BjgixbKR2ZfaUJWYJPtnyTeUZTdbzymTM67ySg8e15skhmnz4euU2+oG7aGpml70b7LtHQNCsMjRI1rsdkie7ZKVCpIEplZJUllOxpKcJnVDA0NFTWqHCSH7KNKWW9FspskoVRKklySZDKby+wqZb6seWW2l3WrrF9lD1h/f39xHmZf+VqqMBmTMx4ncWWmduHChZg3b54gv8y6etSYEhLegCSvL0F6rgn7z93HyE2X0HhqkMg+TNoRIzISWlOhMDYpcSpBnHJu1/00mJatheqbH6Fp1Rn5k2bCcuioyCZJVF8UF5cIyXD4rWzM2HdNmNt8OvQ4Ju2KxZnrmbiXbRQmOBK/DioY3Hn5cCTchWn5Wqjrt4Tqu4bI/bKuqD2jrJjy4eKCgqq+1GoPbsyxP3HwtUz0XXURXyjz+vux/mg9OwS7Q1OgNxeV1f1X9ZVKSLwiSFxZ6qM8tx23E2ALOA3T/KXQdfwJ6m8bIPsPH4uNM3YLKFi9EYWRl5R7jlk866VMWKKywfpRluORvLKbx9q1a4WZEiW8HOzLyu+zppQEllnaisBjpOQho8zGcpCk0rCJ9a+TJ09GmzZtRD0ss7y8Nh5DbxvW4LJX7K5du9CzZ09MmTJFZIkpcWZJoTRqkvAmJHl9CTI0ZhyPfoipu+PQbPoZ/HvXfYLIXkjIxRO9VUiHRcCtUsMRfxvGuUuQ+9n30Lbuony+WDwU2QNOovqCdc9Jmfnwu/II47fH4PNhx/HVyJOYc/A6ou6q8EiZQ25pblM+KA9M9lV05eQK8zPDzAXQde2L3Jo/QNtKWVPzlgoDJ9aclXAHV8r33hg4Z1mrzZrtWfuvofmsYHw72g9fDj8uesDeyzYJ9Yms55Z4J1Bmqkh1BzeUi67EwXYyUNS2GsZOhb7HAKGaEqOsXVfBhm0ojIgULbukWZxEVeFp2TAzntu3bxcfaY5K+S4JKw1TKR2mZJeeM68Kj4cNieizPjV8P2ZOado0ffp0tGvXTkiH6YBM8spsqsetmG7IGzZswOjRo4VsmBlhZm9JbCUkvAlJXl+CbIWgMvOwyOcmWijB2z922IMBay4iSPleWm6BkM7RBdX1OFOYyhgmz0Zuja+EbJiZI3t4BFxPsrx2PRJvHxjkxz/QYV/4PQzbEI3PhxzD92P8sfzYbcSn65GTZxPZWYlywCPnU4JMSvQKz12AUSGw6u8bQfVNg7I2FfNgD4tAsfJA58aRJK9vBuJPofxD4yb2fB20NhLfjjqJ33TbhzFbLiM6SY1MnQW2IhnUS7zl8JQlqDVw3EkUCg7TktXI6z+y1N38o2+h+roe1HWbiWwrjZmsPifgYJmCPk95xtvkfUaiyvC02/Dp06eFZJg1qZ7eqxyMf0kQPWTyVUHCSgkwY+hnO4R4yCvNm9ivtWvXrqKdDgk1z8dYnLJmXtuaNWt+NncKDAz8meC+qa4jEu8vJHl9CdT5NtHqZJ1/AtrMCcH/bLMLPZadh2/0QyQqQR3rwlgD40xOhT0oFPmjJwvyypqZgi07URgTJ7KyEtUXrGeNTVFjQ2Ai+q28IJxZ640PwIaARJGd0pkKZU/MVwV3f/MNcGVkwrLvCPR9hgrnYfZZ1HXoKWrLKfdjvZqQ8snf7xsD1SfcwJt36AbqTzyFf2y/Wxg3Hb74QGzOGK2yhkniLQRVHOwjzfvIkyzxjC4Mi4Bl134YZy2Evucg4Wiurt0Eqq/ql/pUDB0L08r1sAUGi9IFt07/6+eRkHjDeLrPK9vV0AWYta0et99nR0XgyZ5SIkxS/PSgAzEzqHQdXrx4McaPHy+ILI/la3gMZcWsxaW7MGtdmZml2dODBw9EDS3jc2aQZc2rhLcgyetLoDPZcfWeBrtCU9Bh3ln8fy12oOOCMOwOv4draTroCwqFS6Hj2k1YD/iIh5+olek9GJaDvqUPQP2rSzgk3h2QvEYm5GCRbzy6LQ7HZ4OPotHkQOw4k4xMrUUE97LO4xXB7GthkciuFsVcg2X7XtE/mZkR1df1kTdkDMxbdwvpX7HFIh2I3yC4+XJLIal7zqai3dwQ/FPHPWg5K1i0EAu+ngm14dXbMkhIvGmUmjGp4LhzV/SQLli3FYZx06Br31Mhra2Ve0lzQV6ZaTVMnAnzph2wnQlFkfIsZ6lPcV6e6M8uIVHVeJa8sr6V5JVE0FuxBdvrMHtK6S+JKNvhcNCsic7GlCozo7pu3TpBTClV5nWRwFKuTEJNR2JmZWnqtHfvXiFtjoiIEJJmXq/HCVnGQxLegCSvLwEzq3SL9bmYhi4Lw/D/NN+OVrNDsCEoScjmNEa7kBUVXoyGef1W6PsNEzWvDK5tp07Dmf4IxVLrX63Bmr+wm1mYuvcq2s4LFZnXFtPPYH/4PTE/LIUuyateA8yucnPIvGEbtG26IveTWtA2aYe8ASPEhpEr84lQP5TImrQ3Apo25eRZcfbGEwxYdQH/2f0AfpgQIBzYd51NET2v3cXSiEOiiuEuNU+kxJeO5K5HGaLHOnuvG+cuha5bf2jqt0Tuh18r95DvoKnXAvruA2BauFLUvrKlHTeaWXMvauklJN4SVAZ5pbSX5yBxpVsw61t5HvZnpQHT8uXLhdswXYdJSJlRZeaXRkwkuDxm7Nix6NSpk2iNQyMpvpb9Yk+dOoULFy7g1q1bUKlU0rhJwiuQ5PUlMNkcwi02IPYxei6PwP/baieazQjG0mO3ERafjdw8mzCAsJ8OFX3gaPqg+rIu8sdMgf38RSEZLrHKzER1hsPlRuDVDAzfchnNZgej5ogT6DD/LI5GPoDRUiT6Ycr7dMVRUmCGOzsXhWHnhSGarksfYarCOljDlNmwBYXAmZQiHYjfEOg6zPvg9ftazNhzFV8p8/u7sX6i7/W8Q9dxI00Ls90pjZskqg50SLVY4dbqRGs61sSbdx2AcdYi6PsNF7XydC6nERNb31DFUbBsDayHjqIwIgrO5Htw56oE8RWbYPKGLfEW4UXklTWoHtmwN8D3Ym0rz8PeseHh4SLj+jSJZQ1rXFycyKDyWBo8MfYmkaZREzOylAzTiZiZWA6+lq+j4zAztJK8SngLkry+BMw6PNaacTY+C/3WROJ/tN2NhtPOYNaBGwiMzcATnUU89GxH/WBQCKteWO3/CMPUOSiKuy4C6hKp8a+24Fwrcrpx/PJD/LTmIupPP4Ovxvqj+/LzCIh5DFuRDOq9Bda/2oKCYZyzCJofWyLr//wntM07wrRgOezBYXCrNFV9idUSJWXjkboAG04lilY5X488id/2PIiBypwPV+6NVBhI4yaJKgPNmHR6OO6lwXrqDIzzl4tMa+5X9ZD17x8g+w+fIIdGih17Ccdy6zE/OO/cRXFevpAXS0i8zfgl8soYmEZL3oh5+T40VWIGluSUUl9mYCn9JTHl18y2MuZ+Gh4nZBLYqKgoYdpEsspsK+tiSWBJgiMjI8U1U2YsyauENyDJ60vAgCwn3yZanozYfBn/3HW/IK8TdsbBNyodj9VmuLNyYN13GPkDRgozGUqTmIWloYx4MEo5Y7UE5xnrXc12Bw5EpKH9onDUnRokxpCN0Qi9+QQOhdjKNjneAQNNZ2ISbMcDhDGaqlZDaBq3g04JSE2LV6Ew6nKpgZPFWtWXWu3AGZyr3AdPXn6ISTtj0WTaafxr572oNyEAk5Wvd51NFaZOzMKm5RihNtiFE7vTXSyTWBJeB7OjzJIy00pX8qJLMcId2LRiHfLHToWuS19omneEpkl7kW3V9x8hXMpZJ28PCYfjVpnZG12EpQuqxFuOyiCvnlY5ngws3Y3ZdicxMREpKSnIzMwUxkusjX0avAbG3pQPs8drUlKSqJvlIKFltpWfk/jyGP4skrhKeAOSvL7sHAr50BUU4poSlE3aFYs/9DmMRgp5HbrxEvaE38eDXJOoubNs2w19177QtesBrfKwLFAeouxFCadLNjWvpqCDMOdHnrkQ20NT0GRmMOpMDkTTOSGYuDsOkYm5okWOvE97B6KejZb7SrBq3r4X+j7DoP6xNXL+9IUIVs0796Hoejzcam1VX2q1BOv/Y1M12KkQ1a6LwvGPbXfhN132i77GbeedFSR2e3CyILH0CcjOs8LmcIt1IpeAhDfBulS3Lk84CLOXesHytaIGXjgHf15btL5Rf9cI+u79YZgxH5YDPiiKuwFnWrrI0LIVl1BESaM3iXcAlUFeCb4P34+9Xj1tc6zKWiFh5dfMzD7bA9ZzPOtveT081jP4Ws/r+X88xi3rySW8BEleXwJKPplBYFucuQev42M6ySrk9aeVF7Ep8C5SH+vhSnsA85qN0LXqDF2Hn6Dv1h/mLbtKG5vLh2O1BTOqwswm34b1pxJRZ8Ip1FZGByWwn3fkJmJSNPJP702U9WosNUi7hIIN2wWBzf2olmijwzpz8/Y9pRnYrOwySWChbKXjJViLXEhXF+BiYi7mKffCHycEoKZCXD8ZchzfjvEXcuIBqy9i+p6rWOufgCMXHuD8rWzcuK9FapZBlFjQnd1a6BJ1tPJPIlEucPODmVa6jytrnz3V2X+VpQLcsDIq5JSOwdqWnaBSCKumQSuxiZw/fDwKVm2AzS8QRcrxbo1O1MVKMyaJdw2VRV4lJN4lSPL6EpCgMLvGDOvyY7fw7aiTgry2W3geK47GIyklG66ERJgXLoeuQUvou/RG/rDxsBzwhSszSwbN1RiURBqsDjxUm7H86C18OfwEao/1R68VEVjtl4CbabqqvsTqBwayCiF1PckWLS1MK9YLWaC6XgtofmwlgtiCNZtQGH5BSIyLtfpSGbEMWF8blMjTuOmJ3oLT1zKwyOcmBq2NRNMZwfhmlB8+U0jsxwOOlq2DAHScfxYjN0RjsXLcvnP3hG/A7Ud64VzM95FyeolygcE5HYTz8uG4nQh7UAgK1m1B/qiJ0LbrLsp0VF/Vg6ZJO+i69oNh8myYt+2G/cxZQXL5HC7W54tsrTRjkngXIcmrhMTzkOT1JeBbuZQgi1mDDQEJaDjxlCCvjWedxdx9cbh9Mx3O2KsomDYH2u8aIK97P1FbY/MLEkZOEtUXzB5pCwqRkmXE/IM3lMDdB7VH+2GIEtBTPpnwSPb3fSPgw7qoCMX5BtG/kT0a2buRLt/q7xsjb8BIISO0HjmOokuxColNFmSXWRv2jRWtMGQQ+8rgb8sjlb+fY8K529nYpszzSTvj0HXxOdSfEIhPBh3FB3198Pueh8Tndcb6o8O8UIzcfAmLj97CXpLYm1miNvaRqgCqfBvyzUWw2J3C+IyEtlj+XSS4SUWJotki3Pyd9+6jKPaacAemn0Rev+GiV6uq5g9QffMj1D80g77vMJgWrhCtcUhaZf27RHWBJK8SEs9DkteXwBOwsSXOjjPJaD0zGA2nB+O7qcGYuCUaV6MTYT93AUbuAn9aC/k/DYRJCZxp1c+HrkT1BYNtmtjceqgXUsm/9D6M7xXyOmbzZRw4dx/JmYaqvsTqCa5v9nRU1jrbYtj8TwvHYUr21XWbQdOgtZAQ6vsMFcS2YNVGYeYiWmIkJomgVrTVkZL+VwZ/W9zMy7cU4bHGjFvpekTczsGxqHRRRjHnwHUMWx+NjvPDhKnT9wp5/VZZE9+P8UeDSYEKkT2LAWsuYua+a9isHH/y0kNcuqtCSpYBKoMNVocLDrf0CHivwWDc5So1aEtKKW17s30PDNPmIk8hqNpmHRTi2gaapu1L296MnYqCFevFGi+6HCu8Jug8XsLezw5pxiTx7kOSVwmJ5yHJazmgNdqxP+weui0MR8MZIfh0/GkMW30eUSHXYPYPQn7/4dB+8AUMfYeIBy0fonz4SlRfFDrcyNRaEJOqwYTtMfh9j4OorQTpU3bG4UT0Q6RlG6v6Eqs3aC5hKhBu37bAYCEXpFla7mffI/s/ayDng5rI/bwOtG26CXfigjUbFaIbBMf1eLgeZyjBrVkQYBHgutySzFYAYh9BIbMmuxOPFDIbd18L38h0LPWNF5LihlOC8NGgo/j3zvvwv1vvwv/tuBe/6X4A34w6KYjsRGXdbDmdhDPXMhH/UI/sfKsgxuyNTGUDpcpuaXr2XkFkXC1WYa4kJMLL10LfZwhUX9VF7odfIed3H0FVsy50nXrBMH2+IK1se+POVUtnf4lqCUleJSSehySv5YDeVKgEZQ8wUAnImswNx1/HnUafRSEIPhIBze4j0PYcCP2HX8I0dIyQKzpu3kax0eT165B4e0DjmVSFoIbGZ2HYpkv4Tc+D+GHiKcw9pDxgrmeKvpgSbxCUFvLhrawzx91kQWBp4mSYOldICHWdeot2GdqWnQWB1fccgPyRE2CcsxjmzTthOxGAwovRcCYkCcdwypBL6+JkfWx5UapMKXVlz1NIZ6bOgtsKCb1Ylo3dHJSEuWXZ2C4LwtBs+hnUHh+AH8YFoK4ymk87Lb4/dF0kZu+/ho2nEnHkYhrClDV1XSHCD3JMoocszaKka/F7AG6GZOeiKOYqLPuPwDB5liCp2hYdof6xBbTte0DfbzgMMxfCvHM/7KHnREs6EtfiArN09peolpDkVULieUjyWg7kmYvgH/MYY3fEotmiCPxx7Gl0mnkKxzYH4PGqbVB16oP8T76BedwU2E+HCukS6+skqi8K7E4hGfa99BB91kbiXxTyWm9aEJafuI3IxBxkKYG8xBtGmQNxic0ON2WGaQ9RGHlZ1MYZFywXga6mWQeoPvseuR/URM5fmY2tDY0SDOcNHAnTktWwHfNTguU4kY0tNplEPa3Eq8GTgaWJGeX07I/N1joqgx13M/JFnSt7wc5SCGqvFefRcHIg/tbvCH7XbT/+ucMe/KbzPnw0wAf1FGLba3kEZijH7QxNQfitLCRl5kNvLoSLTtMySKu+KNsJccQnwLxlN/IGjYbq2wbI/u2HUH1dH9rWXYR02KKs7cIrcaKOvcRqK12vLtmSTqL6QpJXCYnnIclrOcBALEQJwOYcjkfb5ZH4/eggtB53FHvn7UPStKXIatsDpq/qwDpjrhI8X4LrUYZ4sEpUXxitDiEZ3q4E5d1WROBffjqIJrODsflMEq6naaE2yL9/pYEPcIdTZGG59mjYYjtzFubdB2FatBL5IyZA36M/NK06Q924jSC02lZdhBzRMG6aILEW5Vhmbwtp8nQ35e/ZWIUYS7fiVwfJbJGrGPqCIqTlmBCnrJXA2MfYGZKMhYdvCCfi7ovC0XRqkDB2+m60nxiUGreZE4r+qy9iyq5YrDl5R2Rjw+OzcFV5j5QnBmTrrWLzqMjlFr2UJd5xcGPCYITr8RNYj/ohf/gEaJt3hLpuc2h+bIm8IWNhYu36yVOi7Y3rSRaKrdKMSeL9gCSvEhLPQ5LXcoCtHS4mqrD6VBK6rLmE340MRJPB+7Bp5BpcGzgFj5t3gblOQ9gXLReSYZdKXepqKlFtwWz8+Ts5WOF3B+0Xh+Pfeh1C6wVnsT/ivgiw+f8SlQRPBtbpFJtGDITdag1cGU/giL8Ne9h5IUMkSc0bNQm6Ln2gqdcC6u8alboU12su2m7kDRkjMraWvYdgP38RzvsP4NbqFGLsqOqf8J2D+JMo/7B2lf2Q6SpMd2HK6SktjkzIxdGodKzzT8CUnbHoueycQlwD8eWIE/hzn8P4oO8R/G2Ar6gjZ33syE2XsOzoLRy+kIZLSSrRsof3Zac0eHrnwXXromri3EUY5y4R7sGqL+sJybBx2lzhIOxMuQ8X+zcra1tsKEl5v8R7AkleJSSehySv5YDZ7kTcfR12nUtD741X8LthAfix51as6Dobke2GIL1xR9gat0TR2o1w3kuDO98onQ6rOXSmQmE0M/vgdbSaF4r/6H0InZecw8nLj5ChtaDAJv/+bwNEu43cXDjuJIoaOWZjjWy3MXAUdO16QF2nqSCx6tpNoGncFrru/YXBk2nFOlh8jgsS67hzV2R03Sp1afBMVYWUKlYIvD1TVqxXyCxb7lxWiOjx6HSs8buD8duvoNvicNQdH4Caw46jRn8fQWDZO/bHiYHouigcozddFscGxCrB3AOtcPymwZNLkth3D6LtlUMoHOgGTmdwfe8hUH1eR1mXzYQJm+14gHAVJ8GFW5qqSbx/kORVQuJ5SPJaDtCc5/bjfByPycDgLbH4w2A//NBuDeY3Ho3Qet1w/8d2KGzTCY7tu+HOzpFSw/cAGoMdfpceYvy2K2gx8wz+2Psweq+IQOiNJ9AqxJYBukTVg5tIJVYr3Dp9aSb2brKQBtuDQmHZsQ+mBcuQP2oS9N36Cbdi9o9U128hauwEkR03VbS/shzwEW07HLcTy+rtrKUZWRk4vDJINGnyxHKM3Dwr0nKMuPVAh8iEUqMnGjfN2ncNg9ZFibY7rJGtNfIkvlIIbc0hx9Bs+mn0WRmB1QqJvZysLm2zUyjX27sGIfVnrfq9NJi37oaucx9omrQTcmH2crUe9IUz9T7cWr10A5d4byHJq4TE85DktRzgzn5qjgmht3MxesdV/GngcdRpugSzvu6LwC9aIbV+Ozi69Ybr4BGU5BlKHUvlDaVagxLIIxH3MWTNRVG3V6PvEQxdG4mohFxRj0e5pMRbCD7sy1yKGRgXXYiGde8hGGcvQl6foSL7SlOn3I+/RU6Nr6Cu3Rjadj2QP2KiQmLXCQljYfQVuNIfwZ2rEu/DzSpBZN1y3b8OSGrZlowu3udvZ2PvufuYd+gG+q28gMaTAvHJAF/8a4c9+I9u+/GH3ofQZXG4MIK6qRBfZmBZZytNnd4R0D3abIErLR2F4RdgmDADOX/7BqpaDQWJNS1dg6JrN0sVTDKrLvEeQ5JXCYnnIclrec7ldOOBxoLIVB2m7L0mehc2bDQf8z/thuCPmyKtaRc4ho6C+2QASkwFcpf4PUCO3oo9Z1PQQwmgm0wJwhdDjmHclsvCmMYmZYxvLxg0u1ylBJbZWBo8xSuBQEQkbEf9YN64XRBZmjzpmI1t112Yx9DgSde5N/T9R4h2PAWrN8Jy0Lc0G6u8XpjIKGtfuhVXHCSe1kKnkOQ/VBUgPl2PiNs5OHHpIbaeTsKsvVcFkW2gENn/6nMY343xw4BVF7DeL0HIj2mixv7L8tb7lqOsPt2VlSMUEKYFy0Udes6HX0PbvqeoTbefOSvWppQKS7zvkORVQuJ5SPJaDtA1MyPPjrhHBsw5eB1fDfFBywazsLRGe4TVaID0Nj/BOXUm3CFnAekyXO3BKfZEa8HWoCS0mR2CRpMDUXu0H2bsiVMCbh0cSsDllg+Utx9lRk8iY6oQWvaKFGT26g1YfU7CtHiVqI3VNGiF3I9rIecPHyP7P2sg95NaQtrIfrI0eLL6HEfR9Ztw56hQYpEtkl4HXDUesydmUqlgoARfbbTjWpoWxy4/xJANUfiTQl5/2/0APup3BF3mheLguXvIzrMKEyeZfX27QWVSib0QjrspKFi5QfRiZt05lQ55w8fDHhoO95MskZmVkHjfIcmrhMTzkOS1HCAZyTYV4VaOBSuOxaPhKF/0aDwDm/7aCpc+rIeMrgPhXLIC7guRUC7C6+eXeHvAwNipBNQPckxYeeIO6k8OEu09mkw9jUVHboq+liSu8nny7oHS3+J8I9yZWSKbyqyq9YAPCpavg2HSTFGHp2vfUwTblBdr23SDrmtf5I+cKFryWPb7iHpa1sRSTiwNnV4fXEcuhcRaFQJLh2H2VmYP2MHrItFYWXcf9/dBrREnMG7rZfhcfCAkxBa7U7gQyzX4doJ1rqw9Z1ucvKHjhLMw21fpeg1Cwabtwlyt2GiUKgYJCUjyKiHxIkjyWg443SVQW11I1hVic8AddJxwFMObT8OBD5ri5oc/IKfvSDi27IA79iovzOvnl3h74FLmAjNBJKlzD9/EF6P98aNCXNsvOIs1/gm4l22EfJS8o2DPUCEpLhIuxXRBZQbImZyKoqjLot6VcuH8MVOEvJEtdlgbm/tZbeFWrOsxAAXrtqIwOgaux5lCnizx+uAtnVlYlm+wnvxWuh7HaZa29Qo+H3QU/9l1H+qO88egtZGCwDJLS58Ct+wB+1bC9fARbH5BMM5YAE2jtsj+3UfQdVfWzsbtsF+MFm2upJu3hEQpJHmVkHgekryWA9z51xcW46HJiYPBCRgyzRczWk2B/18bIemjOlAPmwDnIR+4428Dcre4WoMyRpPVgetpOkzacxV/GXQM9aedxk8rL2BbcDLScwuq+hIlvAhmYykFdufkwpmQhMLzkSLDalqySpg40cxJ/WNLqL5toHxshbwhY2FatRH24DAlSH8sCLBsm+U98PauUcgpN492hqSg68Iw1Bx6DF8MOSqk+zP3XsX52zlIyzGJFmdUSsjQ7u1AifJ8Fm1xIi/BtHCFcPhW12sB1df1YZg+D3ZlbTkfPCxtRSUhISEgyauExPOQ5LUccCtvaXKVIEchsIHhCZg16whWt52I8Bo/Iu3TH6AfPwPOwNNwJ6co7Mbh9fNLvD2gIQwNZS4lqTFiy2X8e6/DgrwO2XgJ+8/fx2ONuaovUcKbYPbH6USJzVaaic1RiQBb9I0NOQcL+8bOWCDkwxqFvJLAUgJJ0ydbYAicd5NFLa2E92B3uJBvKcKVZDXWBySg/8oLqDX8OH7baS/azDyDOQeu41RcBrL0ViEfljWwbwFYw6zRwpGYBMvO/WK9qGs1FO2p8vqPEK2o2MqqWAnUpWJBQuLvkORVQuJ5SPJaDlC8ZFP+yVeeqVEX7mDjvAPY12E8Ln9UH49r1kf+zAVwXYhEcfpDEehKVF+wn2ROnhXht7LRf20k/qHLPjSYfgbjd8Xh2KWHeKKTJiPvC9h/0pmUCpv/aRjnL4O+xwAhH87565fQdeoN47xlsJ0MhPP+g1InYrmx5VXQoCnqbi7W+Seg7Ywz+G3HPfhyyDG0UD5f4huP2FQNtCa7ILsSVQSh+XaLuc86V64Hw5Q5UH/fGKrPvoe+71AUrN+KoitxQq4vISHx3yHJq4TE85DktRzgOzpKSgnsnchbOLFgN053GYubnzdCZu2mMC5ZDde1Gyh+klVaqyNRbWG2OfFIXYCguAz0WhGB/91hD5rNDBb1r6evZSI3T0re3hdQ3sh2O87ke6LVjnnnPuSPnCTq+DRN2kHTtD3yx0+H5dBRFF2PF5kn6SLkPVAWnKm1IOJ2NhYcvC6yrnVGncTfeh1Cj4Vh2HAqEZGJuWKzSaKKQOKqrBO3Pg+2wGAYJs+GrlMvQV7Zgsq0bG1p3+THGTLjKiHxAkjyKiHxPCR5LSf4rvT/yIi+gUsLtyGm+2gkfdMUWQ3awrhuK9zJqShmcMq2GxLVFkZLEVKzDDgWlY5ui8Lxv9ruQps5oVjln4Dzd3JEPZ7E+4USp0sE6M7UNCEjZnsddR3l3vDPf4S6dmPkj5kqesLS+In9LeU9wrtQG2w4fT0Tcw7dQNNJgfhfjbbg834+6LM8AptPJyPhUZ4wb5Ly4coH57tbeT47H6SjYM2m0vrwr+pBU7c58gePhu3UmVJVAo0O5d9HQuI5SPIqIfE8JHktJ0r7D5ZAGxWH5PnrkNh9GO591wwZzTpDt3UvrA8z4MgzoMQtHRKrM/QFhaIdx56wVHScfxb/0H4PuigkdntoCmJSNeL/Jd4zsC2LwwG3RoeiuOuwHjomMkzMvLKljqZVF9G/0rxjHwovx4pessIIiiRWBh6vDToQJz8xCOXD1J2xqD3iBL4bfgJ1R/tj0MqLOBB+H4kZ+XJjqTJR1kOZxJQ9kC2HfJE/cgJUNX8QfZPzR0yAZdseOK7HC+Iqsq5yLUhIPAdJXiUknockr68C5b3NkVegmrccGd0HIb1OCzxs3QM5e3yQl62BzWRBibT3r9ZgludSkgobA++i7ZxQ/N+Oe9F7RQSORKbj1qM8GCyybuu9BF1tnU5hzuTKyiltBTJ1LrRtuyOnxlfI/bwO9H2GwrR6EwqjLqPYYimtgZX3i9cGs6p2pxsqgx2+yjocuj4KP44PwO+UtfnlwKOipQ7r0ZMyDVV9qe8PuB7cbrhValiP+SFPIa40Msv58+fQtesO85ZdcFy7CXeuqlTSJANwCYkXQpJXCYnnIclreVG2k2w/f1HY+md16ovk2i1xp00f3NtzHBnZCnEx2ZRD5I2kOiNLb8HZm1lYcvQWWswMxr903if6SwZezUBqlhEFNmnY9d6itCEpSmx2OBKSFAIbCOPcJdC26QZ13ebQNO8IXe/BMK3ZBPvFKDhT76PYaCo1eZMk9rXAuy4J7I00Hfadu4eR66PxzZBj+HyAL9rMCMaEbTE4Hp0uDNUMFofo1yzx5kB3bnd2Looux8K0cDk0DVtD06iNUCIYpsyG/ex5uLNyUGKWBncSEi9DVZFXvi/f/9nB77/snJ7XSVIt8SYhyWt5QVLqcsMREg7LuCl40roHrtdqhajWA3Btlx8SMw1i598tyWu1xmO1GSevPML0/dfQeNpp/HvX/Ri56RIi7mSLNjnWQkle32uUuauSlLqzc1AYFoGC5Wuh7zdMIbDNkPvZd9B26Q3DrAWC3AqjGotVIbDSrOZ1wXuvrqAQabkm7D2bit5LzuP7kSfxSX8f1Bp+AjP2xCEiIVf0gLU7ZN3xm4Rbq0NRzFVYduyF/qeByP79R2LzJn/iDGFgxo0bbvJIg0MJiZejqsgr39vpdP634VLW66+dk//P49w0a5MEVuINwavk1bMjY7VaodPpkJeXB4vFgqKiIjGRvYlKJa98TwaX9kI4/YNgGzIKD5t0QsTXreHfaijCtgcgJj0fGXl2uaNfzcHA90BEGkZvu4L6kwPxnz0OYML2K4hNVUOVb0OhbMsh8RRcjzNLCezK9dB16YPcmnWgrtccmladYZy3FPaQcDhT7gnXYiEjlmZOrwUSWIe7GDEpaqw6fhs9FoXj0wE++F3Xfeg07yyWK98LvfFEOBCzhY7cbPQuhHmZQkqdSSmw7j8Cw9ipwnmb5JWyecveQyi6ekO4D0tISPw6KoO88j0YozNWNxqNUKlUyM7ORmZm5s+DXzPWZkzvoGdDWbzPwa/NZrP4/9zcXHE834MxOvmAU7aQlPAyvEpePTsujx49QmRkJGJjY/HgwQMxoUksvYlKJa+8QdhsKMnLh+PwUdh69kdy3TY4XrMttrUYBZ9NATibrMN9jbJIpWFTtUbKEwO2BieLHq91Jp7CH3ofwvS9cbjzSI88cyEcLkk+JP4OGta4Mp6gMPISzBu3CeMmbesuyP3se2jb94Bh0ixY9h2GI/4OivMNpa6rEhWGCMKUwRY60YkqrPdPQPs5oajR7wi+HXECTSYHYfGRm7icrEaW3gprkdxs8iZEzfeTbNjPhMEwYUapYZmQC7eBaclqYWjmylGVZl0lJCR+FZVBXklcGT8zluZ7nzlzBoGBgQgICBDj1KlTCAsLQ3x8PJ48eSIILl/jyc4y/k5NTcXly5fFcf7+/jh37hyuX7+Ohw8fip9BQsKb8Bp55STmrg13XziBN23ahP3794vPMzIyYDKZvHGan1Gp5FUhJCVGE4qzslG0cw+s7boi/ptm2P5peyxoNg6b157CiVtqJOSYFfIiyWt1RuLjPKz2S0CXJefw3fgA/GWAD+YduoH72UZY7E5lqsi/v8TzKNbnicCdmae8ASOQ80FN5H7xg8jC5o+eBOtxfyGldOt0pVJKWQP7Wih0umG0OhCVmIupu+Pwg7JW/9rnMP5Pq53otjAMe8Pv4dp9LbTG0lIPKW97TQhPiBK4c3JFZrVg43ZoW3YW81zIhTnHTwYq8zuv1JFf/r4lJMqFyiCvJKCM0Zl44jlWrlwpxurVq7F27VqsX78eu3fvRnh4OFJSUqDRaESiihlXXh9fd/HiRRw8eBDbtm3DqlWrsHPnTpw4cQJXrlxBTk6OOEexfK5JeAleI6+cxJQV3Lp1C9u3b0e/fv0wY8YMsXtz//59QTS9iUolr1x0SlDpvp+GwvWbYGnSGrGfNcLKTzphXLMpWLLiFPbFZuNGpglFkrxWS5SUjfh0HRb6xKPNvFDUnngKn488gWXHb4t610KHW8oQJV4I9oFlRoqBvWXXfuSPmQJd5z6iHywzsfnjpsK8dZdwInZrtCimkY180FcYLN9gXStl/icuPcTMfdfQYvoZ/GvHvag7zh8DV13A5sC7uK4Q2HxLkVi7EhVEmdN2ifL8LYq7IZyEqTBQ128J1TcNFOI6BZYjx1B041bZvC4pvZlKSEj8KiqDvDJ2psw3ISFBEM4lS5aIOJ5Z19DQUJw9e1aoKRMTEwURJdFl5pXlgXzN+fPnxev27duHo0ePIigoCL6+vtixY4f4+urVq8jKypIZWAmvwWvklbr227dv4/jx4xg1ahQ++eQTdOzYEXv27BETnpPcm6hM8spatGJlwbpu34F9yQoU1GmIyBr1MOujrujTdCamLjmFjZEZuPLQgEKnDDirIziripW5xWzNjH1X0Xj6afww6RRqK2O9EgTn5ttEwCwzOBIvRJmRE82ZnEmpotbVOG0eNN81guqjb6H6ur5CZnvDvG03nMmpcKs10szmNcFfudnuxCONGeHx2Ri1+RJ+1+Mg/tTrEGr0OYy+y8/jpEJsH2vNMNkcVX257y6YubbZUWwwwnbiFPT9R0Bdr4WY05qmHUQW1vnwMdz6/NJ+rhISEuVGZZBX1rFS3sssKbOn8+bNE+ST5+G5qZ4k+WQcT3UlVZY8b3p6upAUk+hu3boVu3btEtnZe/fuCenxsmXLRBb25MmTQkJM4ish4Q28NnmldIDElRObk5bygiFDhqB27dro27evWAjvPHlVzuV+9AjOy1dgnbMQhm/r41yNHzH5s97o0nIBRi04hWUhD3Dxnl66WFZTuJQArcjlRvRdFcZvv4J6CmltMC0IreaFYtfZVGhNdtEmSXJXiZeBhjbMrFIibPM9CeOUOdB37QdN/ZbQ/NhKZKwK1m8VrURcjzIEIShxSLOLioJlHGyNk/zEiF2hqei36gIaTDyFP/90EA3GB2Dqrlj4Rj5AwqM8ce+mZ4Fcwq8Gbu660h+hMPIyTItWQtO4nVAU0KDMMH0+bGfCSuu5Wecq1QQSEq+EZ8krE0TMdnoIpLfOQcJJ6e+hQ4cE6WT2lHJgxtmMr5ltZazP8zL+5qDSkvJgSoyZdeX1MYnFuJxEmJlXj+SY70cVpoSEN/Da5JWEUa1Wix2aw4cPY/r06Rg0aBDat2+PiRMnil2iu3fvvtvkVXnoulNS4Qg9C/OUWdB9VRchHzbCmC8HoU2bZRgwJxCzTqYgLFEDmySv1RIMgi2FLpy7lY2h66NQa4w/ms0Mxk8rI3BECX7zzUUy6JX4dVBiWeQozcAqBLYw/EKpE3HHXlB9WQ/q2k2gadYBpoUrUHghGq6Hj0tb6UhUCFRLkJBSGnw9TQffqIcYujYKf+11WIwfFQI7amM0TsU8Rp6yhm1FLqmeeEXQzLAw6goK1myCvtdg5H70LdQ/NINhhkJcA84IJQFlxcJJW/5uJSReCU+T15CQECHPZUKIpXreAg2YGKczAXXkyBFBOCkFZm0rz+Npk0OpsMfciWQ2OjoaS5cuxdy5c3++LmZXSXBZG0vZMQks62aZnb1586a8v0p4BS8kr5yo3GHhoiEp9Oy88OtnpQqc9MnJyWLS7927FwsXLsSECRPQv39/MaHpOvbOZ16V4NEVfxtFPsdgGj0Jmq/q4fSnLTCyzmg067QO3WcGYtzBOwiKz5XuldUUzMrkWxw4fTUTvZdHoOaw42g9JwQjt1yCf8wjmKxSdijxamAvWDoRCwnxvKXQdekrMrCqL+pA33sIClashy0wuLSVjnQifi1w80llsOFupgEb/BPRdlYIvlbW8CcDfNBw4inhQBydpEK6qkCYPZH0yhDr5SAhLVZiAm6wWPYcEq1wtM06QPXNj9B1HyDMyRxJKaLnq4SERMXwbOaVNaR0/aV815MB5SBhZOxekbaUJKJJSUkijmcSas2aNYJ4MnZn9pXnp6cN432eg9dEYsta2JkzZ2LatGnC34byYsbijMP5GhJg8oLFixeLbO6lS5d+dimWkHgdPEdeOek4MTlR09LSxORlVpUTm21vSEI9rmE8lj2dLly4gAMHDgi5ASc+JQTjx48XOzJcAJQ4kGR6E5VKXgvMcF6KgX3TdhgGj4b62wYI+ro9RjSZhsa9tqPd9EAM2HYNJ+KeiOycRPWDpcgFtckuzF86LwjDRwN80WGecuPeexWh1zNRIGvmJF4RopbebIHrwUMUno8sNboZPAbq7xsLCbG2WUfRSsd61A+O24lw6/RVfcnvLCjpZ1aVGdgLd3Kw1i8BfZdH4POBvvig1yF0nH8W8w/fED1geYxTIbvFMkPwUnDuOtPShcTdMHkWVDV/ECZNum79YVq8GoXRMaWbLna56SIhUVEwHicpJHk9ffq0iLEpyWXszfiXg3E542EeSxJbkXNQNuyJ5RctWoSNGzeKc1GmzKwqjZvYDof1sTwne7my3nXSpEliUBbMrCvfi3E4SwnZbYSlg3PmzMGsWbNE+xxeH7O4MgMr8Tp4IXnlxGTKPy4uTkw2TlpOajqGcRFx8nEwO8vJzMm9YcMGMcG5s8KdFjoNs1Cbk5vktyLklddCksydGk72pwfPTdLK3R8u3DdJXouNRjjCzsO6YBkMfYYKad/pej0wquNCNBp8AM2mBqLL6mgcin6EArtT7thXQ9DQJVNvwcGINLScGYy/9DmCrgvDsPxoPC7ezhZtciQkKoJiliVotCi6dhMFazcrwX8/YXiT85ea0DbvBOPMBaUE9s5d0UezpALBicTfwR6wl5LVytq9hYYTAvDH7vtRc+gxtFDW9Vr/BCRlGqArKESRU5aAvBDcuKaEMFclNl3EnO3cB9n/UUMYNBlmL4aVcuHHmVV9pRIS7zyYYSVRJHllPM34mr1UmVBi/M1YnbWkzJCS0PL4VwXjacb2jPEZz3va5FA+zCzs8uXLRftL8gFmVGnUxHPy2LFjxwq1JYk143GSW8bhJLJ8P085IcsImTm22WxCiizJq8Tr4IXklQuAhdgRERHw8/MTMgVKAvg1s68krh6CS1LLfq7s7cSJTccyklhOVmZeKRtmATcn9auCpJUZVi4Gyho88mVKF3h+NkvmYM3t0+TVQ3orPMreQzjM8jry8mEPOI2CcVNh6NEfeQ1bIazVIEzotxZNxh7Hj5MD0XR+OHaG34fBUvR3WbV4n9e4DjmqfHhusHolmE3NNmB7cDIaTg7CH3sdRs+l57E5MBFXklSwFjq9M/fkeP+G8iB3swY2Kwf26Csw7zuM/IkzoG7SDppGbaFt1RV5wyfAvHM/CmOvwfkkGyXFxT+3b/I4YVf5z/GWD96LOYzWImTqLDhzNQMzdsehzcwz+HbYcXzY5zD6LY/ANmWNX1LWtM5U9jwp+y2/t2ubP/fTz8TCIrjzDaL1TcHaLdD3HKiQ1vbI/bIe8kZOguXEKRTdTYFLOaZYzk055KjQ8MQeJKOMc0le6dq7efNm+Pj4CMkuSSw/Up7LbCxVjoyHXxUkk4yhSZIpSaZ8mEkr1th61JQsCWScz2vwtM2hp80vkVfyiGvXronXU1ZMNSYdiEmUJXmVeF08R165aLhQYmNjhQyAxJT21yzi5uRkfSsJJXdeuHAoFeaEppsYJyp3VTjpp06dKiY7iSwXQ0XIq6cBMjOrXAhcWJQiUNLM3R/u/JBMc4fHQ149C99TWF6hwfcoe2Bz792p08N6+BgMfYfC2LkXTC3a42L3MZg2dheazziD7ycG4rvJp7HhdBJ0BXa42BKjuLiMuL7GdchR5cNzg2W9HHu8rvG/g+/HBeC3PQ+h78oL2BeWKnpFeoxeXnvuyfH+Dc/9RvncZbbAkZMLs89x6IeOgbp+C+T8/mPkflwL+sFjULDrAAoV0uB2ukpfg1Jy4Jbz7lcH78UcvC8Tj9QFOBX7GDP3xKHOiBP4Hw0248vBR/HT8vPYGZqChyqT+L2W3gPe47XNn7tsjvI34S4ww5HxBNbAYOgHjETOX7+E6rvG0LTsAtO6rSi69wAuEly+lse/r783OeR4jcH7DUEyyJiXrWbYvoaKRmZBGXMzNqchEuN0kkomkxgbvyp4j+M5GXMzOcSer8zEsnSQRJbZV2ZOJ0+eLFSVjPtpvsTEFskr/4/ElEklklMPeeU1e8jruHHjBIfgz+NNp2SJ9xMvzLySCHLiUpbAyUf5MCcqv+auDmte+Tl3f9atW/dzLydKCHgsF1afPn0wcuRI8f+UCpBkPr0gywPKg0lISWCZdSWJpVSYn/M6eI0cXGhezbyWBSzicyVIdGbnwLJzP/I6/gRTl16w9eiDmOGzsXCuLzosPofvJgXh8zEBWO6XgCd6C+xFzp+DnpK3YAdPjtebB0Sm1oyou7lY6BuPb8b64/d9jmDIhmhRA1vaZsP1/mZm5Hi9UbZRJj5XHupukwlFN+JhOXIchpkLoG3bXciINa27Qt9/OEwbtsF+KQaO9IdwK4FAcdl9VY7yDc+azisoROLjPByPSsdoZS3XGnYc3w1XhkJkR22IUr7/AHcz8sRx73XmlaPsZy9R5przwUNYg0JgWLgC2jbdhLsw61yNi1bBFhwOl0otnps/v+59/r3JIUcFx7OZV8biVEJ6sp90+mVNKQfjbqolWbfKGPlV4Ymbn425SUbpQkzlJWtgSVyHDh0qCDOvh8kp1rsyWUViSsL6bM3rgQMHRL0r1ZhMeDH5RQ4hyavE6+CFbsOcwNwZ4STmLgp3SviRX3NnhiSUEgaSVI/TGD9SWsBJzR2WJk2aoGPHjmJi79mzRywsz2vLCy5gTvKnr4WZXX7O3SESWGZducCeJa+vOwg+qIvthaLBunn9VuibtIW5a284ho1C/MxVWLM2CD3WXkKtyafx16EnMM8nHmk5RlEfyfYM4j28dD1yVN0g0nJMOHMtE9P3X0PNMf744wBfjN4eg5AbT5CaZRQOpfLvLUeFB8okwPzc5RZOxO7sXNiDw2Ccsxi6jj9B9WVd5HzwhaiJNa5YB1tYBNxqjXB95SaZnH/lH+I5p9yjqZjgPXtvWCoGr41E3dF++JeWO1Fv5ElM3RkrNqceKGu/FH+XD793o+x5SJOxwpirClFdCW3nPlDVagjVZ7VhmDK3tLWTQmyLrbaqv1455KgGg/AYNpEsUg3JrCclwkzakKjm5eX9XE7HWP11WujwnIy7GaeTBzD+5jmYrCI5ZQeRTp06idY3VFqSTJPQMv7ntVEdyevg+/CaWWrIGt358+eLwT6yHkdkz88nIVERvHKfV8+iomSXTsKULXAniIMklQuLuzAtWrRAt27dxMSm2xi1+K9KXj0LybOIPINfc5EyE0sC+yLDpte9YYj3cDhRbCqA424KCpashva7RjB36wPX1BlIWr0LO/ZcwJAd11B7WjD+a8BRQWxuP9JDa7L/N7OPqr4ByvH6cyEpMx8+kekYqxDWL5QAt8aQY5i67xouJ6vxSGMWrTjk31qOCg38vXb1Z9CNka0PUu/DFnAapkUroOvSR7QhYX2hrnt/mJauEU6vPKZYn1dKYsuCAjl+eTwL+hTEpKiFVHjgigv4W6/D+EZZ3+1mBouaWNbGZumtYlOy5H0ksGX3Nbcyx5z3H8BywEe0xRFqgCbtoe/WXyiTXA8elboLO/9uXlfl1y6HHO/o8MDTKofkldJcT6scD1F9Oi7mKC5+9TY0fA2TREwOMTPqidV5HczAsr6V8f68efPQvXt3bN26VRBa1tvSmZhuwp7rosSZ10NPHE+NLg2fmLmlgZMkrhLewCuTVw84oamHpxkTJyR3gigRoJSBLmUkroMHDxafc8eGx1ZkYXkW8rOSChJV7ji9yVY57KvIHnWOqzdgnLEAqk9qoaBHP7iWLEfanuPw9buKiYdvo/6MUCEjnbAjFlcUMpOlo3RYtsypTohP12NHSAoGr49GzZEn8dmIE1joE4+EjHzk5tt+zrRLSHgFvI8pc0r0gs18gsLIyyhYsxl5/UcohKEdcv72NbTtusMwYz6sPifgTEoR/ai54SbxauBGo8Zox11lLW86dRed5p1F7VF++Kj3YTSZcAqLD99ExJ0cPFQVvLftc7gp4khOhc0/CIapc6Gu3RSqL+tB32+4MG3i/ORcLSlyCDdiCQkJ7+DZPq80SWIHD5LMF0mNKxIDewybmAxiXM1zet6fGV7G9cygMvNK2TA9cCgLjomJEY7ECxYswM6dO8X10ReHsTjJNkmuh7iS3JLwVvQaJSSeRoXJK3dWuEvjcf7lbktGRoaobaXGfdiwYaK4m9lYTnzKCV615vVl4MLiYvPUwb4R8mq1wv0kS8ihDOOmIfdPn8H00wC4N2/FY7+zOH0uEfP8ktF41ln8R4+DGLHpEsLjs/Eg1wRLoQwiqxPiUjVYffIOeq+IwJcKca012g+r/RLwUGNGnrkIrmJ5M5Z4A+D9jDIutQaFEdEwb9gusl65H30j+sFq23ZTyMQc2I4HwJmYBHd2jnLfsgl5J2SAUC6UujVDSIhJUhf5xqOzQmA/UO7pJLA/LT6HVcraj7idI7K0dgefY+/J75YBcWERig1G2EPPwTh3KXRd+kL1xQ8i82pcsFx5PkbB9fAx2wNU9dVKSFQ7PEte6S3jUTJ6C4ynSVzZLYSDbXdITvk9notdQ1gmSCLKTCtrVxlzk6jSRIrklOpLxv50IubrPUZPTGCR7EZFRQmOICHhDVSYvD5dj0oSy6JyTzsbLjBq4GnkRE086125CLy548LF5ikof1PklZJhyqTsQSHIGzoO2b/9G4x9h8B94CCyz1/GhZj7WHnmPprNPot/67Ifg9ZE4lRsBpIzDSiwSfJanRCdmIv5h26gy8IwfK2Q1/oTArDldBJyjXbR29f9vgSzEpUP3jetVrgys1AUdx3m7XuRP3w8dB1+grpOU2iad0T+iAkoWLMJ9pBwQSSK8/KF9FiifODqpXqC2dWLCblY6hOP5lNP44tBx/D9yJNoPzsEaxUCG/9Qj+w863vTA5aZVLdKA0dCEgrWbREGTZoGrUX2P2/YOFiP+cOV8USQW7lZIiHhffxS5tWbjr2MnekfQzJK8ycST08bHpJlZlCZYaWrMWtbmUFl3M+srOe6WB7I4/iRZJcfKRnmx0uXLglCyzhdQsIbqDB5/SVwMVFGzJ0YWnmzQJvZWG9P2kohr/kGOG4nClmevu8wZP3mAxgHjYDLPwDqq7cRdzsTW86lo9WcMPxz+z3ovSwCRyIfCImp0eq9XTGJqkfErWxM2RmLtrOD8a1CXptNDcKes6nItzlgYyZGBm4SlYASeyEct+7AeuQ48sdMETWwOTW+gurr+tC26wHTsrVCKeK8l4ZiswUlTpeUcZYTXMIkpWa7EyHXn2DM1iuoO/4U/tjjIH7beR8GrLwA3+h03EzXifs7s6/VetmzXMdshjMxGbZTwWKDJOfPn4u5xuy/ecM2OOLvSNIqIfEG8WuyYW/EvCSiVE8yy0rSSpJK81XG8cyerlixQmRe+X9sk8mY2+NMzM9JeulIzGN4PDO0/Hzfvn04d+6cIK68XpfcUJXwEt4IeaU0gBIB9oplrSulvVwc3kRlkFfWuxZdiROZDv1Pg5Hzh09gGj0R7vBw6BLv4VZqLvZEPkLbeWH4p/a70XVROHacTUFMqgb55iKvXYdE1YHTiSPkeqaQhTebcQa1x/qj/dxQHL6QBnORC0WuYhm/SVQKSEbdOaqfN9WMMxdC33sINE07QPNjK+h7DIBh4kxYdu5DYfQV0dakWAl+BIGVk/RXQfk/CSzrX30j0zFtVxwaTgzEn3seQqNJgRi4+iJ2haSI/8+3FFXfDCxNVeyFIqtqPREAw5Q5ItOf++l30HXshYLVm1AYESXUABISEm8OlUFeqaKkcpKtbkhE6V9Dp+CQkBAxSFqZPWUrHtbEsvOHR33Jz6msZEsdxv08lkSWr6cjMTkAY/WKmklJSLwIXiWvHlkwSSTJJBcDSeurugyXB5VCXpUg0R4WgYKVG6Dv3h+5f/0Spimz4L4Sg/z0TKQ80uHI5Qx0WBCOf2i3G+0UQrM2IAEXE3KgMxV67Tokqg7MqFISfCr2MfoqgWuDqUGoO/EUeiw9L9poFLrccPIBUtUXKvF+gPc3V2nLEsqDiyIviwyYvsdAqGrWFT03c2t8BX2vwShYv1UhGJFw5eSixCUzsOUFf8UmqwMZWgtOxTzGIGXd/62/D/7S+zD+0P0gRmyIxtkbT/BYYxZZ2uoIzq9io1Fk+Y2LVkD1Q1Oovm8Mda2GMIyfDnv4RbhVaiFnl5CQeHOoDPLqMUX1kFjKgXlOklXWwGo0mp9NnJ52C/bE/B4Sy5ictbLsRkIZMssJn3YulpDwFt5I5pUTlROWw7Pb4u2JWxnklS6fNr9AGGcvgo497T79DgVzFsF96zZMuRo8zDHC71oWui2LwD913osWs0Mwz+cmgq8/gdrg3UyzROWDU8npKu0F6ROVjo6Lz6HOpEA0nH4Gg9ZHIehqhiCubnlTlqgCCCfiRxkiA2beuB35o6eI7Bh7b2pbdRbSTuPC5SJzVnTjFlxPssrMnJwyC/srYEaVrXFupeuxJegu+q+8gB/G+uPfOu5FS2X9s/6dxJbmfOzx7HJXk98nWzQpz1FRX30pRmTw9f2GIefjb6Bp0RF5Q8fCvHM/nHfL3K2d1ZO8S0i8LagM8uoB34u1tGzDw5ia8TXjbCahXpY55ev4/3wtr5dqSxJXKROWeFPwOnklnm5t86ZssSuFvKY/gmX/EeSPmQxd+55Qf10fBUtXw33vPiyGAmTrrQi5nYvea6Lwrz0OovHMYEzYHYfjlx8hJ0/uSL/rYNaVxJUS8N1h99B0dgi+GR+A5nNDMW5nLMJvZZfO76q+UIn3EqKvqxJUuHPVcCQmwx4cDtOS1aIHrKZha+R+/C00jdogb/h4FCjktijqCoo1WkE6JHl9Obj2Xe5i0ULn6j0t9p+7h97LzuM3nfbi04FH0WTqaczcdw2RiblCPlzoqB7yYRLX4rw8FMVchXndFuT1Gw513WbI/q9PBIk17zmIothrcGt0QgEAaVQnIfFGUZnkleB7knR6DFn50f1U//Bfgifu52s9iSuZbZV4U3gj5LUy8MbJK6UQqfdh3rIT+v7DoWvXHZp6zZUH+ma4MzJhtxZCW1CEi8laDNlyBb/v54MGzMhtiMb+iDRkav9/9t47Ks4rS/f+57vrzloz93ZPuD3dMx3cbuckR9kKtmVb0co555xzzjnnHJDIIgeRRBJRCARIJJEEIkNVUVBAFTk837t3qWyNwUESIoj9W+sYGSq8UFXnnOfsvZ+tb53rENoNShem9EE6iDjhlshR1w8WO2HorpvYZBmNoITC9r5EQWAR21iuR/0jZV7y8EHZweMonr4ARd37cDsdVd9h0M5cyOnF1b6BqEtIQqNGy1FYaW/yy1BbnMLSSkSmqbHbKhq9lzmj2xw7vKbM98O3euPsjSTcTddwr+fGpk5q4ETGU9QOp7wC9WkPURMcBv25y9DOWsSHIEW9+6PoywHQ7diP6rAI1Ofkoamyqr2vWhC6BG0tXgWhMyDitSVoE0Kpz3GJKNt/FJrRk6EZOo5T8WhRbygoQG1dPcqq6xHxUItll+7g9bl26L3WHaP3+uGsRxIyi8plUunkUOSluLwaDwvKsd/uHrotcMD7yphwIAAHneIQkaJq70sUBGMvzto6o/jIykFtzD0YLGxRum4risfPMIqPHt9BM3IS96vWU/QsMtqYRlwltfm/BBk4GWrqOcvG/U4WtlnexbAtXvjreHNFxF7HjMOB3DIrMlXNrXbowKuzzfpUD03mhORQXWnvwmUyxRNmGt83n3/D9dO6bXtQ6erB75lGvd5YQy0IwgtHxKsgNEfEa0s0GA1Rau7GQLdlF4tWzfDxykZwGgzm1mjQaFBPxlTKZuV+dik2WtzFh0uc0Hu1GwZs9sJhRdik5eskpbSTQ5vRwpJKdhbdrrzGb820xfvz7DDrWBC7SlM9nCB0OMh4QxEi1J9at20v1INGofC9z1H4/hcsRkoWroT+iiWqg8NRn5tvrIOtkzrYX4LqWlPzy3Dzfh5Wng/H29Os8MoEc3y+2JEF7PWgh1CXVUFfXdd52mbROkcRV20Jau/FGd8vm3dxpJ7a4RR268Uu1rqte1Dl7cfvqaYacdEXhLZExKsgNEfEawvQAk3tJaqDQlG6cgPXjWnGTFU2fStQ6eDCiz3XRDU2ITmvDLttY9F7lSu+VMZXK12x2zoaSdklys8bO89GRmhGbX0jcjR6RKVpsOHKHbw+1RofzrPHkjNh3M83URG1gtDhoNojTbFRwHr5ouLYGZQsWQPN8AkcgeXDuHEzWNga7F1QE30PDSq1MYVY5qsW+SELo7Ac13xTMFMRrH1WuOCDmbboudABGy5FwCMqG8m5pZ2mfU5ThR71DzNQcysEFSfPo2TuUmhGTOSIq3rQaGgXrEDZoZOcil5PLZeKtWzoJAhC2yHiVRCaI+K1BSgSQcYmVV43oVUW9MIvvuPUqbLNu1DteRONpbofbpupbGaOOcVhwAYPfKVsZj5dYI9NZndwP7OY+382iKFFp4U2oRnK6xucUIhV58Px6iRLfDLfHmuVjaprRBZS88ra+xIFoWUeNyimg7a6BymodHLn/q9Fvfqh4PWPkPv7vyj/7o+S5euht7JDbXKqMfoqNbA/C83k9GeNeViMiz7JmHkwEG+MN8d/DLyAgWvdsdUyGjdjcjtN+xwyXWLhSq2WxkxF/p9e5zZLhZ98Be3MRdBb2LIRGJszmRpeC4LQpoh4FYTmiHhtgcaycm4VUOngyu0mKIVKO20+Ko6c4sWeorImslUVOOueiFHbffD1Sle8P8sWqxWhE5Wq5lopSj0VOifkIPogp5RbHy0+HYq/T7bkNEFqk+Ebm8d1zYLQkWE3YpUatffjUWnvjLLdB1GszGVFPfuhqM/3UA8eyxE2MqaruhmAusQHfDjHhjzSF7ZFqP71drIKJ13iMXKzJz6YboMeixwxaIMHDtrd4/pXMnmrqu1gUUrqD1xTy/3La2PjuA1c2fa9KJ44E+oBI1D0WR/uZ65bvw16MyvU3LnLvVwb9eKcLwjthYhXQWiOiNcWaCwpRV1qOvTmNlCPnISCdz6DdvZi6K9Y8ILepP/RSThXrccV72RM2e+Pb1a5cmrp4lOhCEsqQlllHUdfhc4JtcmJzSiGbXAGZh8LwitTLNFzhQubN9Hrm6sRR2mhg2MycyorR0NOLps56S9eg3b+cqj6j0D+W5+g8IMenFKsW7uFDXsaMh9xxFZSRFvG1AM2JKEQ265FYdD6G3hPEbB/GHoZk3b7wcw3FZFpGm6x1WEg/wUqh6moQE1UDCoumXMqObkJ5//jA6h69efoa/n+o6gOCEYdpQkr7wHyfpBovCC0HyJeBaE5Il5boKFIzSfTFeeuQD1kLAre7Y6Sxav5pLr2foKxxcRj8osNsAlMx4KTIfhu3Q38dZIlZh0Ngm9sPlRl1ah8Sfr/dUUM1XUIT1bhnNcDTDoYgL9OtcLXa9xw0jUB9xRRW1Ra+esPIggdATbnqTb28LwdCf1Va5Su2QL192M4Cqv6aiC3A9Ot28ZOxTW3QlFPIraklKN1wv+EVhnKvHAMzeR6+O9WuuL/KeL16+UuvBZc9klBfFYJyhWRW9ueB5i0uSVTJl0Z10BXB4fxuqZdsJKj7uwo3LMvH86WHzmFKm9f1GfnGB2F6+TwQhDaGxGvgtAcEa8t0JCTh5rgcJQfPsVOnQXdeiobvc2o9g0wOi4+0V6CBIxz+COsVTYw/Td54j8nWHArFeeILGSp9SjvJPVPQnOods3/fj722t/DyN2++IsiXvtu9FA2pslIyy/rWJEVQfglaF4kAVtTY2yLkp7BZk7lx85w2jA7zH7Y02hON2ISynbuR5W7lzGNWCe13S2hM9Ry3bubMtcvORmK98mNfPZ1fDDXDvOOB8Pl9iM2eKLbtRccddeWsOESt8HZuAOa8TNQ+Pm37OWgGTuNWyoZrOxQdz8BDbl5nFnEwlXSxgWh3RHxKgjNEfHaAvUPM1F1wxtlO/ZD3X8ECj/9mp05a+/c5T6KT7YL0JRVwScmF7uv38P3233wr+PMMXyXLyxvpeNBrg4lehE4nRVKDbwRlY21VyMxaJs3/jLNGt8rX22CHiJPa+g0xiyC0BL1efmoDotAxfkrKJ61iCNwhR/2QsGbH0MzegrPf1QnS/2uG4q1xowTSiEVEzqG3OYps4YOss66J2HMzpv4eL4Dfj/sMvsf7LaJZQMnitCS90FjG/7dqA8r1S03FKk4i8jUBoecpgu/+JYPZFUDRqJ00y5UOrrxIQXIsEsEqyB0KES8CkJzRLy2AC3kBsvrKF21Cep+w6HqPQDlB0+gLjmVzU/YlfMxFH0LSSzCKY8kjs79bsxVDNjixamm0enFUOuqnvt6hPZBp6+BY1gmFpwO4Yjr32fYYJTyGrtEZPGhRJWkhAudGKp/JAFbExkNg40DynaRmdM8FrEUgVX3Hw7tvGUoP3kOVT7+7ANABlAUzRPnWXAbtLqGJmjKqrn+9byyBkza54e/TbTAe3OuY9hWL2w1j4L/vTyUPp4v2uqv1liuvLYZj1AdGILyE+egnbMUmqHjUdT9G04V5zY4h0+iyvMmZxM1aIqlVZIgdEBEvApCc0S8tkBt9D1j3ztl46buO5yH/uxldmkk45MnDSzKDLWIflgMi1vpGH8gAP8yygx91t3AYac4RdQWokArTo2dFTqYsA5Mw5QD/lzr+vqs65h0MBA3Y/M44iJO0sLLADsSk4iNiOK6R82oKSj87Gvk/eerKHivO6eW6vYcYjdiiuSRMGIzJ9k0MVTTqi6rQlJOKff4/niBPV6ZZIG/KiK2v7IWXPBM4ugrzScvvO83bWbr6lGfm4fqoDCUn7rAacL5/+iGgrc+ZXMuboNzzfpxf1/Ni70eQRCeCxGvgtAcEa8tQIYmZbsPoXjyXKj7jYBm6AQYlMWear+43vWJ1CpKHaVNi+udbEw/cgu/G3kFX66ilLEY+MbkIkctjrSdEXobFZdV4+rNZIza4Y0+inj9aJEj5p0MQVBCIWobpIev8HJgdCMu45KI6lsh7KpeunYLNMPGQ/XtEB7qUZNRumEH9FetlNuE8m25pU6dpM7TPKCvrkMh+x9kYs2l2/h+kydem2qFD+Zcx/wTwTDzTUFUmhqVtfV8+1bfb9Ka1NCAhvwCdpQ2XHeEbstubvVG6cEUTade5br129msi1zz63Pz2ZhJEISOi4hXQWiOiNeWHlvZnJWu3QrNyMlQ9x+J4vEz2OyCow20SXjiOaidSmZRBQLjCpRNSgj+dcQV9FrmjM1XI+Ee8QiPpBdop4NeXYqQqHRVuOCRhIEbbqDPajf0XuWKVZcicCdFzWV/smYILwVs5tTIbVG4pU6RClXefijbd5gFD9VH5r3yHgo//w4aaqdy+CSqwyMUAZvNUduujmm+oAhsSp4O3jG5WKvME+/OssX/G2WGzxY7YtqhQK6VLzXUcvu0Vo3AUhscqnFVXr/a6FjozSzYHb+wx3fIf60bGzNRyzcqfakJuc3pxPQ6iymTIHR8RLwKQnNEvD4JuXHW1fHGjRZ/9ZBxXCdE9UJV7t7GTd5PHr+6toHNeyIUQbPiXDj+OOYaei51xqrz4bgelI70fN1z/qZCW0MbS9pg5mj0OOYUh97LnRXx6oqBmz2xzfIuYh4WG98K7X2hgtCamByJFRFE9a1U58puxLMWQ9VvBIq+HIgi6gc6fT7Kdh/k6B71DG3IzUdThb7F+bErQfNGcXk1UvPLcNU3hetfP1vkgG5zruOLRY7YZHYHAXH5SC8o40PP5+axe3SjsvYZ2+CEouL0Ba5TVg8dh6LeA1D07RDu6Vt+9DS/nvXZuT8KV0EQOjwiXgWhOSJeTdDptbJpI0fNShcPaGcu5DY5xeOmo3Q1tckJbPFuNfUNUJVV4f4jLTYom5NXJlui5zJnLDwZArObyXiQU/ocv6XQHpCLqF7ZXKYpm8w9tjHoNt8OXyvideweXxxyvI945bUWhJcSmj+VDVGjIkbZqfZuLAy2TtBt38dR18JuPbketqhXX2jnLEHF2cucqUItVsTwR1kP6hq4lCQyRYXT7omYdTgQn8y1w5+GX8bQjR7YaR0N7+gcFrnPC0fKdTrUpT+EwcEFpZt2/PgakTHTyEmc/q23cUBtQhLq8wp4feNUbyl5EIROgYhXQWiOiFcTVIekLOzUEsJgbQ+NIlpV/YZDy1GGQ5xu1RJk2kPOsyn5Ouywisbbs2zRc7kLpiubllNuCYjLFKHT2aD0P0rvi88qwcarkXh1mjW+WuWKGUcCcc4jEclyICF0ERpLSlGXlIJKNy9uF6YZMRFFvfsj/81PuBZWO3cpmzxVU1TvYSb3kG1S5uamLm7olK81sGHfcec4DN3ggb+MMkP3+fYYvsULRxzu497DYjZwIrH7tJD4bDIY0KCI0ZroWBic3FC6eSdU349G0ZcDuN0RZQ1RaxzDdSfUxieyVwNHW7vwayIInRERr4LQHBGvJijaUKpjIxL9BTNuJ6D6ZjBKFqxAxZmLqL0b0+Ld6hua+KT9kaoCB+3v45NFjui5wgVj9vhir909RKeLm2Nno1rZUKrLqhGZpsay8+H4w9hrbMK1+HQoLPxSkZ5f1t6XKAhtQlN1DRq1JahLe4hq/yDoL1ugdNVGqAeOguqrgSjq0RfqoeNRumaL8jNzPuSjdmIUuX3Slb2roVfWBBKwAffysNksEn3XuOGzeXZ4fYI5pu31w7WbKbibpuE2O08Lpf3WP8pGdUCwMa177lJer6g2WT14LK9Z9P2qm8b2Rtyjt17qWwWhMyLiVRCaI+LVBDk1KpuuuqRkjiSovh7EmzPaqBms7VCXkNTy3RqbuH9fQUklTrol4MvVbuilCJ2BW72x4VoUbierpDayk0H1aFTHTK7Cc08E45+HXWbxuu5yBBxDM8SES+hyULSPorAUXTXYOqJ05QaoB41GwesfIf+1D5X58ntuwVJx7jKbBpGZE7XU4Z6wXVg05RbrYReSgRXnw/HVUif88zdn8MV8eyw/EwargHTO4qBMj191LqeyFoq4VlUb+7feCuF2bhoy1PqwFwo+6IGCdz9nfwbDVUvURt5FI/VuFQShUyPiVRCaI+L1MXQyXZ+Th5rIaE4TLvriO0W8DuJ2A1U3vFGf9rDl+1GjemXzoS2vxiXvZAzY7Ile5Ey71h2Lz4XjVnwBb0xeeH8/odWgqMnDwnJ4Rudg2uFA/NOQi+iz1o3Twj2jspGrkfYSQheDzIGU+ZWisLVxCajy8GETIKM50HjOUqEDP+3UudBt2gmDuQ33jSWDoCZ91+11rTPU4n6mFvaKgF18MgTvzbDhGtg+K1yx5FQonMIy2a2+VF/7yw+krE/GNjj3YbCyg279NnaCVvUdhqKvBnJbN91G5e9ueZ2zhNhEyyBO0ILQ2RHxKgjNEfH6GDrVrnuYierAYN4EFH78JYvX8r1HURMczpuwn72v8pz6qlpYBqZhxG5f9KKeoEudMPXILXhH56K2vkF6gnYiyipruXevg7KxHL/PD//r+wv4bsMNHHKKQ2BcPkfZBaHL8djMiY2CFGFUG5dojMKu2wb1t0OQ/5d3UECtWd75jB2KqV9sTcRdNKi7bgTQlJmTW2zAea8HGLLNG+/PscO/Dr2E7gsduB94SFIRsn/lQIxchWvvxbFw5TY4H/VG/t/fR2G3XpwqzG1wqHfrI2pfVNWspZsgCJ0TEa+C0BwRr4/h9hCJD1Dp7M6pwoWffs09XitOnEdt9H00FBT94v0N1XWcHjblcCD6rL+B95WNybi9fnCNyOIG9pQaJnQOyEiF6tHMfFMxarcv/knZaH6/1QtnPZMQkaKCWlfV3pcoCO0HmdtRmUWhCrWxcah0cEXZjv3QTpkL9YCRfPBHKcUkYMv3HuE5lW7XkJff5YyD6Nck93JdZS0C4wtx2CUB4/cH4LUZtnh3nrJGHLiFPQ4J8LlfALUy7+gra9CgCFUyZKI0bXJxpkMCqjcuP3GO61s1wyZwyyJV/xHG+tYjj9vg5OSxbwP3IxcE4aVAxKsgNEfE62PImITaQujNLFGyaBUKu38L9bCJ0F+2RF1yOhqLS37x/lQnSUJ1wZlQ9NvkgXfm2GH4dh9OFyvV16CqVjYUnQUSp1TvesItEUOV1/Cfh19hEWsRkMYpgFplkykIXRqqwaypRWNFBZvc1YTf4ahg6apNUH0zhA//Ct78FKo+g1G6eA305834NiTIfogMdhFoSaLDy7ySKsRk6bDPORG913vjtXnOeHuxG/puD8DhGymIzy9HgaYcdWXlaCwq4lKVmtDb0F+1QunGHVAPn4CCNz5S/rZ9oB48DqWrt6DyujPqEh6gIb9QXJ4F4SVExKsgNEfE62OonqsmJBzlR09BO2sRu2hqxs2AwcbReKJd9ssmPSROKUV4rdkdTg17e/Z1DNrkCQv/VBSWVrIjsdA5KCyphNfdHOy2jcWgLV74/SgzTDoQAKfwR0jNL0OZ4Vfq0wShC0HR1IbCItTeTzAK2HXbUDx2Ooo++wZFn3/LUdiSuUtRceIcqv1uoTY+CQ0qjbEWtotECcnzwFDbgGJ9LVzCM7HoRDD6r3TGp1PN8dW0q9hx8AZCPW4j82YYqm8Fo97DC1WWtqg4fBKlS9dAM2ISVH2+5zY4mlGTodu8GwZrB9TFJaKprILTigVBePlob/FaV1cHvV7Pe2zToL226bnpa40y/9D3CwsLkZuby9dbUFDAe3SDwaBM811jnhfaDhGvj2mqrOTWArrNO1E8aRaKeg+AdvoCVLp5opFaDVT+cqpotbIxCYwvwO7rsRi7x1cRr7b4bp07Lno9QKaqnKOvcj7WOSBDJsewTKy7cgf9N3jgD2OuYc6xYNyMzUOOxgB9tUzEgvAD9Q08P9I8WZecxu1y9BeuonTZOhZddBBY9FkfaEZO4u/pL5kb6zPJzKmya9SP07pUX1eP6qoaxCXkwNbxDnbucsT0CUcx4dvNODhhO/yW7kHqim2oXL0e1fMXo2zsFBQPGAFV7/58CKAZPgEl85YbDwECQlCflsEZQezo3IXbEgnCy0x7i1cSrtnZ2UhKSkJiYiJ/LaLMEEWQ0vOTuNVqtfyzwMBAvkYHBwcEBAQgPj4eeXl5LGAFoTUR8UrQ6VGFHpWuHihZvAqa0VOMPV4XrkS1XyDXH1FN7C9BzeapLc6pG4mYeigQb8+yxVerXHHSNR6JOaVQl1VJNlcngXr2UsR84akQfLvGHX8Zb4Elp8MQmlTE/V/JgEUQhJ/A+bF1LGSpxtUYhd0Kdf8R3MaFTIZUPfsp8+oq6C9eQ3WgIsAys9CobM44ckj37+yTJG0mlU0d/T4kzKldENWhUtsaqvmtz8yEKvQuEmy94LH1Ao4OXYOtH0zGxU/Hw7vHKNzvNRSqLwdC+8U3UH/YE6oPekD12de8HrHwv2xhTL+mMpYGMWUShJed9hKvpqgqRVDDwsLg4uKCGzdu4ObNm0hNTeVoK+25af+dkpICX19fXLt2DefPn8fx48f53+7u7nzdFJElkdsgh2xCKyHilW6vbAIadWUw2DqgeOpcaEZM5KbvpWu3cM0RC9df+dBRTVPsw2KYB6Rxb1ASr18sdcJ+u3uITFNz31DZZ3QOHhaU4bxHEqYcCECfVa74x2QrrLlwm02cSg21qBHzLUFoDs+lDZRnxmZOVItJbcaopQ455LLRUHdFlPUbDs3YacbWLorArY2IMpo51XXiCKLJiZnS6RSxSr9PXUoqaqNi2GyJTKv0ZhZclqLeuAvZ81YhYcRMBPcYDu+3voPvm9/A/82vEfx+X4R/OgjxfcciZ8JsFC9axe3a9MfPosrFw2h8RW1wKBOIxX57/+KCILxI2ku8UmSV9tSxsbE4deoU1qxZg/379+PKlSuIiopCZWUli9KIiAi4urrC3Nwc586dg5mZGaytrXHx4kUcOXIEFhYWfO0ajUYisEKrIeKVnDPr6tGg0bJZE6VmqYeM5eirbucB1Ebf+02n29TrldqrkGnTsnPhLF4/XuiArZZ3OZ2YonkiXjsHqbk6HHWKw4jtPvhyuQvemW6LzWaRSMgqgaGmHvUNIl4F4bfQqMzRtfGJqHRwQenSdVwHW/D6R8j7j79zL+1SRZwZLpujNuYemvT6zhGBNV1fo1GwsuCmaCu1ECrWov5RlrJuxKLa24/73ZYfOIbSFRtQPGEmivp8D82nX6HknU9Q9mY3VLz1AUre+ADJf+uGoD92g+urX+Hau0PgNWIhUrYdQYm1IypDbqPhYSaatCVdyuhKEIT2E6/0+LSv9vLywuzZs9G7d29MnToVO3fuhJ+fHyoqKpCcnAxLS0scOHCAx9GjR1m40s/Pnj2LhQsXYtOmTXBzc0N6ejrv2QWhNRDxqmw8qJk7mTJVnLoAdd+hingdh+IZC1F+/CxvvH4LJGgoYud/Lx9rL0XgrZm2eG+uHVYr/3aPykZqvk5c4To4xiB8E4vUXTYx+G6DB3qvdMWnixy5H2Nqng7VddKzVxB+K5Q6y2ZO9+JRaeeM8t2HUDJrMafB0lAPHA0tzbUHjqPS5QaLvgaVmss4OkQU1hRRpXWiptZY20stbAoKUZeewSZVlMZbdTMAlU5u3Nu2/MgplG3dw4K1ZM5SFE+azfW+6mHjof5e+X2HjYNu1ETop8xC1cKlKFm6FndnrIbtmJXYNWAlpvdagfWTD8DqkB0ib4ShIC7tse9CZccW9YIgtDptLV6fTBeOjo7G5cuXMW3aNPTr1w/z58/HoUOHEBQUxLWwcXFxHG3dtm0bDh48iAsXLsDHx4fTiB0dHbFhwwbs2rWL04fpe1QbKwitQZcXr5SqRinD9anpfEJO0QASryXL1kJvZoW6lLTf9DgNDU1s9BOZosKWa1EsXt+YYYuFp0NhE5KBeEUQNcrGo0PTqIhSiqDHPCzGeuU1/HyVK3qudsOXa9xx2CkOj4rK+ZBCDiEE4TdCmytljm1SxCilu5I7ruGaNUqV+VU9aBQK3vwEBW98bOxZumglt4WppdYvRSoWi+1Ok7GnLUVV6Xdo1JagPiOTI8Vk8Ke3vM59Vqm2lw481UPHoahnX67vLXynOwrf+gwF733OvW9V3w2FZsxUlM5fhvJNO1B54gzq7J1Q4umHQEsfHD3ugXFLrPDK92fQY54tlp8Lg1XQQzzI1hpdmSXqKghdjrYWr/SYVJtKBkz29vbYsWMHJk6ciKFDh2LFihU4ffo0wsPDOQWYxC2JWUoppq9WVlb8PRK2ISEh2LdvH4taqpV98OABpw4LQmsg4rWmhk/6qZZIt3UvCj/owRuQ0k07YXBwUTYqj37T41A0rqikEvGZWo7SvTvXDq8pAnbGsSBcvJmC6IcaEa8dnDpFmBqq6xH2oAhLzt/GB4ud0HutOwZv98FZzyQ+nKDXUF5GQXhK6NCnStlsaUu5DtRgY8+1nJrRU6H6ahCKvh4E1YCRKFmyBuWnLqDKwwd1iQ94bv41p/dn4on6XL4uMlZSro1Ec31OLs/7dHBJmTc1VLcaHI4qbz9UOrpyeUn5sTPQbduLkuXroZ25CJrxM3jdoN+BI8p9h0EzcDSKR0xC8eQ50C5Yzk725cdOw6Dcv8rJDbWBwWiIS0BFaibuR6fDITAFi04G4725Dui2yAWDdvhj1bUYuEbmIF9rQFllrawhgtDF+Kl4tbOz44gnGSa1tnAl0UrPR1FXEp9U30ppwosWLcKcOXM4BZjEKxk4kXg1pQ1TLeyePXs4dZiuj2piKVWYamWvXr3KYpda6NBjC0JrIOJV2RhRynB1aARKV29G/msf8iakbN8R3qzQz34LFLUrLqvm9OBDjvfx4WJHvDbbFhMOBuCoawI7EcvGo2ND7Y5KKmrgdy8fs06E4I259uizwQMTDwfiKvXrLakU4SoIz8JjsUjRVI5eZueg+laosaXOqk2c7VLwYW8U9ewHVd/hyvc2wmB5HTWR0WhQa1o3XfZxKjAomqo3GOtUs3JQm5iMmogoVPsGsMESPX/F2cso23uEI6sl85dz3aqG0n8VccqiW7neol79OKpKXgnFE2dBO28ZdOu3cSo0uSpX2rugSnnMmsi7LIjrMx+hITcPjSTMdTrUluuhKalAamEZzng+wKjd/vhsqQvemG6LL5e7Yqd1NIISC7jlmtTbC0LX4knx6unpyeKQWtDU/koHjGeBHjMnJweRkZEsPikNmCKqlPq7fft27N27F8eOHWNhS9FVMmy6c+cO17lu2bIFM2bMwOrVq1nMksgl4UruxA8fPmSDJ3IcFoTWoMuL10blA1iXms5CVbtoNfL+9i7UIyah/OR5RdCGc73Wb3oc5Xl1hhpkq/XcLueLVa54Y54dRu3xxU7bGAQlFLDAFTouhuo6FJZWwj0yG5MOBOCV6Tbou8kTC86GwS40A2rdC4gACUIXhTNe7t4zttRZsYFThws//xYFb33Kbu8lKzegQhF/NWER7N5LLr4/9DT96TxvEqRsnFSHJmV9IC8DU6uaBmpVU6RCQ34BC9X69AyO7FIUuCYolF2RDTYOqDh3BeX7j6Fsy24W1dRXlWtWh00wCtYe36Hoi29R1P1bbvvDUdbBY9mlvmT5OpTtOoCKM5dgsHNml+HamPucZkzP30hOmy2sT/Qd2obqlfXBL74QO6/fw4jtN/GPSZZ4daIFJipryFGXOPjdy0NRaRVnh0jdvSB0DUi8ZmVlsXil9FsbGxuObNL+l35Gg8yTKBJKe2ByCX5auA+1cj96LEpJdnZ2ZpFMopQEKNW1njhxgt2DyZQpODiYxStdA7XNoYjw1q1bMWbMGEyePJkNnuj/yXHY39+fo64U1ZWSK6G1EPGqK0PtvTgYbB2hnbME+X9/n1PAKDWM6ppo0/FboOfVK+JHpQicK74pLHreX+SAIdt9sPbKHfjG5Ip47eBQWl6WugL2IRkYvfMm/jzBAt9v9sL6q1Fwv5ON4vLq9r5EQXhpIHHZUKTm1Nwqdy9UnDjHLXVU/YezKCz6ahDPxbrt+7iNWe3dWDZLYuOiJ+s/ac439ValulQ2VCriHrIkUGvuRKM6INgoUO2c2FSp4sRZlO8+CN26bShdsgba2UtQPHkupzGTGFUPHAV1/5HGr8r/kws9OdAXj5+u3HYxSpev57RhMvWjOl2K1Fb530LN7Ug2p6pLSUd9dq7RfEpZYyjDp+lnog60KpA1VZ3yj/SiCgTEFWCPbSz6rnHHm9Os0X2hAwZv8sBeOgSNL0BGYTkqa55+gyoIQueDhGl2djaLV+q1SgZK3t7enDpMdak0KH2Xopt5eXnPlJpLwpXEKN2fxCZFTclw6fbt27h16xbX2ZKApf6tT4pXMmCiWlZyJD58+DC7C1N6MUVgly9fzvWyJIDpNs8qrAWhJZ5ZvJocyejNSLn3JCafHPQ9U1PiF3Ha0mriVVvCJ/sV581QPHUepw0XT1+ASntn1CWn8qn9b4GeltJOdYoAsg1+iJG7ffHpUmcMoMjdqVDcUMSPnJZ3bEr0NUjJ18HCPxVDlNftT6OvYsRWb+y7fh9+sXkorahp70sUhJcOEp2Nag3qEpJYCJJxk6rvMOT97X3kv/EJR2RLl67lNN66BykcPeW2OjTfK0K28bGREmXJUJuaugeP+6sGBrODMRnvlR89wyKYornamQuN7r/fDYWq+zcofL8HCt/tzhFfNpB6/WMUkNnSh72h6t3fmA48ZY4irFdBt2kHC18S09UBQca63IJCNJaVo6kVTJWqlDWk1FADz6hsLDwZgu6LHfG3CRb4w4grGLPDByfdEhFwP59rYGm9MRrItc7rIAhCx4PEK6Xyknh1cHBgYUnRV0rHpZY0vr6+LDCp32pCQgJUKtVTPwftp+l+dH8Sqps3b2azJhLEJI6pjyu1viHhSmnEgYGB0Ol0PzgSk5swpRhTevHatWtZxFKd7NKlS1nwUs0r7dMpdVgQWoNnFq/0Zqc3L6UD0Bue8t5Ng97M9+7d4zc+CUwSsg2t3PagtcQrnYxTynD53iNcz1SgbGJKFq0y1rtm5xpbNvwG6FnJ8Keqth6uEY8w9VAgeq10xbdrb2DK/gA4hmYqG40m6SnfgVGXVeH+Iy3OeyWh//ob+E9FvI7b5YvT7kkITSxEmaEDuJ8KwssGRU31Bk7rpehqpYs7yvYdRfG0BVB/Pxaqb4dAPXAkShasQPnB4yxiSThWB4Wi2jeQo7ZkAKW/eBUVx86gbPch6DbvQunqTTyXUyue4gmzoBkzjUtCNDQU8cpmSjRGT4F20mw2XipZuBKlKzdCt3EHynYeQPnhU/y49PgkhKtvBnBrnNq4BGM6cJGaU5MpTZmF63MqSeMa0oB4ZR6y8E/D6gu30W+tO16dZIkeixwxfJMXNly6A5vAdESmqhURW4na+kY5GBWElxQSr7TPNolXMkEikyRK1aWIJ9XBkpClOlTad1Md6tNSVlbG0VGK6FJ6MIlP+krimGpfSbSuW7eO61nJWZgEblpaGtfGUmSVhCt9pXRjig6T2KXrpNtTGx26XpNpkyC0Bs8sXik1wVTYTekFlFJw/vx5HmZmZmyZTaczmZmZnF7Q2sXlrSZe8wvYUEO3ZjOnhVFLg9I1Wzgay731qn97qig9d4MyKEV40ckQfLfGHV+ucMXwrT6wVjYbtYp4lT1Gx6WgpBIRqSocc41Hn9Wu+MNoM0zZ7w8LvzTcTdWgolLMBgThhWAydKL2D8pmjRx+9Vet2c2X0ofzX32fneCLevVXxOgClO89jPL9R439VJXbFE+Zy3Wyqi8HovDDXih873NjJPX1j5T7duNR8HZ3NoVS9RmsCNiJ0E6bh9LFqzmaWn7oBPSXzblXK6UYk1EUtewh12GK6DbqdMZoL9XSUr9XSgGmSCsZKNGk3krhz6bHfwqdoRbpBeVwi8jC4lOh6DbHDn8Zcw3/3PccPp1nj3nHgnHBOxmxGVroaxqUtUWMnAThZYT2zybxStHQkydPwtzcnAUiDRKLJGQDAgL4NhQNfVpoH03i99KlS9i4cSMmTJiA9evXsygl4bp48WKMHz+ev089X0nYhoaGspim2lYycyKRm56ejqKiIo6wUvoxPRZFX8mxmGpnqZ62iTs2yEZYeD6eWbzSGzQmJoY/NGSnTakBlItPJzJOTk78RqY0BvrQUSF5a7uMtZZ4peiqgTZJc5ZyXVNRj77QbdvDrXMo6vpzdUotYdx4NCHofj7WXLiNQRs80GOpM/quvYErPikwUJpXo7Ra6aiQ2Zaf8trtvh6LXqtc8Z/jrmHW0SA4hT1C/KMSrmkWBOEFQn0LFRFbn1fAAtJgba+Iy50onjiT+8LS/ExfiyfMgHbybDZTKh43naOp6sFjlJ+NhnrASGioTlURqJqx07mWVTtrCbfhKV27lSOzFSfPc+0rpf9WuXmimupVI6K4/rZOEaz0/GyyROnAtK60cZ/V6jqj8znNO1TGQBHYYZs98c40a3ysCNlvVrhgxoEAHHWIg1dUDt+Oyh6oFla8FQTh5eGnNa8kMGnfbcpwjI2N5fpXipySKzFlRD4tdB/KoKTIK4lMchWmgBSJUxKwFEGdMmUKC1eqaT1z5gy3y6H05VWrVnE0loQ0XSc9Fu2DKdJKacQrV65kJ2JKO6bfQcSr0Bo8s3iliKqPjw+uXbvGJ0EkXkm4UiE3nchQobepKTEJzdYu1G418ZqZhYrTl1CsbHLImIOMQihlrS45zehs+QwblvDEQmy7FsX1kp8tcmQBe8Y9EbrKOtTUN0rLnA5KekEZnCOysE557T5TNod/nGSJBafDcDMmD6l5ZWKSIghtAW1uKAKrK2NX4OpbIdCbWbCbL6UQF33+LUdWKcKq6tmXa1c1Q8axiKXUX6qPJcFbtv8YuweTi3DlDR9UB4Y8jqgmGSOqOXloyC80pv4Wa9nfgFOAKyuNEVZqpVNX/6O7cRvO2yRA65S1olQRpNR+7VZ8AQ7a38PYXb7osdARr4y+ircmWmLgWncsOxMGq4B0pBWUQ1NezanHgiC8HDzpNkyilQQjZTySWRKl+9Kg21CE9lnb0dB+mvbSFDml56F0YaqjJQFKApaMl+bNm4cFCxZwJJUCVaaUYVNtKwWtKBvTJF7p5+ROvGHDBhavpBPoeyJehdbgmcUr2WPTm5WssOmEhlKFKU0gJSWFc+HpQ5Cfn88fKvowNbbyqfVzi1eKgCqbEuq7V37wBKecscvk0HHcJqdOEbVNz1jDFJmiwv7r9zButx8+UTYa3eY74JBjHApLq1BRXSf1SR2UBzmlsAhMx+Lz4fh4mTP+e5o1VlyKQPgDFbJUejZIEQSh7SAhSaUdtdEx7ABfsnIjiqfNh2bwGM6U0U6eg5IFK7mvatnewxxRNZD7r6Mrqnz8je6/iQ+4PQ47/3IktdqY7tsJNlC0Vhhq6lGoq+RWOcec4zH7UCC+mG+Ptydb4YOZtvh6hSuWnw3HNf80ReQWIrOogkUv1cIKgtC5+WmfV0odbu0+r+RJQ8LXZMKUkZHBnjU0qPyPhCfVvNLYtGkTB6qSkpK4dQ+lBlPk1cLCgsUpBa3ItZgEMDkQU8owiVgqJaTrFuEqtAbPLF7Jmps+RCRaqR8UFYyTKxm9+WnQaRClC9MHjIRra79hn1e8UhpYY2UVtzXQ7dhvNAVRNkPkKknpZPU5ec+8uYlJL8YJ10RMPXQLHy12whtz7LDDJoYje1o5Ge+w3M/U4qxnEmYeD0K3JU54RdkYbjS/i/isEu6vKJtBQWhbaJ5uUtYR7gmbkISqAKODsOGaNQxW11FFNarefqgJvc09VcmxmA4kKbJKcziZQFHrHC4BoXY1FE2tb6FPbAeF1jNaLyjrI7dYz3PU9Vvp2Gx2B2N3+uATRcT+fZIlZ/gM2uyFLcp85RKRxXMWCVhBEDo3T4pXirzSfpvShGlv3Vr7alOfVzJXpX07PacpqkvpxBTtPXDgAPbv34+DBw/yfp9KB+maKIC1b98+roOliCxdHxlJUfrx7t27WcCSViAzVxK1gtAatCheTW1w6DSG3tCmQf9viqDS6YqtrS2/QSkPn1KFKdpK+fl0gkPi8kVEXE08t3glB+RSHapvR6J03VYU9ujLhk0lS9fAcN2R2x88K1R/dPlmKuaeCsWHS53xN0UEUa/QexnF3OKgpk4ieB2Ru2kaHHK8j/H7/dFtsSPemGuHXddjkamiSEYtt6UQBKEdoANQaqmjiNAGtQYNFEnNzUOjImqblA0W/exlh1Y2moEeFpXDMzoHe2xjMHiTJ4vXP40zx7+NuooBGz2xxeIu7EMzkJhdAp0iYMkBv1G8FgShU/JT8UpRTzI+IqHZFlFMyqCkrEoyiaJgFe356Vpon081rtSqh8oHSbySiKUoLYlYaulDbXXoZ+R/Q49D+kAQWoMWxSud6NDpC526UF49iUMSivT/JBrpA0ORV/oQkbswGTZR7judttCblFIDKO2AhGX1U7j1Pg30uCRYqab2WcRro96A+vxCVN0M4HYKVD+lGT+DG89XefjwBulZScnT4XpIBlZcuoNPlrvgv6daY9mF2whJpJSucm6FIHQ8Ih4UYYdlNEZs98HHinj9eLETp+mpy6o58iHp3oLQTlCdVH2DMXJqqOR62CZKAVbWqabqGmNdaheAZiAyZqIsHv97eTjtloAlp0MV0eqBf0yzwcfz7dnMac7hQBxX5i7v6FwkK+sRpR5T5ogIWEHoXPyceKU98IsKDj0JZVLSfp/29lQDS4NqcEkn0M9or0/XRiKWSgkpmEWGraQHKHU4KiqKRS4J15oucMgotA3NxCuJPzpRIUFIJyX0oaE3J71ZTTWsJvFK6QF0ykJpBKa0AXJCM0ViqfaVbv8ioA8BfXCeWbwqm5+69ExUOrpxywRqTl88eQ7KT5zj/oHU9P5ZyXh8Mr7ZKhrdV7riPydZYu6pEHjczcGD3FLeSAgdj9D4Aqy/GIHvN3ig+yInbnN00fMBDNX14hItCEKHoryqDumFZfCOycXaK3fwySJH/GXsNfzvb07jFeXrkM2e2KasQT6xeShWBC+tO2IWKAidi18Try86+koilQJXtM+m/TYNCm49KZxJM1BnEQpckQsyCVzKzlSpVC+k24ggtChe6c1JbzzKUafTFLLPpqJt+n86QSHhSG9UOomhAnJyI6NibGpETEXblANPDYrp+2TlbXoDPy304aAPDn1I6cNBbmr0ODRIrFIzZhLUFOF9Urz+4oDx9LqhWMttEfTmNtCMm478f3yI4pmLUHHVmh0p+WT/8d/jaQZBtUlBiYXY73AfvVe54g/jzDH98C1cD37IqcP6qrof/tYy2nfQu4E2dJQS7KdsApecMvbn7b3cBYM3ecHCL5WNmoxpd0bH0fa+ZhkyZMiorq1nd2E6EHUJf4S912Mx/YA/ei50wMdzruPzBQ4YvNED6y5F4JoyjwUnFCBbo+cesv/Td6Ftrte48v7MWq/8vEFZ76kdmbqsintu01DpqmDgFmVNP4z2/rvLkNFWgyDxSt09KIJJBklUrteW4pXKBem5aN9t2oP/tN6WxKnJ7Im0AYlt2vdTtNXkeyMIrUkz8UpvMnrjBQUFcZE19WYyFWKbxCi9ISmNmIqvyXWY+r1SixxKE6D7UI+omTNnsisZ3YeKy0lgPi30gTAJVTr1oQ8DDXosU1SYBonYn4pXU80uD/r340GLJH2M6opUqL5zF+VnL0M9bALy//Y+tPOWw+Dkjpr4JDQov2Ozx/mF8eQkQuY+0Q81OOWeiG9Wu+EPo65iwh4/XPJORkSyCuWVtU/12DJafxhfL3onkHBt4I2gx50szDwcyBHXb1a782tmH5zBLStAr22T8T7yusmQIaO1Bs0nPzd+6fa0ntHcRJkhhYrQS83TwdI/FUtPh6Lvale8Ou4a/jT8Mj6db4/RO27isON9hD0oQpa64om2XyZB+GLmtCd/F+P62LKIpcND8oIoKq3kWt3odA0PMp5S6Sr/x3X+OAebxvP9vdv69W3N+7f17yKj7YZpP0lRTxKv5ORrEq+0D28r8drSXvWnz0n/T744JFQpuGXyvDHd9kVfo9D1aDHySmKQPhwUbaUUYBKg9KGh/6dUYIqC0iARS6KSTlro+3QaROkC1Dpn/vz53JyYhC+lOlDq8dNCb3466THVtpK72ZPilT7Qv0m80vipeM3NQ2VAEMoOnYB68Djkv/YRSpavR6VvIGrTMtBoqHxqgWn6gBaXVyMppxSXfZIxcP0N/Gn0VWXz4INjznEIii9gEw0Rr+07TJM+jeq6epRV1sAhJANj9/ii+1InDNjggbnHguF2O+uxUZMp6iqbBBkyZLTu+K3C9ae35XVEGbX1DSxIYxTBZx2Qhg2XIjBkvTs+mmWLD5Tx4Tx7TN7nj322MXAMzcD9jGIWipU1xqimaT163rmtsbHl3+XHDawxy4VSmEsqapBXbEBavo6vOyguH/bBD3HKLQGHHO7jsFMcLno/QLgiuHUGo/FUQ2PnFq+t8d5ozceW0XFHRxGvgtARadGwiYQpGTWRKKQ04aysLBao9P+UwmByHyZx+aS1tsn9l9KMySJ7/fr13APqzJkziI2NfeqLo+cgQUqPbYq+0nXR85CQpYbIdH3075bEa7PxeKGnj3pd5iMY3DxRun0f93ctfL8HSjfuRPXtKNTl5KGxqvrnH+dnhmkSobQscoS0DkzH8C1e+PO4axi+1Qu7bKJxMyaXF+2nfWwZrT9M7xVTqpq5fyoGKa/Xh4scMWSrN1ZduA2f6JwWxasMGTJktOZ49jXBmHJL8xS1YsssLId/bC5OucRjwfEgfLPSFX8bb4H3Z9qi12InLDgWhMuPRWFhiamcp+mX186n+j1+nFt/mgJJUKSYUoITskvgfz8fVso6ecDuHpadCcW4XTfx9UoXfL7ECb1XuGDUzps465GEVEXg0hxdV/88f6fW+nu3/XP90v1lL/FyjifThilIQ2nD7VHzKggdkZ/t8/prufj0ofnpCZHpfnRCRDWvmzdvxooVK9jMieplnxZ6bBLHpnpX+hDToIgviVjKr6fUZYrGtlTz+j8mgyeEK43alDTorexQsnoz1N+PQVH3b1C25zD3EiSn4caa2h9qXp92sqmoqkOu1gCn8ExejKmVwfebPbHmSgTcIrI4MounfGwZrb8wmKIWdNiQo9HjnFcSvlrrjnfm2WGU8rptt4rGrbj8H12Gm36seW3v65chQ8bLM3523XqK+z4J1YreSVHB7GYy5iti9bMFDnhzihX+NNIMvZYYBewZtwSExBegQFmrygzGVmA01z3v72HyEaC6WnLWpzIZEtUF2kpkqSrY98E3Ng8WAWnYr4jWpWfDMEaZb0msvjfnOv46wQJ/GH0V/z7KDK/NsMES5eeeZHaYU8rRZeM0/OzX2dJepq1e2+d5fVu6f1v+HjLadvxUvLaXYZMgdER+Vry2xJOi1RRxJWFJEdInb0NGTkePHmXxSpFXciSmutinhR6LnosivKZcevpKgwSsKZWYvv7UbbhF0Y0fq23IrKnizCWuc1UPGg3V14NQfvws6rOy0VhegabHv9PTFtcTtMDSKTEtuFMPBeL1mTbot8mDHYephY5a2Vg87WPLaP1B0CaLDhOo9cRRl3h8utQJr8+2xYT9/jjiHMfRiZ+2yGnv65YhQ8bLN55nbvkpHN1URCml414Peohd1jGYtNcPH8+zx0ezr+OL+fYYRW7EVyNhF/wQMQ817F5cXfejOd2zXYfxWiiNuZQOBYsNuJ+pRWBcPj/PKdcEbL4WhdmKeB6+wwffrXXHF4qY/nypMz5f5oyvVrmi//ob6LXcGX+fao2/TLLE0G3e2GoZDS9lPdVW1KCx6fnn4Laey5/3uX7p/rImvZzDhIhXQWjOU4lXwiQmKRJKopEioCYrbFMaMZk3HThwAFu3bsWePXu4qXFCQkKrXjg9z/P0ea29G4uyfUdRPGm2Il5HQT1wFPSXrqGxWMu9BJVZ4dmvTdkAUDQvQFmwSbC+u8Ae32y4gXEHAnDVLxWFpZXP/NhC60IbNar9ohQ2cut8d54d/j7dGtOO3MJFn2Q2DZH+roIgdEZIjOZqKxH1sBhHneMxcrsPus2yxb8PuoD/Gn4ZfVa4YPHpUNjcSscjlZ7FYc0PAvbXH59uY3Rrb+KUXrovRVuNB4LluJ2ihl1oJh8ELjkThiFbvPDxQkf810QL/J/hV/B/h17Gvw27gjdn2uLL1W4Yt88fKy/cxqyjt/CZImr/e4IF337QJi+cuZGEHI2y12hogkzJQldBxKsgNOeZxSvVtlKvV/oQmQb1d6L0YGtra+zYsQOHDh3if4eEhHDNbGtCH9xnEq8kSilyHH4Hus27oBk5Geoh41A8bjoMVnZoLCs3Nrx/jgmB0q8o+hqerMLyi7fx8TIn9F7rjgFbvXHaIwm5Gv1v3hwILxYSppQyTCl2Wy3u4u3Z1zlSvoA2dMEZ7HbZKDslQRA6IZS6W1ZZi9xiA27FF+CS9wOsPh+Owes9uJUOORH3XuqE2UdusUmS6+0sNhtUl1WzCP0lqPc1GS9pK6qRWVTO6cAUYXUOy8Qlr2TstYnFyvO3Me1QIIZs9UK/9TfwlSKWv1zpiq8Uodp/owfG7vbFvGPBHI096ZYIy4A03LiTBbObKZwu3E+5zu6LnfDWNBusUh7rVlyBsn4aOLIsCF0BEa+C0JxnEq+UtpuVlcWi1N3dnd2ISaSamZnh/PnzHHWldGFyHQ4LC2NnYErzbU3og2syiHoq8Uo1utQ7NjCY3YUpZVgzYhK0sxej0skdTcpjPK+q5JNoZWGPVRbzDeZR6KEs1F+sUoayaB90jOOFnjYV0jC+/aGDhocFZQi4l4e1lyLw5gwbvDXrOlZejMCNqByk5JfJ6yQIQqeEZi46fKP1ptRQgzytAd7RudhlE4PRO28qotAa/2fgebw6yYJNklZdvA23yGw8yNNx9tAvQVFWjrAWlrMwtgpMw27bWMxWxOigTZ74aJ49/jreAv9vlBn+Zdgl/EV5jm5z7TBgww3MPHoL2yzv4rIiUm/G5nFqMZk4kZkheUak5OpgGZiOZefC0XOJM/73d2cxYosXLvukICpN84NvhCC87Ih4FYTmPLV4pQ8L1biSSRKlAoeGhnJ/V0dHR9jY2MDc3BwWFhawsrKCv78/t8ihDx8J3tbkWcVrU3UNR1crb3hDO2sxVN8M5qhr6epNqPLy5Z8/L7xhUK4jIasEu5TFvK+ykPdQhOsHCxyw0zqGF+bq2gZJR+0AkHhNyi6FS/gjLDsbxulr3ebbY4v5XdxKKMQjVYWIV0EQOjXssM8GSvVIzS+DlyJgjzrFYcbBAEUcOuKDOdfxj6lWGLjRAysUwXje8wG3dctQhCmZP5Eju0YRjJS2S8ZJkSkq3IzOgbUiWI+7xGPj1UjMORrEgvjbde7oudyFI6bdFzniy5Uu6KcI1sn7/bHqfDj2X4/lyKqHIpLvpKrxUHkOTVk1i+GGxxlJxcr/R6SocdErGWN23MTvh1zCVytcsVy5P7kTpym/Q31Dk8zNwkuPiFdBaM5Ti1dTMTkZNZFoJHFK6cLUA9bPz4/b5JBhU0pKCrsBU8SVxG7jc9SQtsQziVflZ40VejQUFMFg4wDN2Gko6tkXxVPmomz3QVTfCkFTTeuJ7GRFpB5xjscIZUHvtcIFb0y3wSazSMQ/0vJmoK6hdf8mwtNDdVqxD4th7p+GeSeC8fas6+i+xBn77O7xCX++1iCLgyAInR4SeiQO9VV1UJVW4Z4y79kGpWOLeRSGbPbEn8eb49XJlnhnhg1GbPXGPkVk3lAEZoxyO4rYxmWVICC+kCOie21jsOhkMIZv98bny5zYJfiVSZZ4bZo13pltix7LnTFsmzfmHg/Gdsu7igh9ANeIR4hIViExuwSPiirYa6BEX8MpwFxn2/RjKQ2JbIrEhiUVccuyV6dY4cMFDuiz1h0br0XhtiKeK2sbZA0VXnpEvApCc55avJowOQ6TgKQPVmJiIuLj4/lDRf1XSbRSbWxri1YTzyxedTrUZ+VAf82a04WLevZDyfzlqDh7CTV37hrNmloJcrA95/mAHYe/ol57Ey345DkqTc2Ldk39L9cUCS+eWkW83n6gwin3RK7Nemf2dX6tTrgmPK79qpLaZEEQXjqoFjZRmePcI7Ow+Vok+q1zx4dz7fCXceb4cI4dxu/2xaarkTjrkQjn249w0TsZe6m1zblwbm3TZ7UrPlpgj9dnWOPNmTZ4e5Ytei5zxpAtnph97BaL1kvKfTyjcrgeNlutZ0djmnN/LWJKIpuyk0jknnJLxMBNnuhOTvCKsJ6w1w92IRnIUh6PfgdBeJkR8SoIzXlm8UofGBKw9AGiDxe5DpOIJAOlJ4Xri/pgPbN4LSlF/cNM6K9aQTN6ClTfDYVu/TZU2rugLj4JTXWtZwRBCy/1slt0JgzfrnHHf429hsWnQhCSWIgiXRWfLgvtC534kwkI1WqN2+OHdxXx2lfZxFGkgFKGS/U1Il4FQXjpoLmPzJYeFpbBLzaP57ylylr1zSo3Y0sdRch2X+iA/sp8SGJ1wEYP9Frhiu5LnPDxIkf++s0aNwzb6o3ZR4Ow3uwOjjjFwTIgVRGs2dxmLDGrhHu7asqquJaVhGvDbzArpJ+TbwTVtnop4ne7ZTSGbfFShPU1fLncmVv/+N7L5zlaEF5mRLwKQnOeWby2N88lXjMewWDrAO2cJSieOAsVx86g+lYY6jOzqAiy1a6RXIUdwzKVRT2Se9eRccWco7fgE5OLbOVnlDostC/USsL7bg7WXrnDaW7vz7HD4E2esPRP5bQ2SrGTpUEQhJcVqh2lFjkZRRWwvfUQS0+Hoe8ad/xjogV+N/gi/mPkFfxREY1/GHMV/zH6Kv422RLvKeL223U3MP1QILaaR+GKTwr87ucjLkvLreBo3myNlF5y7ac0Y/fIbCw4HoS/jr2Gd6bbYOqBAJxyT+LSDhK5UvsqvKyIeBWE5nQ58dpkqESDphi1UTEwWNhCf9kc1QHBqE/PQKO25Ln6u/4UahJPjdV328Tg+82e+P2IK5iiLLrO4Y/YNENSntofSk1zuZ2FeadC0W+jJ96fb4+RO3xgH5LBUVeJjguC8DJDwo9EIpWykOuvmzIfHrK/jxmHAhQR68atbXqscOE1bNJ+fza226msaWc9kmAfnMFO7THpGjZeogM/Y4S1dQwJyZOAHjMppwQH7WI56vrhPDt8vcqN62mdwjL5uun6RcAKLyMiXgWhOV1LvBKPW+VwBDYrm6OtjYqYpRY5TXWtGwklU4xbcfnsxjh0mzf+ZdhljN3jB8uAdGWTUMJtAYT2pUrZ9NgqG7BxBwLQe407PljogPH7/OB+J4t/JoYggiC87NCqSUsnpfXqlXmPzJmu+aWyi/D80yGYdDAA26zuwsI/lXu5puTroC6vhr66XllSjUZQJsOl1txKc/qwMgdX19XDMTQDUxVBTbWvf59ixa19jjnHI1OtZwEr7v3Cy4iIV0FoTtcTr/RhJwGr3LaxVMcilqKxTfX1rRp1JbTK4h6ZosZln2SM3HkT/zT4kiJifdjEidoAUCN4oX2gtwltdsora3FV2aQN3uHD/Xi7r3DBrOPBuBmT+0N9liAIQleABGidMudR6m9kqprdhq+HZOCaIlopi+humpr7YlPbnMratjncM7okk7FeEY46x2HSAX+8NcsWb8ywxeIzYXCJyEJidinX8ArCy4aIV0FoTtcTrwTdhj70imBlgyZFzBqPjFt3EtDpaxH/qATXgzLYDOj/G3gR/TZ44rBTHJsEFZZUturzCb8d3qQp4pRqvc55PUCfDR74fKUrvlp/A0sv3Mat+ELlLfLrxiKCIAgvC6YILDnh08EeGSZRn1daq+gwlr7HGSm/0XipNa+JzJluxRdgu1U0Pl7ogD+OM8egzV7YahmNm7F53HJHEF42RLwKQnO6pnhtI6j2h5qp0+n15AOB+F+DLnKfup3WMXyKnVdsaO9L7LLQxovqpKiX4DGXeHy+woXHoG0+2GhxF7eTVSJcBUEQOgjkQZBZVA5z/1SM2OGDN2fZ4otlLhi+3QcXPB8gR6NnAVsv2TLCS4SIV0FojojXF4hBEUe0oAbcz8esY0H4pyGX8OVqN6y/EslGE1li899uUB0VGWZlKJuhfXax+HCBPb5QxOu4ff7Y73Af0ema9r5EQRAE4TGUFkwHwkEJBdh4LRL9N3rwvP3aNGusuRTBB450ICwme8LLhIhXQWiOiNcXCDnZUj9XWlQXnQnF70aZoddKVyw5GwargDRkFJS39yV2WaielVLiknJKsdUiCm/NtEGPZc6YdTQIZzySEP9I296XKAiCIPwEymbi/umnQ/HpIkf88+CLGLfbF+bK9+6ma4y9udv7IgWhlRDxKgjNEfH6AqG6IXJBjM0s5j6if55siS9XubFAoobwqXm69r7ELgud4pMpSUyG8tpcisArEy3Qc6kzlpwJg7lfKpIVUSsIgiB0LKgGNyJFxa16hm31xr+NMMPXq92w5FwYrIPSka2pMDoft/eFCkIrIOJVEJoj4vUFQk6MlOaUnFfKJhNvz7HDV8oiO2GvH447xyMpu6S9L7HLUlXboGxy9AhLLsLS06H446ir6LnECesUIesYmsmOmoIgCELHgjKayO04OL4QC06E4M/jLfCusrb2XOnK62x8lha1ytrb0IH2AoLwrIh4FYTmiHh9gZApUHVdAzJVFTjocB+fKeKIToiHbvXGHpsYbgjfca62a0HGHqmKQPWJzcXc40H491Fm6L3cBdss7sIzKpudLQVBEISOBR0K0/xN7XGozyutpz2WOuP1qVaYcTCA/SQeFpZDZ6ht70sVhOdGxKsgNEfE6wuEG6wrApYcbc+4JeLb1e7oo4xv17pjo1kkotM0aGzlpu7Cb6O8qg5xWSVwCM/ElMOB+N3IK/hytSv22d1jg61cjb69L1EQBEH4CdzpTvlPUWklPKNysMMqGgPXueP3gy6gz3Jn7L8ei8A4ZQ4vljlc6PyIeBWE5oh4fYHQlZA4VeuqcNkrGcO2eOMbRbx+vtQZy86GI/yBCnUNTbwQC21LqaEGEalqXPZLwZh9fvjdmKv4doMHTrolcj0V1cMKgiAIHZOKyjrEPdLCMSwTc47cwl/HXsWnC+wx43AgTrsnIiZdw8Z8DdI6R+jEtLd4bWho4OfS6/WoqKjgUVNT0+Lz0vfq6up4L07XTXv0srIyEdpCqyPi9QVDV0PN3S39UjFxjx++XeOO9+fas2lTYFwBpxVLX7q2h5yGA+LzcdglHkN33cTvx5tj4HYfXPZNVTZEJfxzQRAEoWNCwlRTZnSM32sTg+6LHNBtnh2+WOaMuSeC4RGZze3QyJxPEDor7S1e6Xm0Wi3y8/ORk5OD7Oxs3m+TqP0pdD0Gg4H35HS7Bw8eICMjg/fqJGpbuo8gPAsiXtuA0ooa2Ac/xBxFsH637gZem2GLCfv84XU3h9NXa5RFWGhbKBp+IyobW6zuYuA2b/zHREuM3OuH66GZSJd6KUEQhA4NZSyRgCVHf+vANEw+4I9eK1y47+t369xx5kYiUvJ1fBDZAbcFgvCbaC/xSo9Lj6/RaHDv3j0EBgYiODgYt2/fRlZWFmprf9wjkSitrKzkPTldK10fXW9ERAQSEhKgUqn49iJehdZCxGsboDPUwDXiEZZfCEf/zZ7463RrDNt5Ew5hj7gPLJlPCG1LYUkl7EMysOx8OPpu9MB/T7bi2lfP6FwUlFbCUCOviSAIQkeFVnpKCa5U5urQpEKccI3H5H1+eH2KFT6YfR0rlLnd6fYjPMgpldRhodPSXuKVhCalBycmJuLKlSvYvn07jh07hmvXrvG1kFg1Qf+mqGxsbCx8fHxgYWEBFxcX3Lp1i8Ur7dNFvAqtiYjXNoBSl7xjcrHZ6i6+3+GNP021Qr8tXjAPSGdXW4nytT15xQbu5zrzyC020Hp1mjXmnQxGcGIhSinVTKLhgiAIHR4SprSO0ty92SwS782wwSvjLTB8mzd22hrNmyh1WHq/Cp2R9hKv9Pg6nQ7+/v5YsWIFBg8ejLlz52LXrl3w8/Pj2ld6fhKktAen63NycsL58+exe/duXL16laO1ycnJ/HNKG6bbC0JrIOK1DaBer0EJBTjiEo/R+/zw34p4/WaDB855PmC7f6rbEdqWHLUeF5W//7jdvuiz2g3vzLLF8nNhiExVw1Bbz+0YBEEQhI4NidJSfQ0LWDOfZIzY6o2P5tmj53IXjN7liys3U9jxn9ZhicAKnY32Eq9FRUX8PCRCZ82ahQEDBmD+/Pk4ePAgR1TJwIn23LT/jo+Ph62tLfbv348LFy7AwcEBISEhSE9P57RjisyKYZPQmoh4bQMoLTgyTY0rfimcmvpnRbx+ucYNR5zjWSwVaA3tfYldjqyiCpxyjceQzZ74eoULPlY2OxsuRyAus5iFqzhAC4IgdA5oviZhGhRXgDWXIjib5o3pNnh9mg22mEchIbsEKl0V18gKQmeivcRramoqXF1dOdI6ZswY9O3bF4sWLcKJEycQGhrK4pUisw8fPuRUYbrd7NmzcenSJRazBQUFvCcX0Sq8CES8tgFVNfVs6U89ReecCMZfJ1uhx3IX7LGNRVB8AbLV0o+uraC3B21y0vLKcND+HvqsccPXq1zxpSJgd1pGIym7FA2UXtbx3kaCIAjCL5CkiNSrvqlYeCoUny50xH+NM8e0g4GwCEjD3TQNyiulREfoXJjEa1RUFItXOzs7xMXF/Wy7mueBhCaJUoqWkjGTubk5du7ciXnz5mHatGlYt24dTp48+YN4zc3N5Sjs5cuXsX79ek4rPnfuHCIjI5GSkoK8vDzem9O1CkJrIuK1DaiubUBKng43Y3Ox5EwoXplkie6LHLHlWhS87+Yio7C8vS+xy0DCtaauEYlZJdiuiNXPljrj69VuGLjRE4cc7iMtv4zrojreu0gQBEH4JYpKq3A3XcN9Xvutu4F/H2HG8/vis2GwD81gl3lB6EyQeM3MzGTx6unpCXt7e45sPun221pQXWphYSGbLN24cQOnTp3i+tUtW7Zg8+bN2LNnz/+IvCYlJbGB07Zt27gudsmSJXwfX19fhIWFcbSYUoep16sgtCYiXtsAMougepzw5CKsuXgb/5hshQ/n2mPpmTBY30rnaJ/QNtTVN3LtE53Cr758B2/Ps8fXa90xZo8fztxIQkZRuQhXQRCEToi+up7rWz0iczD7aBDemmmLTxc5cobNfrtYJGRpOfpaJ+nDQifhycgrCUobGxv+N+1/yTSJBglJ6q9Ke+D6+qfvlED7ZjJeoseh3qze3t5wdHRk12CqYaVo65EjR3g8KV6jo6Nx+PBhFq1Lly7F2rVrcfr0ab5OSjkmoX3z5k0WuabaV0FoDUS8tgG0UOaXGHD/kRabr0bi9anWvKhO2OuPI07GulehbaAoOBlkBcUXYv7pMPx5ug2+Wn8DM48Hw8wvVVK4BUEQOinkV0Btzu5lFOOQYxxG7PBB98WO+PO4a5h9JBBudx4hvaCMOwAIQmeAxCv1VaUoJglCMlAiB2CqSc3IyOCaUxK3lMJL/VRJVD4tJFxpT037aTJaunjxIjsH07/JWdja2hpnz55l4fpk2jD1caWo68yZM7Fs2TJup0Nuw25ubpxKTHWwJG7JwIlSifPz81/AX0joioh4bQPqlQW1uKKao3oH7O7h4wUOLF77rruB5eduw+tuDveqI5HbAS//pUJfXcdtcjyVv/mUI7fwbxMs0GejB5ZdisD10AzkiXmWIAhCp4bmeLc7Wdh0LQrfrHLFP/U/h/7r3HHY6T4C4/ORr8zzstYKnQGKrFIP1Sdb0VAP1fDwcNy5c4cFJP2M6mApRVer1T71c1AKMt2PBDFFXLdu3cruwZQ+TNFViqBSOjBFXkmMUgscMmsKCgriaOuUKVO4Hvb48eMsdEnwkgD+/9k7D7CujnT/P/9b9t6928vdlrKb6mbTy6b3XkwzMWqMLfYeS+zGFnsSa4wNG12KiKAgoKCoIKIgdlEQG3YUFWu+//MZc7y/BaKCKG2+z3MeEX6/c+bMzDnzfuZ9552uXbuqS5cuJkMx52PP2O9NThH78FldnSy8XgeRCZHZ4APHTmlW7GbVGbxQj7cP0f0tAvVq93CNmbPWrIndl3fSAd2KV/6qJELGWGMcvHSbajvt8MtaXnqld4T6eKcoPDlbew7bsBYrKyuryqwj+adMkkT/+K1qODxWf3De84+1C1ajkXFmecjarENmrLVZ5a0quoBXvKoAKh5MIHLWrFkmNJc1sCRxIttvfHy8Vq9ebdasllR4d9mPlRBfvKutWrUyHlaSMUVGRpqfe/bsaQC1R48eCgkJMWXi88ArCZ2AWheq8QYDuGQeHjJkiFkvyzY6eHIBZTy9FdFWt6o8svB6ncQgefb892bD9D4zV+qNXhG68aMZurnODLUfv0RRqTu1adcRsz7W6tqJ/QDX7zgs77jNeueL+fqfmpP0Zt9IjQxJU6zTNvvzbEIPKysrq8osopjyjp82+STYKueOxr66q6m/HmoTpLbjl5os/ywhsZPFVhVdhOeStRd4ZZscvJ94X1mPCsSSERiv5ty5c004b3Z2domvgR2NF5X1rQDqBx98YLyvwDLnB1gbNWqkxo0bm4zCXl5eZm0sAA28duzY0Xxu1apVJjSYrMV4iwFqPLCshwWICXtm3SuJoSqqrW5VOWTh9TqJYgGw63MOK2TZdn0+ZblZi0Pm4bcdeOrtDLDhSdnaf7TA7EVnZ4SvjQ7kFSh16wFNmb9Bb/WO0M8deK01YIG+i1yvxA25OnjMpnS3srKyqswiqzxwmnPguNk6p/6wWD3XOUw1GvrqnT7zNTlygzKyD5n8B1ZWFVmeYcN4PAFM1pSyhpSQXn6fmppqQnLJSowtXFIRAkwGY7y4wCbgOn78eHM9QBWgBV45XHjFU4vnF69qp06dzPcAYNbf4lnFMwtMs/aVTMTsEUu5LbxalYUsvF5n4fnLzD2mGTGb9W6/+bqlgbfubRGg57qG6euQdLMulnWZrJO1KnvtPXxCyzbs1diwtXq9R7h+9fZk1Ru8UN5xWwzUHjluE3lYWVlZVWZhBTABzDKR+LV7NDosQx8NiNYNtabpoWYB+nzycs1ZkWWinaysKrI8Ezbh6WRNKdmGsXnxyrqZhoFC9lMtTbZhvgtsrlmzxiSDwsPL2ldgk9BfvKvs8wq8NmvW7CK8Eq7cv39/s66VcGbKx/6uwCveYkKI+Wznzp1NRmK8wxZercpCFl6vswgLzjt5RovX7lbPaUl6pcc83e/A6y31Z6n1mATNS84261/ZzsWq7LXzQL4Wrt6pIQGr9Uq3ufrde1PVZGSc5izfrnU7Dtt6t7KysqoiYrxl7+6Fa3bp80nLdU9jP93TxF8fDozSQL9VWpS+WydPnzNZiiu46WBVTeVulQO84hkNCAgwyZlYO1pW9i7nwoYGOIFP16PrZjhmvSrZhAn/xYtKGQhPxvsL3PJ3kjVNnTrVrJPFU0wIMbCKR5asw6x9JYzYBeyKbqtbVWxZeL3OIpyJgZIBNXDpNnX3WqFnOobql29M1KvdwtVvVooDsDvMXnVWZa9te4+asO2eZKHsGqY/1Z6u1mMTDNDi9T5eUPJZSysrKyuriifG28PHT2vHgXx9N2+dXu8xTw+0DNQjbYP0gQOwM2M2m6U67A9rl+pYVUQVhle8onhIgcCysndZowrA4hXlemQedg+SQLG+dtCgQcbLOmDAAONx5W+EKZOYibW3rMXlb9OnTze/IzPyhAkTTLInQp1ZP8t+r1yrotvpVhVfFl7LSaytTNt+6EL24QFR+t93puhhZ1B9v1+Uvg5O15ptBw1InbHhw2UqwsRmOHXebkKinuk8RzfWm6lOE5dp2YZcs00Os/BWVlZWVpVfWAMkSjx19rzZkq79t4l68fNw3dnYTw+2mq2BPqu02hlr2TrHjrVWFVHXA14vJbyxbH3D/rKsX+XA4wroYndv3rzZeFvxug4ePNgkk3ITPbFulrBhyo03d/fu3de8vFbVQxZey0lA0r68Ai13oKnfzJV69rNQPeIMpv9wBtWmIxcpeMk2bd1z1K7BLGORpGPcvHVq+PUiPe7U+S0NfdRjWpKZLGAG3mZ7trKysqo6wqOKBxZInbZwk1qNSdB9zQNMssTGI+PkFb1JyZv3mb3Wrawqmn4MXrGB8WJea2FnkwyK5EskZCL0NzMz03hqXTuc/7O+lTWyhBmT6ImfSejE91gfu3fvXrM+18qqLGThtZxFAiH2oms1LkFPtg/Rz1/7Ts84/w71X23W4+TszzdrcSrXXVVcrc48oKFBa/T+l9H6Z4cQ3fmpv/r7pJgw7qMnbKIsKysrq6oo9vBO2XrAJEZ8ynn3s/frC13C1H5CokISt+vwsVMGdCuZCWFVxXU5eL3WNi/X2b9/v0noxFpWDrITk5TJ8zO5ubnatGmTli9fbvaGBVrXrl1rPLcklLKyKktZeC1n5Z04bWZ9p8dsMpup31Rnhh5oEah6g2M0MihNyzfsu5hQwurqtXLzfn3hnaI3+kYaeL231WwNDVyjHfvznXo+a2boraysrKyqlkjGx9IQQLXJyEV6yHn3P9Y2WC90DtPI2WvM/t/sBsBWdVZWFUXlDa9kBgY+AVb3wNb29PqSgAmvKpAL3JL0iTLjbc3LyzNeWiurspSF13IWA+WBYwXasPOIBvmu0v0tA3V7Q1/d3TRAdR2ADVq6zSScAGAr151VPFF/hGl/PnW5Xug218DrIx1DNWrOWu3LO6mzNpGAlZWVVZUUXtWz5743W6INDVitd75YoHub+ut3705Rq1Hxil2zS1n78m3SPqsKpfKG1+9NNML35lruUfia7t/xxgKyAC//8n+boMnqWqjM4JXOSUd1Z2kAS2ZceMDcDlyWqirwiqfPrH89WmDCh5t+s1jPdwnTHQ189FT7UA3yWaUl6/aaQfW89QqWWue+v5DlmS2K2n+7VE91nqMnneOlnhGaOH+DDrkhY+VdUCsrKyura6as3GPG+9rTK1nPd5qjX741We/0idQ3oemKS9ut3CMn7ThgVWFU3vBqZVURVabw6qba3rNnz8WwAQCTrGie8fFloaoCrxTXBVhCWkke0fSrRbqzvrduqzfLhA+PnpOhZetz7XrMqxDgetyp46jUnWo2arEe7RCiF7qF64NBC03G57zjp63BYmVlZVXFRWhwRvZh+S3aqjqDovWbd6bo0XbB+mREnCZGrjeJEhkL7HhgVRFk4dXKqqiuGl6BUuCUB4yF2WQVS01NNZnH0tPTTcw7UEkIQVmqqsCrK7yqOw8cV7IDsMP8U/WsA1d3OAD77Gdz1HjkInnHblHu4ZMmpMmuyyy5Tp45Z8Kvw5Zn6eOhMXqw9Wy91itCTUfFm9Bs1kNZWVlZWVVtFZw+pwNHL2T67z5lhe5tFqCHnPHg8fbB6jp5uRIy9pixosBmnreqALLwamVVVFcNrzxAwCN7PbmbFbPHEw9ZcnKydu3aZeH1CkSx8wvOmJCl0MTtaj063myfc38zfz3UIlB9piVrxcZ9JrFQgd2LtMSibvc48O+3eKve67dA9zgGC2ueuk5eoYjkHTpeYOHVysrKqqrLjXTK3HNUU+ZvUMPhcWas/WudGarljA3TozdpbfZhA7hWVuUtC69WVkVVanh1F2gDjXhbAVc2JR40aJAmT55s9njiYWNTYguvJRN7jo4Lz1CD4bG6u4mvfvf2ZNUbFK3pCzcradM+E/Zk12eWTOyXy7phr6iNeq37PNVo7KvaA6P1pW+q4tbssnv8WVlZWVUjMY4uStttts55r0+kfltzsh5rPVs9vZIUujxLG3KOmIniM2fP2y10rMpNFl6trIqq1PDqJmZiXyc2JB47dqwmTZqkmTNnauHChWZTY7yux44dM+BqEzZduXIOHDeJhUYGrdHr3cN1Q+1peq7THDX9erGZFWZNDtu6nLXhw1csZtE37srTt+Hr9KxTl7d+4q2PB8doTOhaJa7bq5MWXq2srKyqjZiwZH/vhat3qtOEparR0Ef3NfNXzd4RJnw4ICHT7ALA/rB8lrwJVcG+sKpcsvBqZVVUpYZXQBFoZCPiL7/8Ui1atNC4ceMUHx+vrVu3XnOQrMrwSkjT/mMFZlBt/s1iB7Rm6Q5nYK3RyE+fO4NqMt7X46d16qwNH75S7T1yUmnbD+mr4DT9s22Qbqo7U42Gx2p61EalOPVpQ7GtrKysqo8IHz7uQOmeIyc0Jmytnu4U6oyz3rq57gw92SFEvWckK3JVjtKzD+lQ/im7D7hVucjCq5VVURULr+62N+5+Te7helD5e25urlavXq2AgAD17NnzIrwuXrxYaWlpZqNigPJabU5cleHVZMZ1BtW07Qc1ek666nwZrccd4PpTrWmqPSBKkyLXm/DhfQ6QWV2ZWCu8dH2uBviuMsma/lp/llqMitfs+EylbzuoUzY5h5WVlVW1EaHA7LN+9ORphSdlGW/r230izd6vd3/qp7d6RajN2AQN9EnRFGfMJRcFyZzWZh1S9r58s70aQGtldS1l4dXKqqiKhVd3v1ayCAOEbH/Dvzws/J6HhQRNrGv9+uuv1bFjR7Vq1crA66JFi0ym4ZSUFGVmZpqw4WshygKw7t+/v8rBq7t9DuFKsWm79HVommr2mqefvTJB/2w5W63HJGhGzGYT8mR1Zdqy56jmr8pR92nJusepw7818FG7bxNNsqaNOUeMEWNlZWVlVX10/of9vzOyD5m9X7tPXaFnOobq5o9m6IYPp+nG2tP1YIsAvdItXM2+Wawv/VI1K26L4tfu0dbdeQZgrayupSy8WlkVVRF45UEAOEm0BHyuW7dOa9euNfu2btu2TQcPHjQAi9d1ypQp6tOnj9q2bWsO1r1GRUUZqMUjGx0dbb7Lvq+sjy2tvjfJEv71qMqeV1f5J89oizNALnCgq8O4Jbr941l6oFmAXu46V90nr1DM6p06eKzAzv5egdbtOKzAJdvU/rtE3d0yUHd86q/PHUMFI2Tb3qMmKYeVlZWVVfWSiSQ7ctJ4VNn7tcvEZSaB09PtQ3Tvp3663xlzH3TGjBeccffDgdFqM3aJBvqsMpmKw1dkaeWmfVqffdh4Y/flnTTbrjEZakOMrcpCFl6trIqqWHhlv1a2uYmMjJSPj4/JIsz2N4ApEAskLlu2TCNGjDBe19atW6tDhw4aNWqU5syZo4kTJ6p///766quv5Ovra9bFcs7SyM1qXPigDIA08Ir3tSrCKzPCR0+cNjO8E8Iz9H6/+XqibbBur++tmj3mOb9bZ0KLc2348GWVuvWApizYqGaj4w283tNqtvr5pChl637tPHhcZ89ZeLWysrKqbsJiYAKY7MMbdx5R7JpdmhmzWUP8UtV2TII+6B+lJz+bowedMeOuJn66p2mA/umMwy93D1ejEXHq7ZWkCfPWKTwp2+zTTlZ7stvbpShWZSELr1ZWRVUEXnkYsrKylJCQoKCgIAOihANPnz5doaGhSk9PN15U1rb269fPgCsAiweWLXIAXL7To0cPc5DMCfjle4QjlyTrMA+lu+6WEGYeVv7l4IFm3S1eXQC2OHgtzmNbmQ5XeGBJ3sR6zbd7R+jPtbx036f++mxCogKXZJqQJ+DrfKGXWHmXv/zqzT3+T2xI/01ImuoPj9U9Drw+0j5Yw4PWmGySzJaf8+iX5V1+e9jDHvawx/U5/m+8+F4FDnAedCCWZSbx6XvkE7vFeFkbf7VYr/WI0APNA02m+hvrztRNREI5Y8lLXeeqsQOxfWeuNPko5iUDsfu0edcR7T10QoeOFZgxHJjFG3vhmpe3fexRfQ9PufCKQ8nCq5XVBRXrecWjScZgQoOXLl1qMgivWLHCJGJi+xvgkd/17dvXeFwHDBhggDUmJsaEFvM3PLZ4Xj///HOz9yuwC/SSwOlKHzbAFSDl4QVOCQ+mbIQL7927V9nZ2ebgZ0945SjOW1vZDvdeGPSYEZ6fssOENJHO/++NfPV6j3nqPGmZ5iVlm6QTDLznPV6A5V3+8q0797jQ1+LTd6v/rJX6cECU7ncMjmc6zdG4uWtNIqcjx0951Hf5l90e9rCHPexxfQ/e/WfOnTPZ/skuvGNfvjKyDmlJxh7NXZFtwoQHOSDbbtwS1R4UrZe6zdWTHUP0kDOePN4u2GzB9k7fSDUZGafuU5drdGi6AuK3alHaLq3PPqRdB48rv+CMznK97398orm868EeFeNwbZe8vDxjVwOv4eHhFl6trPQjCZsAzPx8x6g/csQAI2G5ACMPEYAIVAKoeFu7dOmiMWPGmIeKJE4Ib+iqVas0bdo0k8iJg3BizkHypyt92CgH4Mr1WYNLBuOcnBwTgsxMFHvMAtkAtQuv7oOPl7eyH+6L6fz57806GsKDJ0eu16s9wnVnIx/d3tDHDJjjwtY6A2O+8hwIc2d2q0odlL7uLhxuX4tOyXHAP1E1e0XooRaBes0xPLwWbDD7vx4/dcYxJs5fBNfyLrs97GEPe9jj+h3/N14QgVMYLC8kUHTXxTJZPMoB07bjl+it3hEmM/ENtafrZ29M0i9rTtafak/TPc389VafCOczCSbiJ3zFdqVs2WfG6WNMNDuATLQU5wVkz3tAa3nXhT0qxkFfQC68JiUlWXi1svpBP5pt2M00jLeUA+h0sw3zwJBReODAgerWrZvJOMya2PXr15vvE85LmPCsWbPUpk0bA6+EHAPCnKuknlcSSAHSrteVg2tUF88r1YX3FYBdmJqjvjOT9e4X83V3Ez/d1chX7cYuMWn8124/pJOnzlapOihVvbmHRwjOvBVZajk63mSNfLRNkN7rO18+sZt11KlTPNZ25tse9rCHPar34Rmt44r/chD6u+fQCW3Ycdh4Y0MSt2lixDqzlQ7e2I8GRuu1HvP01GeherRdsPHKPt95jslVgTe259QVGutAr//iLWYZUGrmAWXuPWqSLh7HI3vuvB2D7HHxcPshDhzX82rDhq2sLuhH93kt7gXqCQOEEQ8fPtzs8cq/gCrAivCUbtiwQX5+fmrXrp2B15CQELM2FY8u57oScS1AGmDGC+uud/Vc84pHtvCa10utIyhuXUFp1iFc7TqGknz2wucvpPXfvDtP81Zmq6fXCj3UPEC/f3uKXv08XD28khWRtEN5x4vfV7ekdVKS71+uDX/sWqX5/hXrh2VMruERsnSbPhkWo+ccY+KJ9iGqN2ihgpdsc8D1vGM0fC/7+rcqS5XFu+Bqr1XS7xX+XWm+XxJdbXlLes2K9l6/0nu59Lhw5XVypee5ku9fTV++0joqbZlKep3LnccVEVAAJhPJJwrOmuUmhAIzJselXUjy1N87RQ1HxOn5rmH6RxM//eF9L/3+van6zbtTVaOhr57vNEcNh8Wqn/O56bGbFZe+W1v25Gn/0YISZby/1HNbVs/y1T6bJemLZf1sleQapb1eWX3/x+rflV3zamVVVMXC65WILXS8vb3NutahQ4ea0GHWvBLCC8Sy3ythw7169TKJnfgb4Q88cFf6sLkPMg9o4ZAKPLh4cgHY4rINX+6l8mPXupqXcFl9/1IizHV9zmFNj96o2v2jjOf1sTbBZv3rN8FpWpd92GRNLG7f0su96C+nkgxmlzp3Sc9R2pczXwNMTzmA6hO3Re8OiNITn4XquS5havr1YhP+dfaHsC0rq7LW1Rp0V3O9knznSn5Xku+XRKUp77Wuo2vxTr/c56+k3FdzT1d6niv5/uWuV5Zj39WOS1fTbpcT48aps+d0rOCMsvYdU8qW/Wbf8MkLNmiAT4pajY7X+1/M1/Odw0xiJ7bbeaT1bDOB+l6/Bfr0m8XqNT1JY+asVWD8VpOXYV32Ie0+eOLidjuXu+9L/f/Hfnel5yvN96+mL14Lm6ms+0RZvQtK0t9ttmErq6IqNbyy7pQtcEjMBLySvImswmQpZp9XwJUsxSNHjtTUqVNN8ie8p4BnSVXcQw+oVvV9XosTs75sn7N03V59MWulXu8VYfah+8sH09TCATLS9W/aled85kx5F7XchXHB2iLqYvKCjXrJqatHOoTqZeffDt8lamHqTgO4VbvHWFlZWVmVtRg3GGPwxh4/dWGrHcKKt+89qrRtBxWzepd8F2/V8Nlr1O7bpfpgYJQJKb7HGa/JV0HW4vuaB+jJDiGqN3ihenglyStqo5auz9WOA8ftGG5lZOHVyqqoSg2vwGJmZqbxsE6ZMsUALFvlBAcHmxBisg97eXkpICBAcXFxZm3q1cyYFxYPLmWobvDqapszQPonZKrTpGV6yhn8/ue17/Ra93AN9l+t+Sk5yjlw3Hgdq7NX8Zyb6OrwSY0Oy9DjzIC3D1HN/lHqOWOl4tfuKe8iWllZWVlVMeE1JRSYLXcWrd0t70VbNDggVS3HJOjtL+br8fbBqtHI10DsLQ7EPtImyERPtXb+Pjp0rZmEXp15YQ93xrALiRjL+66sykMWXq2siqrU8Mq6U5IosZCc7XTIJhwYGGg8sQArEEuoMNvrkCGYB7AsHzIe3OroeXV16NgppW0/KB9nUKw/JEZ//GCaHmo9W+/0m69hgau1ausB5RecLdE6mqomZsRJhgHoDwlco/vbBpuj9tAYDZm9Rss35pZ3Ea2srKysqpiATbbcOXL8tJlI3pBzREmbchW1KkfecZs1whl/Ok1cpvrDYvWKA61PdAjRvU39TTLBN7rPU/OvF2uMA7ELV+/Spp15OnHqrAXYaioLr1ZWRVVqeHVFFmKSJmVkZCg2NtYkaYqIiDDhwxs3bjQP3rVQdYdXoJTwYcKT+s5YqftazFaNJn66pYG3GgyPVdjyLO06eMJkSKyuYvabMK6M7ENmA/kazQJ0n2McNHIMg3Hz1hnAt7KysrKyutYCPk85Y9K+vJNas/2gWR87dm6GPnMg9u0+802Cp5s+mmGWAN3d2FcfD47R8MA15nPZ+/J1OP/CFjvudnhW1UMWXq2siuqq4ZVMwGxlQ+IkwohJ1sT+q1lZWSaREg/YtVB1h1czEJ45px378+W3aKvajl+ql7rO1V8+nK4XOs/RQJ9VJnx4e+6x8i5qucnUjzPoJ2/ap26TV+jWBj56sNVstXHqambsZgO1VlZWVlZW11os4WHcJiJqz+ET2rTziJZvyDVwOjFivXpPSzaZiF/sNEePtAjUM+1C9Mbn4eo4dokmhGVowcod2uh85+CxUwZiraqHLLxaWRXVVcMr4uEpnBG48F5VZa3qDq+IO2U9zOptBxW4ZJsaDY3V72tO1u0fz9IHA6I0fHaakjfvL+9ilpsY4LfuPqrF6bvVYdxS3fzRDD3cMlDdpixX6PIsbd6VV95FtLKysrKqRvr++/8DWZa2ECHEljupzjg+I2aT2oyO1zPtg/XXD6fpv58fr3984q23us9TvxkrtWDVTm3LPaa8E8VviWdV9WTh1cqqqMoEXstDFl4vCO8i4cGpmQc12HeVnm4fogebB+iJdsFmFtc3botZc8NgV92SN7FOiK2D5iXvUKtR8SYk6/G2weo3a6WiUndq+97q65W2srKysqoYYhJ696ETJkrIzxmzB8xcqfqDovVEq9l6lC12WgTqvT6R6vLdMk0IX6foVTnGc7s/r+BCGHF534DVNVN5wyvXYKcQrscyQQ7+f7nrEpXJlpYc5Mg5e/asOZeVVVnIwmsll9lr7syFxBDBS7ep9dgEEzZ8a72ZZsDr7wyCSzfkKmtfvtnTtDrpeMFZrc48IP/4TH361SLdVGemnu4YahJaLVm314H6/PIuopWVlZVVNZe7DOhI/mntPHBcKzfv07SojeoycZne7DFPt9SdqVud457Gfnqr5zx9MT1ZIYnbzdKXU+fO67zd8q3KqrzhFQjNz883Nja2NjY3/78ciAKtfJaDe6C8AKyVVVnIwmsV0Xln9GKT9Enz16vJyDjd1dBHt9efpQZDYzU+fJ3ZFza/4IwB2OpSRcxmL3PAfeL8Dfp4WKxurDdLL3SdqzFha5Wydb/2Hj5R3kW0srKysrIyAkIZo9lNgPE8ICFTvbyS9LYDrI+3DtLfnXH9oeYBqtV3vrpOTNS0BRu0YmOutuzOM5n1T54+W+0mqau6yhNeOTd2NglZExMTtWLFCqWkpGjnzp0Gaov7PHY4O5GQsJUkrkuWLNHWrVvN765VDhyr6icLr1VE3DbrZlZu3q+vg9bopS5huqOBt/E0fjwkRjMWbnJg7aROnL6Qcr86iFDp2LTdGhacplpfLtSNn3jr1V4RmuwM+Ot3HNaBo/ZFamVlZWVVMcTIzFiOF5aQ4K0OlMau3ikvZ8zqNnm5avaO1D9bzdb9n/rp4aZ+qtN/gXo7cOsTu8Xkvth75MIYb1V1VF7w6uay2bx5s7y9vTVkyBCNGzdOs2bN0qpVq0z4cGHhWcUm37Bhg2bPnq0+ffpoxIgRWrRokdmVhOSuVlZlIQuvVUjsK3c4/5TCl2ep2deL9M82QSb9/n1NA9R3erJWZR4wWQ4ZGKuDqIt5K3eox4yVerPfAt3U0Fc1ncGeDePJwkyotZWVlZWVVUUUy4KYZCW5YHDidvWalqz3+s7X/c64/ud3p+jexr56/rM5+uzbpZoVu1nL1uease3YiTNmnK++1lDVUXnBK+taCQ/GcwqE1q1bVx06dNDQoUMVFxdnQNTz2pQFG5zdRqKjozV48GC9++67at68uQFZ7gHvq5VVWcjCaxUSmQvJsJu6Zb8mzFunpg7APtp6ttk3ru6gaE2IuBA+TEhSdRBhVEGsAx6/VC/3itDfnAH/gyELFbp8u3KPnNDxU3aG2srKysqqYgpzhsSDbI9DtFDM6l2aHLleXSYk6r3eESZB412NfPVcx1DVGRh1wQsbt8Ukftp58LjO4T2rviZRlVB5wSt29fr16+Xj42MA9I033lDr1q2NJ3Xx4sUGbN1ru0mdDh48qPj4eOOhbdeunV599VU1bdrUwqtVmcvCaxUUazmXb8zVmDlr9VLnOfrpK9/qn60C1eSrRSZ8OGd/vhkUq3pNEXbFbHS9YbF69vNw3dbUX/VHLlJUao6Onjyt02erhwfaysrKyqpyCy/smXPnzd7ukSk7NCQgVe/0idQf3/fS796eot/WnGzG+bbjlmi6M86v2npABWfOO9/53ny3qo/3VVXlAa+cMzMzU1FRUcbTigf1qaeeUrNmzfT1118bQPWEV8KF+f+OHTsUEBCgjh07qnbt2nruuecMvAYGBlp4tSpTWXitgjp64oyy9h1TRHK22o1N0APN/PWIM6g93jZI3SYtV8zqnWb7HBI4VVXRC3IPn9TUBRv07hcL9GyXMN3berZaOgN7QsYeZ1A/ZxNbWFlZWVlVCmHakK/i8PHT2pBzWNGpOzUmNF2tR8fr7d4RZg9zxvlXnLGu4ZAYDfZZpaAl25S0cZ/ZTu/oyTMGfq0qlwrDK3CYlpZmtp8pa3sXGCZLMB7UpKQks9Z14MCBBkDr1aunLl266JtvvlFCQsK/wCs/k5QJqJ0+fbr69u2rVq1a6YMPPlCnTp0UEhJiYBg73cqqLGThtQqKAQ6vIvvAfRueoTqDo83A9us3Jqpmj3km+/CKTfuUe+RkeRf1mogewEwz++Z9OzdDL3cN17Od5ujxjiHqMnm52YbAzkRbWVlZWVUmMWYxvrM8iOU/6wglXrNLwwNXq/bAKD3ijPM3fzhNN77vpWfaBavR8FhjA6zcekC7nPGQvBhWlUue8BoREWG8mOnp6cVm+71a4UHdv3+/SdLEtQDVL774Qj169DAHIDtq1Kgi8IoNzu8A12+//VZfffWVevXqpZYtW6pfv36aO3euOSdQbGVVFrLwWoW1L++kFq7eqeGzV+u9vpH6w7tT9WjrIH361WKNdaCO5A4kgzhRxdZ+mvCq8+eVvT9f3wSn6cn2IXquc5he7h6uL2at1JrMA+VdRCsrKysrq1ILiD2Uf8rs4c5SmNGh6WozJkGvdg3TA2QjbkG0VbAaj4jTsIDVmp2QaSZuWTZEdFZ1WDpUFQS8ZmVlXfS8+vn5me1q8vLyTMZfDmxfbGLWnZ47V/IJCjezMOfZsmWLyQ48Z84czZgxQxMmTDAQO3z4cLPe1RNeuR6Jm/CqArt8lmzEoaGhGjt2rDp37qxBgwaZv3FebHYrq7KQhdcqLKCUzIOL03ebNPv3NPXX3xv76t5mAaozKFqT529QetahKueBNTPTZ85py56jGuKfqgdaBur5LmF6r/8CDQ9co4ws+wK1srKysqq8wtQ5ffa8jhecNdvkZWQfVnhStgHVxiPj9Mxnobqpzgyz48Dj7YLVxIFY8mDErtlllhWRzMmaSxVfnvCKBxM4XLp0qXbt2qXc3FxjA+MtxR7ms4QTl1TYzXhdAWLChYFWABSIXbBggUnaBJiOHj36X8KGAdecnBxTNpIyfffdd+bz7PEaHBysnj17mqzD8+fP17Zt22zYsFWZycJrFRYQR0Zd1rd6RW1U3cExerRtsP7y0Qw96ABd+2+Xyjtui9kMnfWvpNY/XwXqj3U9rO9Zm31IvWck6/ZGvgZePxkWq/FzM7QxxyYNsLKysrKqGjpnkjl9rx3OWB+bvlvjftht4JHWs1XDGf9uqD1dj7UNMmHEwx24jXAgl+13SO7IJPcZB4KrwthfFQUgZmdnG0AEKKdMmaLIyEiz7jUjI8Mc7KvKmtOdO3cagC2pCEEmmRKACSB/+eWX8vX1VXJysgFl1tmSQXjkyJEaNmyYYmJijM3N9YDdsLAweXl5GcCNjY01v+c83bp1M2HH/B2gxVa3sioLWXitwnKzE+adOK0VG/fJK3qTWo5J0AMtZ+vOxr5mZpbBbMr8DdrkDGSEGVeFhA54XXPzCrRsY646TEjUH5yB+9nOYWo5OkHTHIhn43crKysrK6uqIMwexnsmbclGvHLLfgUmZGqoA6pNRi7Skx1C9BAJnVoE6NUuYSa8+JuQdM1P2WGiswg/BmCtKp7wcHp6N8eMGaOZM2cqPDzchBEDiXg22b4mNTVVe/bsKfE1AF72ZwVK3W1u+Jf9XDn3+PHjTRImPKmsZSWkGEBdtWqVKQtrXMlCzOf4G2HNU6dOVYsWLUzm4WnTpmnFihXmO9ZGtyoLWXitBsIDazY633NU30Ws19tfzFeNJn76iwN1dzbwUYfxSzV/VY5J/nDMGfz4fGWsRopM+wPrhAyHJ+9Qw5Fx+mnNyQZeu0xabgb0LGewtrKysrKyqooiioqEhWlZhzQxcr0aA7DtgnVDLS/97ztTdG9Tf73VJ1Jf+qVqUdpuk9zxsAOwhCGfs1n4K5SAV6APeGWbHLyfJEUiORJQCCS660wBWEKMSyps6OXLlxsQJcHSJ598oiFDhhhAxus6YMAAs8crR/v27U0WYhIwLVy40HhpyShMMifWuRJijGeYNbJ16tRR48aNTagx2+6wNvZ7E65u+5jV1cnCazUQM7KEDx84dkrxa/dodNhaNf16sQkjuq3+LL3aba5aj0kwocWsgd3vgC7ey8omvMbcJwMxWwT0mpas57uG6SdvTNTrvSI0MijNrPfZ4wzqVlZWVlZWVVFsA4cXds/hEybqKiA+U4N8UtRgSIxe7DxHD7eerXtaBOit3pFm7B9lvLAXJrAPHCuw62ErkAgbZv9U4JV1pBMnTjSgmpiYaIBz2bJlJryXvV9JilSajL6EDBOGDKwCxmQWJjETmY0nT55swn8bNWpkDvZ6JUR4/fr1JqSYn/G84hHmu8A0cIuHtmbNmgZgWffqhg5beLUqC1l4rSYyYUXOgLYvr0AZzgA1PXqTPuy/QH+rO1M315lhEju0HB2vucnZ2rQ7z2QjrGw6efqs8TDHp+9W3+nJeqnrXN3WwEf//uoE1RoQpVmxm7Vm20GzxYCVlZWVlVVVFZPWeFFPnD6nIydOK2Xrfk1buMkspXmiY4h++e5U/eZ9L/3+g2l6tcc8feGdojkrsrR1z1GTrd+uga0Y8twqB7jEswm0Yvti93IAn3yOPVrJAFxSAcismQVGg4KCTMjwpEmTLoYEt2nTRrVr1zZH/fr1TWKmtWvXmjBlworxCOMJ5jsALCDbtm1bvfjii3r33XfVu3dv48FlfS5Zja2dbnW1svBazURyBgB26bq9GhG4RnW/jDYe2D84g9ir3cLVdcpyecdtVvr2gzpy/HSF98DS3IRIEe5MtsWw5Vka5LtK7/WJ1L2f+pmEFU99Fmq2yFmSsUc7DxyvclsDWVlZWVlZFScgFE8sYcRJm/fJd/EW9ZyWpPcHROnJjqFmgvdRxwZ4xxkzP/t2qSZGrDcRSutzHDDKP23GSwuy5SdPeHW3ymGtKeHEZBZ2D6CVxEvAYUmFPY0tDcACpGQZJqMw3l3W2RI2zJ6trGEFZAFoykQiqXXr1pk1rniACVuOjo425cTbWqtWLTVo0MCEDRNibMOGrcpKFl6rmZiJZV0LqfUT1+812+V8PHih/vLhNNVo6GNgr9WYeIUkbldm7jEDsBVZ580a1zPa6QzMQUu3q923iXqha5gJh77RuaeavSLUZ+ZKA7WAK5u72zU9VlZWVlbVQd//cDARzXi+fe8xLVm3Vz5xW9R54jKztOa+pv76W+3puq+xr97pG6nPpy5XQEKm8cKyjOhsFUjkWFlVGF7xchIiDLACqp5HacGQ7wK/eG7ZLofQY+xrjtWrV5vQYLIG40ElcRNrWvkMe8zitcXziw2OLc4WPpQXwHUTNpG5mLBktvaxsioLWXitpjpx+qyZiV2+cZ+G+qfqtW7hJhvhTXVn6IUuYeo7I1mhy7abPVHzC84a4K1IVQu0nvphME7bfsjsb9drerKec8pOMqp/OIPw0+2Dzf62c52/4ZW1HlcrKysrq+osxk12FmB9q9/irerhlaTa/RfoIfaBb+CtB1oE6KXu4SbBIUttWIazbe+FjMSnbEbi667C8Er4LSBYmvDg0ohMx8CqGxLMdjh4WQHdwsL+BqopM1vmDBo0SCNGjDBeVxJJAblWVmUhC6/VVGd/SG608+BxxazeqbFhGfpkaIzubOSjuxzwe9mBwHZjEhToDG5Z+/JNJsKK5LEEpklAtXHXEbN+t+WoeL3Yda5uqe+tu51BuPbAaA1gDY8D4GYrAOezdvbYysrKyqo6i3Gc/BCMiez1umz9Xnkt2KAu3yXq3b6ReqBloG75xFuPtQs2ocRMZAcnbjf5Ig46doDrybW6PrqU5/V62Lv79+83YcGsbY2IiDAgy76yXL+wKI/rwaWMhDiTZArvLV7X4oDXyqo0svBazWVCiA+d0JqsQ2ZPuOe7zNGdDX30tzoz9HjrIPWZlmzWv7APLJ7L8t5Gh6RT7Ed30Bl4yYwclpStjt8uNWFPt348yySewnM8yDdVsWkXZoytrKysrKys/lXMRzOmb9x5xERa9XFA9dXu4bq53iz95aMZ+uMH0/R6j3nGO+u7aKvSth80Yy8T30wG27Ww114/Bq/YwNcj+RFhwXhNSdCUnp5uDvaSPXu2aCQbZeH3lI31sElJSQZ8+Zn7KA54raxKIwuv1Vznfkipv/fISbNh+WD/VLMG9sFmhBD5qGbvSBM+xPoXPJjsoXqmHD2YADRlTd68TxPmrVOLUfF6yYHVW+rO1BNtg03Zv/RdpciVOwy44jG2srKysrKy+ldhLQGwZOnfkHPY2ACjQ9PVdtwSvdkzQv9o4qd/tpqt5zuGqsmwWI0IWG2imYBYxlY8uNbkurYqb3gFOAn3xXPqHgDtjyWG4vcALGtn2Z929+7d5mfOUxzwWlmVRhZerS6KNbApmQf0TUiaXuwUqj+976Ub68zQP5r6m5nXFZv2GS/tydPll4GYdTdkQfSL36qPh8RcmB0m3f/bk/V+n0iTKTHJKWeuA7hWVlZWVlZWVya2yCNJU1TqTvWalqSnO4TqVscG+O/nx+mmWl56qXOYSfIUnLhN2fvzdfj4Ket9vcYqb3i1sqqIsvBqdVF4VXMOHDezr/1mJqtWv/l6uNVs3VR3pt7tO18DZqUo1Bm0tuzOM1vTnL6OyRuOOmUjQ/LitN0aO2etWoxarKc7hurmejP1jPNv/cEL9dXsNYpfu1vZ+/JN+aysrKysrKyuTGQkxgtLGPHc5Vka6YypLb9epBedMfaxloF61LEHXuk6V23HJBgP7bykbK3POWImi09V8G31KqssvFpZFZWFV6uLIoSYASgr95hi03bpq+A0vdlznn77zhTVaOCtp9sFq+eU5Vrk/G334RNm3cv1EE3KNjfsUTcmdK3e7RNptvX5qwOut37irU+dwXVW3BbjGXYH0YqUXMrKysrKyqqiCy/qmR+SObI8h4nqoCXb1Gd6st7/Yr7uauCjP7/vpX808tULneao+9QVClmerbSsQ8Zra1X2svBqZVVUFl6tiog1sNscgCV0qKfXCj3vDFIPNg/QrXhg+0RoeOBq453dvPtCEqdrtQb27LnvjTcYj2v0qhx948B04+FxerhFoG6vP0tPdwxRvSELNW5uhlK3HTRhzwV29tfKysrK6hqJ7KvJycmKjo5WRkaGsUPY7/LH1gC6chPZsA/mihUrzPc3btxoMrCSobUi2S4UhXH9pDOeZmQfMvukD/FNVd2B0XqybbDub+qvu9kTtneEOk1YqonzMhSftktbHZuAhE6nnbHbJvcvG1l4tbIqKguvVkVENt9jBQ7A7j1q9k8d6r/azLre8OE03d3EV2/0JPvgCkU6ALvnyEnz2WtR6ySDYP3N4rV7NNA7xYQrPdD0QiIp9nDtMjFR/vFbTfImQp3cbMhWVlZWVlbXQqmpqerdu7c++ugjs+8lAEv21TNnLu15xD7BVomLi1O3bt1Uu3ZteXl5GZgFUM6dq1gTr3hhGU/ZSz1nf77ZUmdWzGbjha31xQLd96m/7m3krXsazND7veaqr9cyBSzerPSswzp66rxOnbVjcVnIwquVVVFZeLX6UQGDmQ7AxqXvVs+pK/Rwy0Czjc4dDb31es9wjQhaoyXOgIaXlvWvZhudMrguM775J88oe98xLUjJMeHLtQdE6aaPZuiWejP1ZLtgNftqkXziNpvyMdNrk0aUn8g8iAG2detWs/8bKfXdY9OmTdq2bZt5Tnlmq6u4d+qALQPIvoj3Jj8/v8IZrFbXT3ji8LoxjgE/bEfBz5fLyInBCiiRARSjlmeOPnUtPHj0T/op/ZVr0H/5uTpueeG+54KCglSnTh3985//1KBBg8wellu2bNHevXtNdlXeebwLsUk8hXeWTK3sldm4cWM98sgj6tGjhxYuXKjNmzcb+6Uii+zCG3fmKSJ5hwbOStGH/RboxQ5BesCB12daztJ7n/up69go+cVu0Jrth7Vj/3HlF5zVqTN2S52rkYVXK6uisvBq9aMCIpl1ZYuc4KXb1HNakt5j3UsjH937qZ8+dICyn3eK2ZbmgAOQJ06XjefzSP5prd9x2CSM6OWVpJe7humRVrN1ewMfswddT+d3fou3KHWr0+5O+ch+bJu9/ITnYdasWcaQ++yzz9S0adOLBx6G4cOHKzw83Bh21VUYvdTBuHHj5OPjYzZ8X79+vTForaqn2D4CaElISDAG6ejRo83PQNKlxNjHeMceil9//bU6d+4sX19fA1CA5eU8gCUR4Lpu3TpFRkaafjt27FjzM7Bd3eS+57788ktT54Dn3LlzDbQyURcbG6upU6eqe/fuGjBggJYtW/Yv36ddmGCgPqdPn27ejZ06dVLbtm01e/ZsY8dUZBU44ywTxZl7jioxY6/mODaBX8wmTZuXoc4j5uj5+oP1TP2hatJ/tgb7JCvE+fs6B3b3Him4rskdq5osvFpZFZWFV6vLis3ICd9dmLZbvR2AfaRFgP5Sy0t3ODD5fJe5GhmUpo278rQvr0CnzpYeJM+fv5AsYvveYyZcub8Dxi92DtN/vTxBN9WZoYfbBKn9hERFpOQo59BxE65sVT7iOcMY45kDylq0aKEnnnhCf/3rX/WLX/zi4nHnnXfqueee0xdffKFVq1YZz1B19DZi3A4cOFDvvPOOMVaHDRummJiYIt4Zq+ojAHDx4sWaMGGCOnTooDfffFOTJ082AHopAbdMBPn5+emVV17Rn/70J7Vv315LliwxUQ5lGeFw8OBBszZz6NChatOmjd5++20NGTLEeHuriwAE3ll4TJmQa9Sokb766istWLDAeFh5FwIW3333nRo2bKhbb71VDz74oGbMmFHs+YARvLOASLt27XTHHXeoX79+pu24TmW0YfxCF+npdz7THx5qojvfHqQX2vmq55REha3cqbSsw2aSmbH9vF3WU2JZeLWyKioLr1aXFSE/B44VaIsDsLMTMtX1u0S91XOe7mseoDsb+Zr9Vr8JTjdJlcgKTLgxyZZKKjIFs/m5/+Kt6vLdMr3ZfZ7ZIP22j2fpvb7z1WdGsgKc66/bcVhHTpy2qfnLUYQNpqenG48Bhm3z5s3VpEkT40no06ePOVgX9sknn+jZZ581Rh3GXWJiovFCVjdZeLUqLMKEg4ODDbgARRZeK56AAzzk1PfEiRNNfX/wwQeaNm2aAVDqp6TwSvvQxnwHLy3w2rFjR+O53bFjh/HOVjatycjUt9Pnqlm3CXqy7mDd9uZAvdTeW5+OStSI4LWal7RD6c7Yvv9ogc6et2HEJZGFVyurorLwanVFIhyY0J/Nu1jzkq2+M1fq8fYh+tlbk1Wjsa9e7jpXw/xXKzXzgA7mnyoVWAKlvvGZ6jghUY+0CNTvak7W3xv66LlOczTIJ0XLN+Rq50HW0ZwxM7i2qctPDKgMog0aNDCAivE9YsQILV261DyPHBhohMk+88wzxvsK3I4aNcp4YKubLLxaFRbwAxC1atXKrKG08FrxRHRJTk6OAQcm5GrUqKFXX31Vc+bMuRhFUlJ45fN8D1BlqQXRKXxvypQpWr58ubFpKptOnTqjI3n5mheboneaDtVPajTUz58doN996KOXe8xXN68k+Ttj+6ZdR8yOAGetB/aKZeHVyqqoLLxalUisedmQc0Szl2Sq7fglerJDiB7AA/uJt+oPjjHb1ixK260d+/NNoobLrYEllGjPoRNK335IM6I3qd3YJXq9W7hZU3tXI1992H+B+s9KMetfcw7km/3nztoc/NdUrnGF4VY4jI3fMZiyvg4Ae/TRR03WTNZ4YdAxyHqeJz4+3hhoPXv2NGvFMOhYO8bf8DDw7DIQs3bM29vbHAEBAYqKijLbUZAgBi+vm+yEdaJAn/tZz4Pr49llHSHn9Sw3yWbI8ul+lvV7gYGB5jsYBbxLuFf3vcLvMBIKXyMsLMxAB8Kwpx5Y28bv3c8AFaxpZTsMYIL7LC28kryHe8fQXbRoUbH3zX1xf571TtmoB+qDe/QsG+GOlI224tys2SN8lUQ03EtxiYMoJ4Y1dcK6TMIl+RwHHnjO6Vkm2o+srK4niTakjLQ95aWN3c/ifcTrxKQG9Uk7813Pcnu2G+GblJMyAHJABO3N/931o4W/x5pQogRoJ/7l/55tSh/kHJQVg9BdV0odklDH81wYkEzS8De8cjwT1Ddtze/pV4Wvz/1y39w/36PuWTtKpMLzzz+vxx57TPfff7+ZBCKM2E3iQxkKw2hheP31r39tgAq4+uabb4xXkDoICQkxfYZnyFPcIyHL9MnC7RYaGmpgNS0tzfSBK4FX2pb/Uy/0Ic+6pQy0q5ugjLrlZ9qXPsLfi+vTlIu+QFndNby8d4ja4Ltcy7NP8yzRD/k7doD7LNOmrA3mM+7nKaP7fF4uCoR7453D0oiuXbvq4YcfNlmGaR/P560k8OqKfs7kHpEp9evXN5Eq9B3Pd2hl08bMXRo9NVyfdBqvBl/MVqORCao7JE61+ker/fil+m7eOsWs3mlyWmBLEKVlvbCXloVXK6uisvBqVSLhfT128owDsIfln7DVbJnzStcw/fatSXqgWYA+6B+lYQGrjZc078SZS3pgaSlgdMWmfZq8YKOaf7VYDzTx0x31ZuqhloF6r98Ck2k4yfk7SaOOF1xICGWb+NqKARGjDWOzcPZSYAdjGCgFwvD6YMxhHJKIpDCM8Wyyl6G7ryGQhCcD49JNdIKxXqtWLZO9kwMvLUY8BjNGKVlVMXgxgkmY0rp164uf9TwwrPv27WuMU8riubYW8GJdoefnX3zxRQOTI0eONGXkXik/hjheZDzGha/x3nvvGRChTvgcxjdhn/ze/cyTTz5pjFigHdDCSC0tvPJO494BH5JhFXffeN08k8PQftw/9UB9cE33s0899ZRZs8dEAgY8505JSTEJaACg/v37m3YC0D2znwISTFBQJySaAfj4HAfeQrKnepaJ9iO5D+UGlIA8+gBbg9AOtLH72ddee83UCV554Ak4GTNmzL+U2z2YLMHQp86BWyAO4w4o5P+U7emnny7yvccff1wvv/yy3n//ffMv/3f/xu/Gjx9v2og+CbS74Eod4hn1PFfdunUNKALBGJUAFoADjAIgL7zwQpHrc7/cN/fPOfksyZao8//93//Vb3/7W/3qV7/S3/72Nz3wwANq2bKl+ZwLsJ4qDK//+Z//qT/+8Y/6+9//rvvuu88AFu30xhtvmD7DxICnaA/aAk8f0RCe5axZs6ZZAgCI8UxcCbzStkwqUC/cD2vf3fO99dZbBqiBYSYvAFF+JjnVp59+arzNxfVp+hPPFu3BewgxEYJ3mb7hZvt1nzfeCZMmTTKTB5SZZxn7gDalvHzG/Tx1RsQIzwCTO5d7/oBf+jgTDa+//rp53riOq9LCK+Wk3ohcoU9zsJaWvlxZdez4SW3N2qOV6ZlKWb9LKZsPqP/MVXq4ZZDubxaod/pEquukZfJbvFXrdx5Rbt7JUi0xqk6y8GplVVQWXq1KJbIQr806pKCl29RuTILuaeRrNi2/t2mA6g1eqEmRG5SyZb8J88W76umBpYnIELzXrHE9pMnOZ5t+tUgvfhaqWz+arvsdgK0zKFpf+qdq4ZpdOuJAMJul2xna6yN3ewyMK2CVAdIVAylghGGJsfXTn/5U9erVMx4ePv9jIYsYuJmZmQaCeFaBY6AJYx5jEOC4++67zfYRGN4ADVDBPop41DCkASYACgMZY5+1Ynis+A7fBWxYj0YWUAxuF0L4PoYkMHTTTTfp3nvvNcYs3+NnDF8+D5RzHcAcA/5//ud/DBQAE0AfB5CKkcq9UAckosLQxqilLMDDXXfdZT7L9TC08ciVFl4x2IEPAACDnfNTbsp/2223mfoHlgBq6p/zcWDkUA98B8+eC3DUM/XHfWAoYwQBsRjz1AVtSnZorkmbAQH8i7EOkP7lL38xwMP1Zs6cacCf9uP+KRt1BTwBJcAJniU8YsAWHlbgEkC65ZZbdPvtt5vPAlnAGrAPUAH8QBft+4c//EH33HOPASI+yzXoH0AUQAUI4T2jLoFf2p8JFc7P5x966CFTTzfccIP5l37C7zgf/xKySb106dLFwCLtRN90wRVIBcBoUz5PvQO/tCMAzaQB90Z9AcAAHH2MxGUADH2SMlO31An3ycQIkE55qTf62O9//3v95je/MXXCd+gj9C/3efFUYXj9yU9+oj//+c/mGtwz90Yfocy0NVBHHTFRQVsS0UAfpo6ZNHLrlu9TZvoKoA0oArr0j+LglfGW8wLCgCD90H1O6AfUA2G23AsTC0AZ32ECi3rgmrQt0M11qVvah/ajn1JPbvQF7xVAE+jleeX9wPc53Ikrnlmy/brb1vBdPK30W+qVc/OMcm68nR9//LHxEnt63AuL3+NlZVKH6zJRxzMPSLgqLbwyKUdfJyqFCSXaip+r2rKK4IRt+mjAQj3eNkSPtA7SS5/PVScHYKfFbFJc2i6TvXifA7FMipPw0e7V/q+y8GplVVQWXq1KJTyqB44WmPAfNi7v+O1Svd493OzD+mDzADUYFquvgtKUsHaPjp684IGlbWgeBqe9h0+Y/WPHhmWo8dAY3dvQRw839dez7YPVdEScJkas07INucrad8wZ0M6bNTK2Za+PXOjDQMbY9fRg8nvXA0q48H//938bw4uBlWfyxzIJuxCEweZ6dTHuMDoxoDFmMQpZA4iXg3NicGJgA8bAASDL/12PHMY058BzC2QAVYAFHlVCJ7kmXjyMSuAEsHBDnIEvkqVgMAJZnJvQQAx1PGoYtoAh5wLy+B2HC22U8fPPP9e7775rjGYgle0vMOwx1gEVjHJCDYH90sIrhj73jNFMUhfOTx0RXkiGZ6AM2KGMQARGDZAAgOLto3zUDd+hzagvyvuPf/zD1BeGEOfCY8g9f/jhhwZsgQDerbxjOR+fwQMJ6HA+AJ86oz6BT9oCgKEcACuGPpDQrFkzU6cALHCHl4n2Btr4DL/j3JQDLxTlY0KD/gBMAd6AA5DBefkZIOdvnBuwoHx8F1inngA3IIJz0y7cL5DHuQArMrxyf3iGqVv6GvfG9ymrCyyUAdBmcgLoBjYpK15qIIhyAJBAEnVLHTKRw9+oSz5PP6ReXPAD6ug3gBhhs/SPl156ydQrwMM1KRvtzgSJ+7x4qriwYdqA/sU9U1fuJA9t0KtXL9O3mYCgL1ImngXagbJxHtqSyQPqD+BkEgDABuKZNCoOXvGkAqVcl3uiDvmZ5wDwpC9xfZ4v+jteeAxxvM70MeCa/smziReaPkDfotzAKZ5OnjNCwYleoF74PGWjrrlXDuqZa/BOoD2BbtqECR/ajr5Av+Pc3Dtl4d65Dj8TlQEg874oLOqaSQz6EBM8nItni71dXZUWXjk3bcI9UHdMyjBpgKe3KmnrrjzN/2Fv2Fe7hZscGY854/wbfSLUbeoKzYrbrHjHTtiyO8+EErMlj9X/ycKrlVVRlRpeeWgwchlYgUYGfM8D45R/+du12B7DwmvF0MnTZ5WedUjBy7arzZgE1fjEWzfWnq77m/ur9oAoTZ6/3myzs59tdByAZY0Lm52zR+uYOWtVb3CMHnFg91cvf6tHHHhtMtyBlPAMrdl24IfEDhV/fSs9jn6HZxgwr2zH+e//NRTbXcOHQcdz5fns8nsMbww1DEngFYjwDHXj8zz7fJbnE+8NBwYov+PdwO8xJjG88dhgaGLI8TnCioEFPJ/AEWDC4WZlxSjm2hjJADHlBDYw2IEAvFAYpbybWEuLQQk0Uk5+j7eMdxeeLYxb4IXrYXBjLHPg9eXeuB7g6Yp3DQADeGHI443D84hhAWhgeAJflPFnP/uZuTYAXVJ4pQ55b+I5wjMI9AANGM3UEe9fgBQAwLMHiAPXeHLwImMM49GjjG74JW3CO5Ny8DfAh3NSXiYAgBfum9BV6hqDCYACNgAEoA+4AfooB/Xlhqli0DOpAdTQHpwLT6c7kQDs0j5AK9AHeHNdrkF/4Dq0P4YZ3lzaBQilbQA53u18hp+pP0JtATbaAvgAbDknUMbvgSE83sAXfRX4oOxAEfVGfeCRd4GJdqKuACTamDLTttQvfYM65fPUO+fDYwiYUVbgjn+pc+CViQvq1Q27pXxcE2D7r//6L1NOwoz5O9BIv6Sfl2XCJiZ8mJwA1gE72odJF+6D+6X8wDx9g35GO/BcA+Z4TJn4AL7wbANvxcErB+1MnfI8UAf0ae6Z/sFkFPCPN582w/NOf+eaeD7xjvM9/s/7g/cOzzHX4fmmTah72oi6otz0TaCT39HP3GgJJjVoK74DqAPV/Iy3Fejk/UKdcH36GW0ALALIPGM8o55h8q54v/Ceoe14pnkfMCHi+U4oLbwS1UI9MSHGxBTwTT8tvD9sVVFC+m41/3qxajTy1Z8/mq5f15qqZ7rMUdvxSzUmbK0iVu7Q6syDyso9pkMOxB49cdosK8JuOPvDNjvV0byz8GplVVSlhldevBigDOi8+Bn4eOkyUDM4YKzgCeAlT1IPBoGylIXXiiFCgvcePmk8sNOiNqrlN4v1ctcwk3DpIQdKWzj/nzR/g/Gy5hw8rgzncwtW5WhUSLrqD4o23tbHWgbqqTZBajs6XjOiN5r1srsPnag0KfUpJ+FOgPnRE2dMSLU5TlTQ44fy5Z04bdYlnzh99sIefN9f8G678MnzVThsmOcNLyjgAohgjBeGVwZb3gOAAAYtnh8MT7w8hDACIHjiMNh++ctfGsMQAxZDFMMcOMNYxhjFYwKYAEyE1JUUXvFC4dniAPCAHcCBe8TQpmwY0Hi88AARlnil8IpRjjEPDHI/ZQWvvMO4L0KGMYgBCQCf+qRuqCM+UxheMWq4X4xmgAUjmvqjvdz1y5yXNqA+gDm8jdQt3wVugD/CVwEI3ud4ywBXoAavEJ4tgMsNpXTXEHJNPHGAF/XAOYFaQANjH3ChjMXBq7s+kbEE+MZ7ez3hlT5AewEz9DvaCtgB8ABY+gSfdbdFYSKF+yKcmD5Hf+HfigSvjL20Lf2Y63GP1AntRDsArtQViZFKC68Y0DzD1BP3jvcZA5s+VlbwimeaOqHdAVkiBqgrPOT0Mw6eScCUfkYZ+Cz/Ut9cg/MBtHidea8xycL7CO8r9QbY8313ba2nLLyWnbL2HlNY4nbjga09MEr3tggwe7c/2TFEb/eJ1KcjF6n7lBX6OjhdM2M2KyJ5h1ZszNUm1sYeOWl2GThTDZM1Wni1siqqUsMrgzKDLwOFG9LFQMwLHMOFgZJBh4GJl3FZ7+1o4bXiiCpnVpQ1sH7xW9Vu3BLd3chHv3xjoh50wPSjwQs1Zm6GUrYd1FxnQOrvs0q1vpivO+vM0M9fGKcnW89WqzEJ8o7dbBIz4XGtTOteTjvgysB68FiBge6cA8cNqO+s0Ee+dh06bsp7KP/Uxe0LLoR2f3/R81c42zDwxACKYYpXjfV2heGVz2CsY9xj2AKoAJHrNQF8CZkEsH7+859fBDx3IOaZ5vuADsYiYAAoYViXFF5dwCOUk+tiAFA+7gvQJGSP8wJUgN7gwYOvGF4x2Dl45wFJZQWvlA04IfQR+Hf3lqTe3fZBheEVDxIeVM4NMBBay7VYW+x+B+MdbzQgStkx7AETN5kWsPhv//ZvBvSADTyQ3CvAALhi6HNdwIlrAnx8Fphwy8YBCNM/AEkmLfgO1ywOXhHfAR6Y9GTsuJ7wyn3QV6kv+gJ9k0RXhM/iucSj7WkkUn94NQFVvkufAawqErwymQKAUybajzoDYOkb3CP9ifYkJLe08Er/pJ+x/px7og+x3tSFsrKAVzyjTGa4gEefoL6wKTz7m/u+YgIFOOW5ZsKHCAPahvqmXrkGEIuN4tYN58V7XtwEu4XXshOTo3hQWeM6Zk663ugVobs+9dNPHTvhp69P1K/fnqJbPvZ2YHaOPvoyRj2mJWnygg2KSs3RBgdg9+UVmFwZ1U0WXq2siqrU8MoDhWeAly9GGOtjGACY4WRmH2MTQ4cXODP/hdP1X60svFY8seUN4cBezoDTZEScnmwXrEfaBOlB56g7JEb9vFPU/tulqtknUk+2D9ajDtg+1zZInccvle+iLVq5eb8JKa4MGYUpH7PAeFuB9rDlWc59b9Q3weka6r9awwLXaNjsCnoErjbH8B8O37gtWrJuj7bsyTOhWohBEYOwcBITnjWMZIxDDFkAj/V9QAXPI8CIwYdR7K4pBNjcZCwADQY0Hh8XXgmLxbAGvDiATM7phvxhLOL9wpNUUnjFoGTtKeCMp4Vz8DegAaMW2AGmMDopKwb/peCV9w1ghkEOwOCxBUww2ssSXoEQvEGEZeIl5Xx4JT1VHLxyX4AG9cfvCfUFXl0Br7yjgQIggPLxrqb9ABXq5Oabbzb3x3uc6wN2tBttBMi4a1Q5B55JgILruO3HAXy6e2LSdgAg5/4xeHXLRr8pD3gFHJlo4Z7om+6enoQ+813PewN46M+AGXXH+QizrmjwSr1zLeqS54h6I3qB8vMscK98p6TwynNGn8IrT7mZmOI69Gfq9FrAK+3kZgu/FODxDgKs6Vusf//FL35h+iDtw0QQ/YRy0QfdRGG0lRudUFjXC16pB55l6opnoCqLkODF6bs1LixDXSYu0wcDFuiVbuF6umOoHm8Xoic6hOrZzmF6u8981R8ao44TlmqQ3yp9F7FOwUu2afGaXVq1Zb/Zc37XwePKO37arJOtTBPeJZGFVyuroio1vGJMMDADsAzEGGgMdAyaGFGE+2DsYOSyZopBtSxl4bXi6fSZcyZj4OrMA5oatdHsA/uEMyD94t2puvnjWbqP/WAb+eqPH0zTbZ94q2avCHWfvFwhS7dp14HjBpyYma0MLchACbjuP1qgwIRMtR67RG/0jNDDLWarRkNf1fjUX39vFlABD6dcTZ2jiXM09tNdjX1V98uFGhG0RgtSc7TTaQdXxT1LGHMYmhi0GOokNcKwAyIAOP7OelJAjrWrGLgY7sANXrri4BXPLNlZgQUOEjXhMQH+MI4JAeQozZpXF14BUYCH6wAkZJnlZ67DdzC+MdABtkvBK9DDZzDKuX++V9bwSv0BNkAmiWkI8bwW8ErZuE+ABhjgXQ680060DecByPBIsgcpHkaMbQx9YJRzU48Awo033nix/ThoA9Ys097UByBO+1U2eKV/k2HZ895IksW2NgAYEy3AF/9WRHjl3NQ3/c4FWOqW56e08Oom7KIfcU8VCV7dSXU+Tz/493//d+MZdrNb01+ZyCKLNT9TP9wnzwjlLu59dz3gleeNfsV1eGdWZTHpyyR1Vm6+lmTslc+iLRo+e40DqYn6aFC0nuk0R393xs9bHRvhhtrTdVsDb93t2A7Pfx6mhsNi1WvqCpMXY+6KLLONXva+fHM+tvGrirLwamVVVKWGVwYajA0GIwwBBgwGTvYH5OEi+yDGJCHFDN6E85SlLLxWXO07ctLs3QrANvpqkWo4sPTX+rMMtN740Qzd7gxGL3UNU0+vJDOTmpF1qNLt9XYRXvMK5B+fqeajE/Rq93l6sFmgajTwUQ0HDLnvCnk4hkGNJn4mccbfnbJ+NDBKQwNXKzJlh3IO5F8MwwOiCnteecYwnDF08VRi6AIEgAnhlKxvd8V5CNEDdAAEwvgwtvHIsiYPIxXwASBZH8nf8ZIAOHgbMaCZBOP7pYVXDEh+B1wBsVwHwxnD1j0wOJloY20n60ovBa9u1lP+7npsuR9ApCw9r0AXobiUi/IDNtQD9c+7FxWGV9611AlGNNAHaGEUAyhuJmjAB2OZcgG4gAweKYwh3qMAEd9xDzdrMuGznJflH3yW+maNMEAAvGCse9YpbYl3EqgBfoBXvJQVGV6BdECevgmssb4SSOVfJhDw5HFuN3MxfYOJDKKOKhq80g+5F/opbU2dAX/AKXVKO/D80S4lhVdCqslrwaQ05yfpGn0FwxqvJ+1YVvBKeZgA51mgv9HXqWP+j1HPM857hnvm+cPOcNuVZ432Y7KKjNzcE+8Xt4/SHwBxIimA1+ISNnEN+hj3x7ICykRb8wx4vudKA6/UE6HXfI4+wPNaHTyvyORWMLsOnNTa7EOKXbPLRF+xr3vnicv08ZAYvdFznh5vG2yWHt3d3F8Ptp6tZx2wZa/YJiPj1HXKco0MWmN2O4hMztaKDblan31Y2/ceU65zXjyyp878sFNB5TIv/kUWXq2siqrMsg0zcGBEMuPLw8XAxcDMIMeAUlxIztXIwmvFFetSAFhCiL+LXK9PR8Xr+S5hurnODD3YIkAfDohSv5krFb4iyww0zJpWtnZjjS+hSofzT2th6k4N8V+tjuOXqvHQWNV17q/elwvNAFxRD7I8fzwoWh/3j1KfqSs0Y+EmJa7faxJj8Gxj0OIZ4F/PtuGZx+gCUgEEd89EQkuL2/8QI5Z1kxjOfA4DHQ8h3wcaMC4BI3c7FLKE4mEE1AAxDHSMW4x6DM2SwisGM+v7MFoxEAFIoAnvmnsAc+6WG5eDV8CChD0AAEY04ZdcC+O7LOGV+sGIBRTcfWbd7Wuo/+ISNmFkA1LUIYAEsLtrZYEo3o/UF98DLgE9zk9dA4b8DZhxEyYB+oAb1wc4qUve43jUec9zP1wfjyVt41mntCVQT9vTNoAOXuSKDK/UI9BJ3fMZvM3sNcv1mDzh/rk3+iP/px9Td/QHvNIVCV6pc+rC3bOVdsATSxg4IMaziCeWdaolhVfaHeOZtqJOeYYBO+qS553ylRW8MgkOXPIMMZHDZAltyLNP+3E+3lfUGfVJeVnzyneoU9qP/sYSJuqACTa3j/Izn+PZ597pf4XF79w10LQv52ISzTOa4Wq2yqHN3K2lmBBhQhCgrQ4y+72fOmtyLuw+eFyZu49qzbaDil+72yzDmTx/gwb7pxqPbN0hC/UaMNs+WPc7NsR9PxzPdArV270jzD7xvacna3z4OoUkbtcyZywjrJjx+WQlDym28GplVVTFwqsLpgxqPCAcGIL8n98X97DwGQYTwokYzBkseMgIp2NQslvlVD+R0XbZxlxNjt5o1rq+4Aw09Qcv1LCAVM1LznbA9Wh5F7HUop8RppR/8qzWZB5QUEKmpjqgPjY4Xd8ErtGooDSNdn6uaMeoi0eaRs12yulAt68DrnFrdpmM0UccQ4JnnAETAx8Dq7D3FfF7QAmjFIMW0MGww6DHiOTAC4Phi7EHPACEGGkYqJwfWMTbhZENyGDIYfTirWWg5l0C4OFlwfDEgCwpvHIOwIqEKPwdiMBgd8vIgREObAEO7h6uPwavvGcwfIFtIABvHODAen8MWv7lvqgTwmZLA6/UN3UPIOLl4Z7wHFF+QgqpG+qW/2Mou/AKBPB31+sGWAIPGOfUA+WgjHyPBFaUn3rn83iUmawAqpg8wFAnjJHQakJ/gQjAkbLRdnhg8TryN2CCOvOsU4ANYMXwJ8STNqQdKjK8AquETTMJQV0yIUMEAOAG1FPv3Bv1yKQsdc39UQY3xLok8ErZmJDgfphkAOjoI3yeCQLqubjoB+qJ9uLZ4lr0d/oZ4y7PAQDHeblX+g1loey0K88MgMRkCH10ypQpBhx59oA51oASJn0lCZt4Vik7QEnd0qeBefoY5wKErxZeWaPO34nsYlIFGOeZ4/nj97QDdQl8YtjzfeqPa/HMUz+stWaygeceo9/to5SfOuHdQv0UFzZMv+N89CHqjT7Bv1zPcywoDK88e9SZ5zNBf+Ndhc3iTiTRf7gX3iFMAGA3eb5vqpvciKYDxwq0cecRLXEg1D9+q/Gwsva11oAFJjvxP5r664a6M/TXj2fq1vreeqjVbL3SY54aDI9TD68kjZubYSB2xcZ9zrh2RDn7802UFN7Y4wVnTYJCwpfL42BplJvX40qsVQuvVlZFVSy88mJlkGGAZIaXgQNjhf97DqieDw3GLOFWGCQMiAzWGHl8v3DG0rIQDy5lZMbVwmvFFAMEayhXbzuo8KRsfTdvnfwXbdGSjAsbkgNKlVV0MwYgADb38AltcMBvzdYDWunAepIz4CZtyFXyxop7JJlyOse6vcrYftBsY3DgaIHxJvNs8cwzQPLcu2GqnmIiiyUCPON4czBq8QIRiopB6mbjdY1yDFhADIhhIOZZdfecxFgFUjD88ELxXdZTYnzyPsGTwmcxBksKr/wN4AHgODfGrGcZOciGi/eVewHILwWv1A0QBQwCiHhYMKgx3rkPys19k4QKUCntVjnuXriAgwvJlAkDl/9zDQCDkF0XXgFn6op3LsY6CaWoK4AOLxv3Dzhx/5SDdgMWaWOAiHbmXcqEI3XCxALww/cwzOkPlI165X0PvDExwd+BHs86xcCnTNQlniTKRftVFnilvExCABX0Ac96d0Nw+Sx1wP1xjZLCK30TLzmTMjw/JMqiTbl37ocyUBbq21Pukh36PG2Jh5124vw8Z9wrbU890x+BPDecFhhlzSaRCEw40afot4Am/Zn6YY3olcAr9Uv7Ul43uoF/qS9+x7mvFl4pE5MgPOeAJpMo9GW8qvRt+gfnYG0sn3XLzPnctci0FRES1BV14/ZRPs+kFZ+nfop7z1H3nIt2YgkD9Uwb8+x6Pq+F4fX3v/+9mdjxfCYAcXeNNH2ZyXfeOzw/vOt4F+JNL+v8IJVJZCQ2iRBPXwDYHQfytc4ZWwkJnr9yh3zitpj94XtPT1LzUYtVe1C0Xu4erqc7zdFj7UP0uHM81yXMZDL+ZFis8doO9kvVlAUbjTd3mXMeoJgdAfD4chz+4Th0HQ6uw6Q+gH7m3PcX9q69TJ1YeLWyKqoi8Oq5x6A7y8xDw8PCgMWgzwvdE0j5lxcxgwsvYMLFeCkzo48xdLXyTInvHhZeK49oknznZb3PgSP2Ga2Oe7VVJmEY4/0EGAHUwsZzYfE5jFPWOGJIY6AXPjA28e64YgIM7xLvCMILySzsfpZwW7w/eC+AKD6HAQmAAkkYjxiuAJr7rsKYJHQToxhvIV4az3JTRoCtuLJhKGNYcw2SEQFVbjgk1/PcBsgVRgPvOcIS3fNgsJJ9F0Aj3JZkVAAP707qk/Jh3GOoss4U8AFOLiUAhnuhPJzTs9z/8R//of/3//7fRXjl/Qug8G7G+wUwAREkpnG/44ZpA1oYysXlInC3unGBGW8Q9ee5nhm5kwZAMOHjnmXDG4fxjleJ+6cNATLgBxAEUAANz3PS7+gjbqIhJiL4F6DlfY9Rz8/UH/2M9qTdmDQlCzB9kHPzewANgw8QB7CAB+AFmOL/TMQCEMAv4aj0ASYhaFPahHEFqKEOmZTxvDfAmfujb+CB41yMd4AiYMW5gBSeHcZFyseELn2WNd7cO2Mp3+N+uSYePc9rUE9AIxMLP7bkhnGZa9IHSUDk+X1CvbkO7Vi4/5JoibIAj4AqCdMI/XYBngkR2p7nC+9/YQikP2AbFL43zuNenwkkJnDoPwAmbQYAMk4zyYJHmzWeTA7we2AeeOT54zpuciQmR5iwoE/SloCsO2nkXosIB9ZlA948K3yO/sLkD+8Xd2194eee54a+cClRJt4v3CfXZf0s/QHPsgsOHDynnIvnnbIU956hvpkUAGKJRqD93S3BmOzBW44nmd9bFRV2w7GCM2aLt+TN+xSSuE0jg9PUevwSvdU3Uve3CNQNH83Qr96Zqp+8MUm/fd9LN9WbqSc6hOijwTHq7pVk9pyfn+KMO873t+w5qq3Okbn3qNm+J/OH/1+rw71GVu4xs+0PHmAmvy+3l72FVyuroioWXgFUBm68C7ykGbwYNPg/A4M7S+8mdgEaecFjCJBUgRcygxCDNw9eaeXu3UY4DwM452LGn4MZbQwvvAy87BlIXXi1R8U7Tpm9UM/+sP7kfLmX51oeqmRH4fIzKGI0Y/TyLgA0LyW8W7wjMMLxLgJShQ8MYU+PAoMukMB7g9A5YM79LEYiXlSMZKCUz1EOQAFYITwSoxyD0Z3E4r3EO4c1hAAv7yrPclNGoLS4shE2iGeUa3AePGmUlzWaAAS/LyzqCUMTj5R7HiDc3WoHY5/74J1IXXIOyke5Md4xyLlWcUliPMX7jXuhPJzTs9wY67/73e+KwCtlAxYxuIEqvLzud7gnIJJ6JGzyx97PLvzi3SZklvrjHesp6p3f00ZMLHiWjXrBEwX0cv+0Ie1HG+Dtor9wDc9zumsvATrCT+lP1B/9hvGGdz4/U3/u2mXgCogGBjgn56Y9OQfnZmKTenD7jRsm7Y4hjHNuWDrQTJvSJow3jC94TQmP9rw32hnvI30jy4FvzoUxideeCQHORZ0BT4xdlI9r0vaAMuXkb3yP++WagIvnNdx7Y3LmxyaPaGOuSV0DeZ7fx/Ps1nHh/gsoUhYmU/D60id4/igD32MCmrbn+WJPZJ4N+iuQyYTDpe7NvT7PLxMI9B+MbdqM9wl1y7+cn37JOfk/YzjjPc8Ev+N8tD3vBiYZ6NO0JdCPLcJz5l4LGORdwXPHs8LnePZpQ94v1INn2dwD0KXslxJlop9zn7xbmJAByKkHyuVGTvCc0s8oM2Up7j1DfXMO2gynAH2GiR8gn3vgOaI/0C+qukozrmI3nDpzTnknTmvH/nytzTpottwJdiB2YuR6DfJZpY7fJhqP65t9IvRi1zD9f/buA9q6qrob/siI6b060nsvJjGJxl6xBZCiVAEFBAQBAbFgAwvYxV5QBNFgrxF4AZFIVFRQUFGDfqjRVzEQo8Ze9vf8lvx5l+c595x9bnme+1zmHGOPc+85e++5ylxzzf+ac831Tw98TQszvtVRrx/u8vC3DLttArEHPePCdkTPY057z3D86e8ZTjj9ve2zXaet8fXSi4cTN5XztHM+Opx76WeGj/7nFxuIva5RNrclhv8HXs1LBV6Lir5Pm4FXg8FAMQlQxJSt8CmrqwwKStdgYmi418RKgZsQTVRWv028jAITnAG2XGKwmIAYGSY3RhCDwmRs4maomUB8x1AxmRrIypVzKuvaetd3v/ud65Tr91cXhch8tynl677bIH0UefveNnylr7Lf3bjLmJq257WnnO3KW2VsGo+Tl3fRGT1pO98x1uiK3Mtg9p4Y+O5LqCQQRN/0ZfN7QlkZrnSF8veTut+z4DWtbMni6z7v9Z1y4DctnBBl72Ffbm2Aj7L3z7uUz3u1lfLhNa9towOzv78vNyOZ120SvOa5ZIOfLKM2Ui511nbTSBu4D9+UdfLeyXbvy4an7/yWnAfKo22UCX88+nfqL/KAX7yfPpM0LHkYtB/5SBIq33m37yMb3uHdSTAWufGM/yPnnjefeQa//OZKG07KDd7ql7K5N3sYe/7ZXpMF2F6m+t+m8Ujd1GEp4zRtoSyT446spI0n5Tf5IjynPC7393Lr7zwbMI/XvLr1baQ9fa9NPBtj22fGab5PLo3oEs8pP/kJeHePe/WXd0/WV5lTttgByuc9fdn6Z6YlaZqk6CkL+SIZhAYDz8BmFuR6/TQ5TifHBDtGJIZFEx5pESYWHwD3yNNGpzFz/3evu753nQ3R+rSB2O9v1/naNzfNU1/7VgvDdd7rFZ/+4vBvH/rccOaFHx+e9roPDA96/kXDvY4/a7jlka8bfm+/M4Yb7/7S4cb3OnX4tU3X7+xx+vDHTgXY54zhT/f9/uXvNbvu87LhT/bedO15+nCT/V4x7PHYc4bHvuKS4az3fbpt1zHCG2DtbNcevJKzAq9FRf+PpnpeKVmrrVavGURWTa2AWiEGFk1WmSBMFlYlrarnAHdJWww2vy1l+I2h3gAzWZmAlM3kYALAwzUJXnsAW9fWvzLxRL6+dx2A3drlWvV6bsNXX4+Axd6oLNo6xHPEY0v/WiDsI0ySbVgIJW+g+/o9pEVFRatHAAPvLqBp762QeAAUIM2ixyzKYomINB56Y1a4sFBjEQPsmhsKLWKj9eB1yYWcTWD2S1/91iYQ+9XhsquuGd522WeGM99+5fCs1182POwl7xr2ferbhu0f/dbh9se8YbjZYa8ZbnrIq4e/uf8r2zE8f3fd9bdrfR145nCT/f9luNnBrxr2feJ57Xi6cy75z6ng9ft20/oArxZUlMHiEFnvFwCbR/w734++9L0IBHOQiBxRKWx29vu8rUdFRYvS1IRNOTMtIJFAxquQFe0oaoIpvMk+GiFHwKtQNSuvDOB5Cn0W4aMs/apvVu2VjfeVcYdXv+e1rrrqWtkVEOvvoq1H9pTa9ynpjYgWAJbu0y8BrxIbCR0VtkhfFxUVrT6xOyzeAw/G461vfesW+sz+WSrhU08W19lQEsPZL22fuIgJHl2h09OyHW9UWq15KpRET7yxPLGO6vvU1V8Z/uMzXxwu/ujVw9mXfHo4/fyPDU969fuHY1/0ruGgky8c9jjx3Hbt6Tpp7S+8dnvcOcPemz4f+dKLhxef85HhnVd8vpX3ukbZLHQYbW3wKvrhqk1AlIxyamWLjcWYRN+Qa7/bUqCMMIDwfts5AFn2e1HRatKS57zOUxYhnlAeWXtA7DWTHMFeIKswKx1UBmY8QBS71R6froQCMdYYc5MJm7a28V9XXdvyVbR1KaGK9uvJIstQlhH21FNPbdEwDBn7PmWMlV2XR8h+wNVIkFdUVLQ0GXvGogRXwoeTrXhyW8QksVvYKvaBS1Rl3IpWswjPuJ+XW2Cj0Zaap1rm4i99ffjYJiB74Qf/7/Cad3xiOOXsjwxPee1l7Xqq63Vrfz3ltR9o4Bk/WZPPvfQ/W+bjfs9rrr5uWwu8encSKwKlthHaj27xJYkc2eTZFy86SG4Ge/7NRzCBCAPh9QGwK9lGWFTU05LgNTRPSfDKCp2R7ELyh6TEn0zusRzCNx4ggyh7x7InL3vsfFa24aKioo1AdFj2nMpInCOCZHqVpEnCGJlzffqfIc1Dm5DioqKitSM2h5wgEi9JapWItDFhw0lyBQx4HvDNvt6VRKkVLU3fvs4j65gaR/f9x2f+Z/jgVdcO7/2PLwzv668r1/bC7z0f+z6vKz7938Mnr/7KcO2XvzH39IWtlbAp+QfwldxMFnALphLYifIhy0lqZ5EVYIUDAFgLrMCrvAwSBIrMVOZpyQ+LipZDc8HrPKKIgVVeV9k1JSCglFcDvM6iOiqnqKhoIxIdZpXaireMwDw1jAeeGse05BJ26MxQyfSshBcVFRUVbSzaWkflAK68qryt9mU75smxVwCsxVKLLsLo5cSR2FXGchnxRV5K7Cq7u7ORXUCt8Piap4pWi1YMXhlY2e8KwEqzL9Z93vmFK6VkTBSGU+C1qKhooxAdRr8BsFa2ZSGVPE/IsKM1ctnzaqGQUWMRr6ioqKhoY9E08Mpjz1u/FvZuIh7Z9vasCm13fvV2223XzgcHUi+44IIGbnlSlUtoMEArUihh9MKIHQ/lGCjzlUVWi7FloxetBq0YvNpzKgaegDtSR5iArJcrOd91DBV4LSoq2qiU7RrZdySEK0eW5BK2RQ+uNDFeUVFRUdH6pEnwKhmSJGErOcljFmWrHhDq5BAOqd13333YYYcdWnZsYcDy3NjvmvOwJU7N0Vc54ssZ03CB7YTHHntsOxvbc5VXo2g1aMXgNdmGrbwAsQaXM8zWeu9VgdeioqKioqKioqKNSpPgVRIkYbnAo0XNXMkHs9ITPkRNymXDu8pbKkxYgjFe1+OOO244+eSTWyRQzv8GWD2T8uSUgne/+91tu4vthI6Xevazn93qUOC1aDVoxeCV8AKRPLDCDOyB9f9aZ84r8FpUVFRUVFRUVLRRqU/YZIueM4H9zf6179QFSAKPbOCV2N7AJxteQiZ7XZ/3vOe1MGHhv0J/eU9l2L7wwguvT1KWZKo5QjPgFMB1FrI9ryIygW7H6RR4LVoNWjF47Y+zMXCEsvl/rYWzwGtRUVFRUVFRUdFGJeD1qquual5LOQ6c9y2JnzO/JUD6yEc+0vIiALgSLAGzi1LseB5UXl1JlxyN45I9WH4FSZd4Ul2ybQOvk/a29/ieXS6R09FHH93AKw+uZ9SjbPSi1aAVg9fJ42xWGrYwlgq8FhUVFRUVFRUVbVQCRkU1Aq/ApLBdx9AAhzL4+pQk1fFLjm4CYBclwBVItndVoiVAFYDl4eVBlSRK2K/ErH3Cpkl723sAVImeeG1lw5ewSTmBa3Z6UdFq0IrB69aiAq9FRUVFRUVFRUUblYBEe1CBVyASeJQI6bTTTmsXICskF0AENIX9LkpsZ4mXZAOWpOkhD3lIC0++4oor2neSRAGuwoadKiKzMC9t9re6/A1oA7zKJMzYPlnPCEMW1rxWSaaKbnhU4LWoqKioqKioqKhonRFAyCMKvL7mNa9pwNWnfacXXXRRy+ALHAKZH/vYx4ZrrrlmYR6AqMSr9tQCxwceeGADq7ywQpVPOumk4YgjjhgOO+ywlrwJmAWobRNM1KVyAs48trILyzLsXcoqrDnJnIqKVoMKvBYVFRUVFRUVFRWtMwooBF6FCPO2Aq4ArRBhZ63GDgZC2caLkmNuhB0Dxg9+8IOHXXbZpQFQe1UdgXnIIYcMO++8c7t22223FhLMK8sGB0rxVA77ZYHe7bffvoULA76XX355u6+oaDWpwGtRUVFRUVFRUVHROqM+YRPP6BlnnNGOoeFh9ZsLwF1JtmHH3TjiUiIo4Jin9YUvfGEDnwCspEt77733sNdeew377bff8JKXvGS48sormw2OLxAtZNmzT3rSk1qiJs8569VvPLRFRatJBV6LioqKioqKioqK1hlNnvNq3+v73//+ZgMLw80lUWqOqlmUHHnJjv7EJz7RvKe8sJIy8fAKEXZOq+RLwontYwWgAWo2OG+vzMcALa/tiSee2LITe55H1z7XLZHEteiGRQVei4qKioqKioqKitYZTYJXYPIDH/hAC9ddLXsX+OUdZUfzlAKx9qnaQ3veeecNz3zmM1sSJ+DUpzNg3cf+du+5557bEjTts88+DehK2OQ7oFamZCHF7HU2elHRalCB16KioqKioqKioqJ1Rkt5XnlLV8ve9R7hxgAxO1oYsgvvD37wg42ncGBe1Sc+8YkN0PK4StrkWBxeV4mcdtxxxwZwTznllAay7dEFYt/5znc2IPuFL3xhVcpbVFTgtaioqKioqKioqGid0ayw4eWGCS9CPKxCgB3H4xgdIcNCi3lqP/OZz7S9rsCrBE32w55wwgntHkftuF/2YUfrLPcM2qKiaVTgtaioqKioqKioqGid0dYGr5I5CSEGPiVg8snjai8r76vfHNkjuRMQ62gcYFXyp7POOms4//zz29mvH/nIR5qtXlS0GlTgtaioqKioqKioqGid0dYGr0DqV77ylWZjuwBWtjbeQpeBW3taldHxOcKMlY93Fti1P/ejH/1oA7zqUlS0GlTgtaioqKioqKioqGid0dYGr5I5Aans61wAbfbJKof9sbHHAdnPfvazLaQYYBUqbK8rkOs9RUWrQQVei4qKioqKioqKitYZbW3wivCYvPrfckxPf3QPYOvqj/Ip+7xotajAa1FRUVFRUVFRUdE6o/UAXouK1hsVeC0qKioqKioqKipaZ1TgtahocyrwWlRUVFRUVLTuyLmTn/70p1viF0lf7J+zd86eu0VJ0pkklvEuWVLZEEVF65kKvBYVbU4FXouKioqKiorWHZnjHb1x6KGHDieffPJw9tlnDx/+8IdbxtNFCQA499xz29mTT3/604fnPve57diPoqL1TAVei4o2pwKvRUVFKyJj0fj7/Oc/37IM8pTk4ikxRk3Ay/GWbBRSd20QXSU7Y4yPohsmJYsnjyAwJiPn//7v/66KTGR+NCZ9kje8Fp0fyS15lTWU7Cqr98wrI48pD+k111zTPr/61a9en6F0DEn0gpezIR/72McOf/M3fzMcdNBBw0tf+tLh3e9+dyuL96lbr29yyXTKy4o/3vh+6EMfGl7xilcMxx9//LDffvsNBx54YDubcrltU1S0JajAa1HR5lTgtaioaEUkBI935BnPeMbw6Ec/ejjmmGOuvx7/+Mc3D4dDywHZGyoxpHl9HOLOYH7b297WwhbprKIbJgFNn/jEJ4Z3vetdwxvf+MbhlFNOacAMgF0pkS1Ajbfyla985fBv//ZvzQBedAHJ/GpsH3vssU123/nOdw5XXXXV3DICj7ykp59++nDOOec0Y9t3Y/mb07ULLymdstdeezX94jtAGiClT171qlf9gL7J9YhHPGJ46lOfOrz85S8fLrvssrZQoC6XX355e+ZhD3vYcMghhwzPec5zhre//e3Dxz/+8Qa4i4rWGxV4LSranAq8FhUVrYgYqQzBm93sZsOv/dqvDTe60Y3a9SM/8iPDH/zBHwx3uMMdmveE4XhDJQe3P+5xjxt22mmn4fDDDx+e9KQnDeedd96ywh+LNgbxigKVL3rRi4ajjjpq2H777RuA5YFdKZ1//vnDPvvsM9z85jcfDjjggAZiL7roooUXS3g+H/CABww/8RM/0WT3+c9/fgOwPJqziHH9mMc8Zthtt93aJwDtO6BzDF155ZXDC1/4wuGII44YjjvuuOHEE09sC2Dm+czxxtT973//6/VNf/3yL//y8Hd/93fD3nvv3cB3vL6Mfc8985nPbOPwkY985PC0pz1tuPDCC1dl0aCoaLWpwGtR0eZU4LWoqGhh4qVg2P7rv/5r83AIweMd8XnYYYe1yz61e93rXsNtbnObYf/992+eG3vMGO03NALcTzjhhGGHHXZo7XLSSSc1Tyy9VXTDpE9+8pPNC29hB8C8+93v3gDbaoBXCyOA2z/8wz8M97vf/doez3e84x0Lg9crrrhiOPjgg9tCFNl93vOeN/z7v/97m3NnEYBrQeuWt7zl8KAHPWg488wzR4FXIFO4MKDN26tNgFcA9AMf+EADmC5e3Le85S1Nvyjb3//93zcdE90jLPhud7vbcJe73KWNtYsvvriFE7MbeI61u6gQZdx1112H0047rcZi0bqkAq9FRZtTgdeioqKFScjja1/72mb8MRoZ34zws846q4Usuj72sY8NT37yk4db3/rWw53udKd2L+PXxHtDowKvRZNkfPC6Alt77LHHhgKvwuJ32WWX4Xd/93ebbhgLXgFTIfbA5c477zz8yZ/8SQOvnrWf3qKZxS/hw89+9rOH7bbbbvjJn/zJ5h0GUKN7hGHjC9Tyziq3+tt/q31lL37xi1883Pve9x5+/dd/ve2DvSEuqhWtfyrwWlS0ORV4LSoqGk0SqTAwTaZPecpTmmeF98MeM3vJ7B0LGYtC/XhQhOi5h7FuD5rfjFdhs/bMXnDBBc2T4hKGzEAW3mdfG4PVeBeqmD2Cube/hEqa1Hm0vLfXBQxWk3/u5TG2F4+RLZELo5YhkEQzvgPEJ3m4n+cGue9Tn/pU8wj5Pve89a1vbZ4j9bQ/Tz2XC161t7oz6Pvy9xejvQc86q3+2kF79GVTp5SN9yrtyphXHnUBEtTNPsEQA8oznuc958VynwtY8M6+TPqPZ1651V+7KqNwUOXVx7kXX3s9ASXtqTz+7svd95tQW+V0bxIBqa8yKdu0ftMnZJGc+fR/fvMdGeznEOVVZ204KW9CTC+99NL2Gy+hPtJe+tr35GqSv/qqt/p7Ttur90Mf+tDmHbzVrW7VgNYDH/jAtlcVT/cpw1J7MZPUyBjBV9uEH6/i7W9/++Gv/uqvWvhwD161lXGqrfpx5/KdPrU4pV0DXoXi2hZAdi1IKWPff+pFXvQxWQcs1ekXfuEX2sLVQx7ykAYgtbtxvVS4vL4nN4DlXe961+GP/uiPhic84QmtTNoCD3+TDaH36vjTP/3TTbf0gJrc2/sKvPOs+hsgVj5tRnYAAeD1R3/0R1u9PEMGau9r0XqiAq9FRZtTgdeioqLRZIwx0hnC9qP95m/+ZjMAZQE1oU56ZBiagBFPEG8IQ5dRngQqjGPhxML87nznO7cLwPNu+/QkU0nWUoAlCVpyb38JW7Y3Dh8GcJ8RVRke/vCH/8D99vDxTjG0AbCAIH8/61nPGv75n/95Mx73uc99hte//vVNz/CcMSae+MQnNoCQe4QrMoaBe0ApBv1ywKv21qYAGwN9Wr0BIIZNSL2BsTe96U2NjzrmXt49nj77/PSJd+s3e/8Y+QABQAOM0LEhiwZAizbhpQJC3OeSlMc7+zLpP15E5ebRYoDpAwl09IN2yL3kB7ixnxIYApI925c7F0+brLPaHFgL0CJHyqRs97jHPTZ7DhDiCdRPPv2f33wHLHkHmSSbAXja8Oijj/6BdwmNB6jIWQA0WdDXQOM973nPzfirryRB6u+d+j4y9hu/8RvDjW9847ZP88///M+H2972to2n9yvDUkDPIhL+wLT91D2/m970pm3/Oc/n7rvv/gPglWzwhNqL2suty3eAYYB5wOsP/dAPDb/yK78y/Nmf/VkDhMqYZyxeAbPkhRzixZP8h3/4hw0Y8mz+9V//9XDHO96xfW+/qTJMo+gW79CPAL2kSuqafatjwKvx9qhHPWq43e1u19pYG+hjQD+hycp63/vet3mVlUtochayiorWCxV4LSranAq8FhUVjSYTqXMWAThgUSIXhh8gBKQtFZbIAGfgM4YBUd4NIEUiF3viGMS/8zu/0zwtN7nJTZqhK9kLTy1DGpgCbBjpPDk/8zM/04xiYYWe+e3f/u32HEM6BnjvmWJcM2IZ4Ax6IIEh7hJyCITxEgILvIgAknDEn//5nx9+//d/v93vUi7GtHcCS0DMvvvu20KjleX3fu/3Wj3+6Z/+qYFB9zI8lgte8eGV5LXyPu9XX2UBTn7sx36slYnhrW/UF5jj/dMO+obHzDN/+qd/2jxxDH7tBDzpS15B9/3xH/9xA4zABUCU440AB55A4afazz1nnHFGywTrHZINKYN21VZAC1CjDYFQPAAOMgO4AiUAm/5zL++9RQFgw/08p2RCsi/trz2V3b3qr22FlNprDWzoN/2t3IApEAgMut+lnXznPelz7ec35ZDYx4IIw5B8kk19BhwLhQd0f+u3fquVx3P62sIHoMqgxN8iC/ANJOH3q7/6q+1+MqFd/G1RA6hXboswALi+UMef/dmfbSDMs/qBTJFZizDmuWlkUQBffbDnnnu2tlEn9VPXn/u5n2vltjiQxQrPANkWCySI0pbaVr9lIcpijv5Xrx68GnMBxOqlTupp7Ok7CxzaUJivRRLf89iqn3cbn5K3GQdLJW+zcEROyK6xQq4sjPULUbPAq/uMe55o5bDfnmdbf73gBS9oz4boI/2hfORJO6r3aoRtFxWtFhV4LSranAq8FhUVjSYg9JJLLmnghaH74z/+4817A2DxQDEcp1HGK+BqnAJEjHOgyXt4XgEWoI7HEkD6i7/4i+HBD35w88Qw0hmfPFKMboawZxyfwdt65JFHNgOeZ47hzBsIeDGS/c3rhY9nARVgUIgmY9qeXSAZ4AMohRcGmANWDHO8Xe5jTKs/b6V32lsHxPIW8YLy5jCYeZv8D7wtF7wC0gxzYMZz6uFZQEkbARMyymoH/QLMATz+B7oY7doMUALueLO1m3MzgRL7ll/96lc3MAP4AbUAmAQ2jHjl4yVzHzDKE6ZOgJA2BDp33HHH5o30Dm0F1GkTbavMwJJyKTPeyuQ3ddJu2pRX7NRTT21t61K2v/zLv2zgSvkBKgsX+k45AU57qIWKA1g8icCK/sgihnJoc30JxAhj9T79DUAmURIZtIABMCkrObaYQR7xUke/8+qqgzrd4ha3aN8DodqdLDvSxbt4PdXR/UCjdlFviyf6SvsBSTywZFC5PKO+3qlsjFRyk/EyjYTfqqMyqoex4n8LJspu0QLYJifGlIUi4dxkwxixCKQ9tS1ZtjfUe7QPWdZnAa8//MM/3NpVW9oGoF7aFuiz8KRN9BtZUnbl+Md//McGyrUV+dDe7jGelwKIoiuMM+OZB1s7MtbHglfntdJRxpbFFos2Fg1EBugr9kIIINBHxqk2EllABwDtRUXrhQq8FhVtTgVei4qKRhNjWiZRRjzjEnhl8DKkQ8YgEMuQNE6BAZfx6Tug0tgFdHg9hCAmXNVeQKGQAIuQQ95GkzVwAFwwrH0HMAE7Qvx4ZoEOhihwAtABeHiZ7IFJZfXJgGY8Kx9Dm9EKfAMUQAMgxfvHaFY3/HovEV0DBDDoeRAZvkkWw2gG4gExZfypn/qp9m7gZlHwmmM9gGQghMdU2YXeaiO/6QNeNmUAkNSHNxiwBOx4xZTR9wx+Xln9B2TZiwhAKoewbQDG99qJF05b6geXtuWVAgCAFQCY15yxr1yAMBCq7uQgoIAnELgIYFF/gJpHHVDSTu7lKeYFs0Chn70X2AOUAVxyQXZ4xf2t/XiAgRJ9QR6VzzsBb9/rS55A7wWygSfA1qKCdgNQePPJFuCGj7qTKf0IvAPIvJJkkdcfiNfuzi32PVAWoAkckokkXtIeFhEmxwtPuXICpn4HNI0fYHtswiayIbQZcDcOyLs95YCp9jTmJhM2GV/KbSFH+wF1AD2PvbYFGskJ0At0an8AWzktWkxL2KQ9LIoA5eqtXrzxogXItu95wL1rbMImHn7A11gla8C8xaR+Xp8Er8YZ+bfnmT2gX40bckDOlTtHU/Xjzf0WdNyn7MaXUG3jq6hovVCB16KizanAa1FR0Wgy3hjNjHVGH2N8ErwCSQAbg5UXheHofgDDnj8GKq8OQ5lnhjcUCAFOgFHGKS+bEEieHga+S8jpouDVRA+wxMvEqFVW4JWXhReJcQ7s+RswGwNe3c9g1wZAH+N/tcArHcZg0Q7aD8gA8P3N4FZn90yCV3V1qaNyC+/kjVbPJP7xLBDD26eM2hRw1S/OGAUsf+mXfqmBIYDcnlW/J+kWAOt/MqA+ACYQ7FlAFyikl3n3gFrhw/pdKCiv8TTwqp8ANmCON5KsbEnwqg38lkUU3kblB8z/9m//tpXHd8qo3QFAdVYXgAf41xZbCrySM3WzKCCsVkguAK4ttT3ZngSvQKZL/Sy2GA8AIhnU/t6nry3i8ACTf31BBrIvdBK84qffta1+Unflt291S4JXi1w+eV8tcCX6QXi3BQhjQ3sISe692AVei7YFKvBaVLQ5FXgtKlpNIn/byrUMYvTbC8hIZDhPA6/21QGWQIqwW3vfeOGEHQpxZDAyJj1nHx0jG+gDrpLIiVHv/QxvQJZhyQO2KHhlTAMhvhdezPBmXOMDVAApQDTDm5HtnrHglcHrd2COF2q1wCuDhIHuOSAM0AB83vCGNzSvdbIAT4JXXi/f9WHXyqlMMXIsLAgBBrRyJi9Qk2y8ymufovbAzzuBVv8L5QQsABhtACQEBDOqlA1wUj59I1kOYJDQYPsLp4HXeOq1H1CizlsSvGo7QIt8Cr0lm+Q73lXeYLKUkHhAHKhSj4Rxa4stBV4tEmgnY4JX3v5W3uqMH+05CV6VEbgj6zneyrhiEKsXntpKve1lBc71vfdYQJoGXoE8bSGCQvtahLL4o3xbErzaj2uskQnRBvY30zmAK31jsYFsaZ8+/LjAa9G2QAVei4o2pwKvRUXLIXL2nU0TB4PxM/93+OYHLh++cdG7hq+fd8Hw9bPPHb5+zvnD1//P29bpdf515fv+9c33vG/49pWfGL579X8N3/va12dWm5ErvBPoY5wyxhm3vDaAJAORoQgIMeAZtUCoPX2AVkJVJeVhVNuvxrMINAIJLoY+g57nDpiyvw4YATIWBa+M7ST7UU6GMc8jTyNjlZHse0ay/Yf4zAKv6s+od7/yAyzKy6uzWuAVAGGsAGoAhvbzPqGrPU0Dr8CQtuRx9T1wKtQ4ZK8xjxoQo42BQ+0GDEhyY4FA+3meV827tDUADajpn3h4JWoCMLU58Jb+c/Hu8eABi/rP/YDhNPDal02o6tYAr4Cj8moXsgnoSUrkAtr7uvHgA+b6ktddmwNwWwq8ajNl5G3VRjzs2rif+ybBq37Uf+TB98YuuVdOnnp8AU/97n3CzYUU23OtD6aBV+HBZIlc6y/jmFwr35YEr/bjWhzDX3sIewdc1ZtcGJP9sU+hHrzip33Ik++LitYLFXgtKtqcCrwWFS2Hvvt94PrdL315+MY73jl8+dkvGr543GOHaw85crjmvocM1+5/6HDt/R+4/q4DN10HHLapfJuuAw4drtl0femkpw5fe92bhm9eetnw3WumZzYNAYtCZE2ggIKkRoAeQxdYSHgq76tQS54MnkAGOi/WNPAKiPCOSmbjAnQZo/bDAjrCIwFVAGG54BUf3hh8GLY8VsAKPsILgRtA0f2zwKt6+R1/hj4gstrglSeMJxdYBVAY6GsBXoESnilhs0CK82t58PQBYx448Lz2cmkfYaTCkCW/8RtwJ8xYG6f/XLx3st0C3ryu6qr/tjXwKjLA/tC+br7n4QNgea21hf7cVsArUKm/eGyNB2PBe4RI+944IT/GlLGu7WaBV+NOu/NcA/PadUuCV22q7egZ4e34qrt9y8qiD6bZBQGvZFJ9tQ1dk3Oci4rWAxV4LSranAq8FhUth0waX//G8N3//uLwtbecPXzx4ScM/7X3gcPV2+04fP5W2w2fv93dhqvv8M/r87r9PYarb3f3TWW866brLsO1hz5o+MoLXjJ848J/H77zuc/PrDbjU1gg7ytjD1Bk/DGOgZrea2EsMtIBW4Yz4MqDx2srgQ9jHzj4xV/8xQYIACTGdoxpntdkCeUdYhgvCl7tR/ROYIexjo/39mAEgGP0yrDK2zgWvAJhwBXgtJphwz14BSyFXjPIhfuq01Jhw9oIb+XBFxABjADThJQKG9aeAA3PGyMf0FLGeJV9p97CS5VXm+kT4dH6933ve18LMwb0eLT1oeNd+jbVl4AR8AFgkhchqesdvPIgk00AStvqQ+AQsFMedSNP/gdUefGFzgL9Wwq86gPthIfyAJvGHyOXfDBop4UNZz8oUJgjhGQj7vvNZQzxqpPlZBueBl7pATInrFy7G9/aAfhbLnglW/QD2TMG9Rl5nQVeHWmlf8mYiArh6WSTl9zeejbCNLtA+cmJd+g3z6gPfVJUtF6owGtR0eZU4LWoaDnUg9ezzh3+5zEnDtfc//DhC7vsNVx9j12HL+yw2/CFnfZcf9c9XXsMX9hx9+HqHe41XL39LsN/H/Ow4X9ffHrzIH/n81fPrDZgJTssw5/XCajhgQIAA4JCxqJJljdD6KWEOICF/wERYaS8c7Kb+pth7DcGKG+dMEbgE/j1P2/YouCV4eteZWTMA6mM44S+uoAo340Br33YMINXWbQDI3ktwobVGVDiHdYWdB0AMC1hE4CgrWSNZcw74xMoskeZrqQztZe2lEgJ4LCooL3jOU64N8DBU86blr3KgCJDCjhRp+wLdTH8+zbVl94D3PESArvqsp7Bq3bkXcYHqFRvIai8gN6vvO5PdmZyos21n7puKfBKBnL0kDHlrFqg1PvMh/YeT0vYpE2MKWCTRxw/C0J9v/FeGqs8kso4C7ziBzR7jzbSjrykyrBc8Iof0Eku8dOXxtuso3KMM2Dbgg8AC0CTR/XgndYW047wIsf620KL8WxMklMe5aKi9UIFXouKNqcCr0VFyyGTxje+OXzvf740fOPt7xi+fPJzhy8ed/xw7WFHbwKxDxyuOeTI4dpDj15/1wNcRw3XHvKg4ZqDD99U1kOH/znxycNXX/na4ZvvuWT47hf+a1T1TagMUuCCN5WhL/SO8co76QIQzj777GY4y+gLuDASgSkgirHIqwVUMFgdv2KSZpwCHQASY9SEzahfDnhlRDNs7cHM/j6hiSmjS1gtAAJIeOcs8ErnCIUGgtUdGPI3YxoAVA7vAVRWI2ETDyDjGpDzDM8UPtqWkS6kNeAVcPVOnlZ1zt5FoIuxA8x5VjsIzdYXwIj7vQ+wUE59CFBpR8BIUiZAQIZhZdPmvH8AnfYGhCTF6dsUuAI0PeP9+tA5rOsZvJJh4bdAvPcCRhYNvEtfpN2VQzitegHmZEo/LQpegS0ZpD1HprUjXn5ThqWMU95zAEt/e6cQbfJNLoV18yhawLDgoA3VHRgl27z35Ea7ArG8+32/aX/t5Xl9ow7amyyTJYBRXwKZ+kJkBIDM26nNyJnFLf2ubOSHXlBP95Nr/bzUedDGMhnOETyiDiy2AOQBsLPOedXfFqzImgRS+s/ClCRtxhoZT/It/Qkk80ID+MKMAQRjvKhovVCB16KizanAa1HRcoicffs7zfv67f/vk8M33nlxS4b0tTe/dfjqG948fPWN/zp87U1vXbeX8n31DW/ZdL1p+Pom8P2tyz80fOc/Pzt8739ne0ZCDEBAhwHNUGSwAyYMZQahizcICAEYeIGAN0Yxo50RaSIGigBbBjxDWMIgzwqX9V4GJYMc4AUIFgWvgAZvCq8qHjxc+KWMLoCBQWD/nvrMAq90DIMeaAFagQMGsvvUN0fKMLo9v9KjcoB6bSckEzADUniV8NLe9psGvMoOzMDhUeJBBqQAGF6xtC0Ptz6J141XSvsBHAACcAY88arKVgzkAjrAD+CsbPHgWphQX+9T575Nc2wJLyVvtD4E8LYV8KrMyhvZ7Ns9smmRIuDc34uCV/2U8QNoAaHKDghqN4s5CQXuSQi4/tKmPJ94AojkRBn0se/0H9nQR+SVx1RWcG1mcWNav5EJ7wx41eb2KgsdN7YAWIseypgs1MYj+WBQA9XKi5d6KoPxoe54ps0A5WlkPvcefaYtPM8bnIiDLOwsBV5d6gjAknftCpjqY/ImJJxMeIdFK/1q/7LxIekckNsfp1NUtLWpwGtR0eZU4LWoaCVE3kwg3/728L1Nxv/3vvmtlsjp+9e31vl1XTm/9W2xqq0eY4/QMc6EtzKkTag8dcJ/eVokccrFWBdyaJ8doJS9lzwfJmSeVUazvXfAnmfsofQeIbEyAjPyebp4UBYFr3gBZTxMDG9nQoZPLu9i7DII7NudBV5Tb+8GkHg31U89ASpe0u222655RH2/HPAaPgwTIAoQYvwLz1WmlN/7HRMS8KqODHP1BZiEiNrXqix5RhIsbcSgF6LNS9cbQP7WN8Av0AGI6QPvBmRSNpf/k1RKiHHfpngC3MCQ+utDCwjbCnj1O3AIlPGI9u0uFFb98AN4HK3C+7ooeMVDfZRVuWTN1af4kBMAEsjiaZ0mH54H4pSZbHt3yuhv7yMzyqLtzJPGn8gD3xmTfu/7TcZeYDfglXwYd9oAgAUUw0dYOlkHEi0uBVwqmz4HKHntJUXzjH3RwtXx5pmfRkA5r75ICO/OGbbKry3J5izwmvGp37U5oE2O3KON9KcxTp/kGCB1UWfAtcBA0XqjAq9FRZvTisFrjsYwoSTMyIRnIjHpLhUetFIq8FpUtD6IIWpfGk8V7wrjfPKy95FBGTLpGr8AhoQ3jM/cCwTwcvFwmazdByDw2PDEMkp5cHh3jHlGLTDgXqCQ54lXsNc9ygjMTStbvIp4CIcESJSXVwa/aec+0jPAJ09c3sMTxdsITPCmqQcPGn3oHYCecvOmKh9e8/YAAn3uBcC8sy83cAmM9uAVINO2nrMwACBaHMgzCZ8W5gsY093T6qZthZcChTzX2o+e7SntzmPtnX3ZtAtwIZRV/fUhsKAPLA6QFx7L/p0WBIRyalcLE+TJZwB5ziLVfuTMu3jPyBAw45058sU7vDuhsOordBUQ8z+D0NzBIBRKSwYsLnhOnwREAZc8f33d9LP6JZutdwG6AKwQV+/SZsAlQA544anvtb9y8lB6Tn21i3L1PFK3hA9Po+w9V3c8p8k24Mfrqq8CLsmG78j4pEwZP7zBxoP202/GnYUHY1T5cy/Q6nvtRz768abt9D0ZyBghh2SKnC51lqq6msv1A6+3CAZltDil7413bSJ6w7gA/B1xJeqgB/lkhZfV+LP44l3K6r3Gt/6xQON7ANse5kn5LipaD7S1watxTY9ZKDb2Ymv3+9DdE51K3xurdAD9Qe+sFQ4ouuHSisGrCZTxYPI2wVixZTQxakzQaxWCU+C1qGh9UPbgmWBNWsb+5GUi64GacQqQGLPGMCM89wJ1jFPfMULdB9gY7xbJeEi8z0RqAvW7ydW9KcPk8RjKaFKdVjbfJzzTe+gS71cO/CbDNkPKA3zkPRbuABWeYGXP83SVdyif9wI1yofXtPMnewo4V+e+jVy8mhIKTYLXPKceQEJfRmXSRvqLMbKUUaFtgRzlzUKkdu7J/75Pu/dlw9PzflN/92ovba0u+OPRv1NfkhH1zWKozySoslDqb+2nj9Nv6urd3qm+vvcO97u0g9/w9Zv/1dtvvcFlHvOeRAYESOnPvm5kU/1SNvdqy56/NovnP30RmUporec8n3aZJpPu6Y3EnmY9nyseV+0cWVMe3ynPpExpc4Afb8+k33qZzr36wPfajxz0403b6XsyEPnrZWKpMZXxLFIhe3OBV0DbYkfaxNjRx/gnUVU/lvpFdf2q3O71DK+rRR3v5XF1GTveXVS03mhrg9fM0causZQoiH68uYd+NbYs+FmQtkhkzGcOKCpaTVo2eA14JJzAqtXaHNVgcFl1FZ4Uo3XS8FkpFXgtKira6ATo8JDyhDIagCS6r8827OgfHjZepT4Mt6hoW6VEKohiINu8qzzdgKq5HjhdlCy0e69xwhsr/BxAZrvYX1wGdtF6pK0FXrN1xRxk/hFhI2JDpIeFLAtQrmzd4cAyZm3BsSUlCQQvvfTStojEPi8PbNFq0bLBK9BolYUwA6wmGcaU8CyhZlLQC9mx38eEMW3fzkqowGtRUdFGJwuDQqideylclrcre/sCXu3pE7bLwLD6XVS0rRPPKm+ycGt72e2fFn4sPFhCpmnh7vOI10iosRBr4c9Chi24+37Sk1RUtF5oa4HX5Itg57PpjznmmLaVw/YLjiljlA0uEsU4lX9AhIRwfAtNPm2V8L1tCCI6PFNUtBq0bPBK4QOu9hgRaBkJGVM8roCsycEeIv8LGTI5rCYVeC0qKtqolMRJtmFIQHTzm9+8hTdazRaOBcTan8jrKpkOo4FRP++M0KKibYkYvGTbcVz22ErkxIhfzv5UocMMaftws6deiGNR0XqmrQVes2XFgo/IB/OQxHeiFnhUkxeAJzZHzdmDzmllkcn+fxjAfn4J3eCAmp+KVouWDV6TpEXYDS+rTwOLUWWCsErKGyCEQOIJ+5RWkwq8FhUVbUSiw7KPk5Fgb6usxbL0yrRsH6DFQZl1GfWO+ZCAhmEwLwFUUdG2RDw1vDY8pMaCBZrsNV6U2AkMaNFg8nMwuoU7FhWtZ9pa4FW4MNsdCDXnyP4tAkgCO4s+wKvxJNpSMjSgVfI2i6vC+4FegFbyOZ5Yzi7hxmWjF60GLRu8EmpCaT+KlRjZMA0uoQZCCABXB42bdHJ+2mpSgdeioqKNSHSYsEiGNT1rH5EFQllRb3SjG11/SdTkqA+ZUhkRRUVFRUUbi7YGePVOc4rIH4unjtVyzJWFUoBUJm/gVT4G50JLfsb7aqHJ4pJyeV5ZhenzyIrSdIRWjlorKloJTQWvCVkT7y4xgk3ZPpOxkOBJ1CQ0QCw8ACsExyZt+64IvFABxxxY3eSNXeo8w+VSgdeioqKNSPG8JkMtI4DXKfuOcol2sTgoC6vwyqKioqKijUUBrxIiAa9nnnlm24fKLl9te5d9jx+vK6eTfDb2nPO4OvMcSLVYyvPK9vYJ3Iq0ZPfb/8oehyF4WS282iNra6FwfXPVrAzqRUVjaSp4JVwGhtAciZassPj0PxBrwDCWrP4YSARXWJvjGoQPWJmxyiLOnTDLRrZUavzlUo4xECpX4LWoqGgjURYQ6Vt6LUe6ALO5cuTOtGNsioqKioq2faL7cxwlMGhbnuzYa6HzvVOCVRmCHXfDCSWy0vnlQKxoSouowu5FBtmuwu53trr8NiIslZcdLuGahIOcWBxcgK9FWHNanGBFRculzcArgSJ8hJDH1CAhyPaa5MwmAg4sWg0S125TNvCaA9wJqrh4nlmrL4DmclJkK8ukBzhXjDkrRD578FpXXXWt/VVUVLRlaWuP+brqqmvLXKF4XoXosqntMbVvm9PG9hIXBxEn03KPpcSPre0dbH0eXskBZbi3l5VDimMKmOV5Zfez7QFWyc9cjtKxoJozn2EIkZj2u3JwSbjGocVOV8a+jkVFi9JU8EroDBSCJixNOLDVHqssMvYZIAYU7yvhJNAHH3xwA7ASishIZiUm57ItF7xanfGswWBwAqgZqDlY3mXATIJXnou66qprba7JCbaoqGhtqea2uuq6YVz9/Brw6ngaobnCcIFHtjiHkotnNrbwco6lZGuzn9n0vKVy2Lzuda9rOCDH4OALxLokXxJVKUGTfbCyEQOy7PKAV3tflRkOgAc4ttzj97UIeS66YdFU8CokzcqO1ReCJ+7dCoyQBVmGCR8h5Zm1p1U2MnHv9mHJgunwbwItoZO4eUK8nAEF8Mo2CLBaZTKwEibM4ypswYBVFoAW0M3kbjD2V68YJr+bvHfaNU3BjHluuc8vVdZFn591/+Rv8xTqGB5LPTer/Rd9ftFrkbpt7UlrW7pq8ikq2jK0FHBdVCfPm/vGPr/ceWapexad+9aiTCvlMebetZz7ljuvr/bzi/TbWsjNIjy2po03TzYyv7KdOZQkOxLKa0seYMm25jxyCSm2jQ+QXc6xlGxndjT7HlB19KUETN4JwEq8xJ6XeElUpXKIynQve38p8OrZgNfcU+C1aDVobtiwjeEJG/a/lR2eV0Ju1UVIAc8sDy2BFgvvXDYhAgaAgSbO/aqrrlq4cMArXsCrAWlgAK8uQBaA9en3PhRh0YmprrrqWt61tUOrFgm/KtpytLX7fCNeW3us11VXXVvuytwF6IksFKZ7wQUXNCDJA8veFkbsU5QkR1Ky/S5KbOjLL7+8OawA1IMOOqh98rACypIDAqAue1xPPfXU5lUFcI844ohm73u2Dxu2d7bChovWimZmG+73mfrbZYUGoBRaIIOY/a6AKyHlsfXs+eefPzziEY8YjjzyyCa0wgwA4EUp4BWYNnh5XHMBsy4eV4PBvVataqKvq666ctUEuXWodHBdddVV1/KvzF3s2nhGeUKFDAOsoiHZ3q5XvepVDRjGDl+UOIR4ck855ZSWWGnPPfdszifvFi4sqtK2wP32269tC5S0CQbwO1DKzrfnFWDtEzYJOQZ04QEnklTCpqLVoqngNYYHAQMKAwwDJgFG+1+zCmMQGVRWXTwrVMDZTgT2qKOOGk466aT23aKkDFZoDFwAFe/Jy2/uyWCvq6666uqvoq1DW7vf66qrrrq25QuxbdnePJq8qiIgRT6yuTmFhBML4ZVf5qqrrmpe1EWJTS+6EjC2TVCGYRGU2WMb8Lrvvvs28Pr85z+/nTsr+hIoBV6dPOIdoiGVWTmBbAmeOLkcleN82IRGFxWthKaC16WIwBlAVmkINSEWx05obd7mCTXgEjcPtNr7aiXHqs5yaJFBXlRUVFRUVFRUVLSRiJ0L+PWnb3DeuBIdudwzVDmHAGO2O4+qTMOAJ2+qrX/A633uc58GYA844IDmoXUvJ5ZjdIBXWwjZ+QC0ctpy6D7H67i8R1hz2exFq0ELgVcCZ6AIC7C3lWeV59XKjNj49773vU1whQbIVkZgrbhYwbFKVFRUVFRUVFRUVFS0PFptRw5AzPsqj4y9tex1FwAqUSuvqW2A9reKphSmLCyY9xVotT+WN1YU5gUXXNCcWTBBkjwJHfa/dxdwLVoNWgi8IisqVnisoACtT3jCE4YTTzyxnQFFcAFXwmw1xvdWXoQiSPVdVFRUVFRUVFRUVLQ+KKHJPLhO+OCgyiWR08te9rKW4+b4449vIcVs+muvvbY5q4BVtr/wYCCXzS/Jk0/4IOfCCmuWr6aoaDVoYfCa1R1Ce95557VsYxIyPe1pT2ux8sKJCa3VFiAWmP3whz+8rPTdRUVFRUVFRUVFRUVbniRhYuvLGsymd/G4yjkjkarjeYQLA7By3fDA8rTCARxc9sXy4AKunikqWg1aGLwi4PXLX/5yO06HUAohBlpzSd8t85mzYh2ebIVGuHFRUVFRUVFRUVFR0fonANX+VsmWZA8GVNn12Xcr3PiTn/xkA7T2wPK6cmrZL+v+JHGCAXh3i4pWg5YFXnsSVmDlxZlPzpkKaL3iiita/LyN4EVFRUVFRUVFRUVF2w6x4R3TA6CKuPQJ0NpCGAJM2fvsfsf12Cd78cUXt2N7YARAt6hoNWnF4NXKi5BgXlj7WgFZAitEQGZiG8GLioqKioqKioqKirYd4i21D9YRPLkA2j6rcY7ycRIJ+98xOTnzFUbogW5R0WrQisFrUVFRUVFRUVFRUVFRUdFaU4HXoqKioqKioqKioqKionVPBV6LioqKioqKioqKioqK1j1taPAqK7K4fPtupegWqy/zsbj8XPbm+k7GNHH8Yvc9sxoHKYe394r9tzcYv56/7/C2p8Cm9tXiqx420eOrftP4ag/7FMJ3pbx7vrJRh6/N/tP42guxWm1ddMOgjGl7aCI7s+Qn9/fXcuRt0fekXJNlXQ7f/j2uLcG3f1/4jnnXarX3LFIWepWeoTdd2Ve1lrqk12/0V/hmzlhLUq/MJeYyvDNfbQm+6oyveofvaswZY8uwpeeJXo639PyUdt1S7bsU3y3Vt8atcUS22A1ke60z06Z/e769bK8l4R2+ubYE36KijUQbGrwGPFIOMqHZRC5t9yWXXDK8973vbdell17a0oBfeeWVLZ03JeKZ1VDc/SZ2yawc9ozf+973vsZbOS677LKW5MrmdiB2NTa2K78JAHDEV53f//73X19n/PHVHjbX47sak7T6aj8AVVY65/v2fF34Oqz6U5/6VAOxyrrWhl/RxqHemLboMg9UBXB4Jtdy5C3vwTPvmQWWYpS5j6HiueXyzXtyNMEsHdEv2Lk39V3u2I5hGWNyllHb1znlXQtgpzyMTfpNokC6ky6JPKwFqZv3A3D40puf/exnr09estaGpzak080l5jL1tiioPGsJMrQnvnT65z73uaa3w3etFwtQL1Nbgl/PN3pjSyabmbZYtKVA5OQi2ZaYl/ExrmSvNabYDcYVeVtL2Y4+N37xlUG3H1NrST1f4yljih6phfyionG0IcFrFBOvI8NG+m7H9ziD6o1vfOPwmte85vozaR2g7DwqZ9U6pwqQNEknU/JyFHg8vRTSRz/60eHd7353O+TZ+bf4hbdy+O6cc85pZ2gBewyTpBZf1OgMeMQXMAUWzz///Ov5vupVr2pXzuI966yz2pldwHsMsUX5ZpJnUDKsLAIAx/hqV2d+TfLVD87/AuYpcB7aGJ6L1LdfHc+Eu5xr0Qmjn+hXwns5K/urVedthW8oCzKMGpO9cfXxj3/8B4ydRBFMe84CDTljJC1y5nTGsmfJKvnG1zl3dAsgA0j146b3kuHrHnyNkbGUsYwvowo/vF3KYaxFT0SGMxZ95zd6IHwXHdPaSNnpQrzpEwthMfASqdIb9nj4jh7BV9m1zdiM8+GbKBW60IJiIjX0g0sZLILR6fTM29/+9nbeOAMUz0UBe++BwZc84Zvyx9PpezqaPj/33HMbX4tz2sdzywE66bPw1rbqnWz92tOnsugDx1Dgq97KQRb9FkN/0flCvTyPr/pFnuPR9ps5ES86W7397TvPuGdsW/deNjySuZSsTF7agoyTP/2dca58iVRaNItpeEcfhNe0MuBjfOOLv3Ioj9+UfRFPfwCaPprHFw/1NMbx9bd2jiyO9fT3oD98Z7W3+qpjeLv6MWBcLmIP9VFnfZkjo2kTfI0fi/qOWmQLkTO2mO+nZbYdw1d5s3jX60e/46te5hHjF19y7TNjSpssAibzXjyzWNnLRxa/1Ee/0ldsQnx9OlYG3x60F5AtKlqaNiR4zcHJQOub3/zm4XnPe97wlKc8ZTj++OOHxz3uccOJJ554/fWEJzxhePzjH98+Tz755OFFL3pRU6AMBYpkEUM3RPExMhkZL33pSxsfPPAOr/DO30984hOHF7/4xQ1cA38mrEU8CRQdxciAA4TxffKTn9zef8IJJ0ytt8s96gxIA7smT3Uey9d9jE0G10UXXdT4Pv3pT5/JVxvg+/znP3945Stf2RR3DKFF6hvQnJC2GFx9OM6syzOLetr71Wn9g3cfyjeWf0KjFvEo9JP+SvjGoFikrXsvYs93bFsvh29PZBtgNabOPPPM4VnPelYb12TXogjDwyKMMdu3JcOLEWo8ikCgExhMY8lYZlSQbbL63Oc+t/GN7DI+LMIYN31fqjPjD1+GGdDDYBrb3vQX48r52fi84AUvuJ73v/zLv7SFJwZQVuyzMBDwx/BjAIpywHesBzTyrc08T3/SS9pbGU477bS2+ERX0DW9lwKPLNhpZ+3tHm0xhrQfvtqLQafeFrtybri2BKCdJU6fP/KRjxyOPfbY4RGPeMTwzGc+s91Pd2aBYqzBSybpL/IDFL7iFa9ofC3saWNtSQbUm26j1x784Ac3vk996lPb/dojIHIs34wr/aV+ZMmCn3pYTFUe9SU75EDbH3fcca3OD3nIQ4aTTjppOOOMM5qx775Fvdz46iv11M/ehW+iclxk4GUve1lr64c97GGt3vT4qaee2vpIuwSczKOAGW1NNgAFfQuQG1/mrVzGs/a2+EnezSsWYLWRMikbsEWvjCX3GpOANznBB29lwF87uHyvbvidfvrpjb+/s9hrvKuDvp63MKOPEwVFfskJXpN8U2/tjxeZwpcskPcs9gKXWSybRf1Ckj7SZmnrae2NL5nH7+Uvf3njTyboW/IAzGZxex5l8S4RWNq8PzLFlQgGZXnJS17S7AHjiVz7JNvKotz04Fg7TPlydCO+dEGiBLJ4ga/xRK6NZ/we+tCHtrHFDtPuykV3jY2oUL5+wc3f/cIO3uYIto6FfLYmnuprXD3pSU9q4097L2csFxXd0GhDgleKkvIyAVGCBxxwwLDPPvsMe+yxx7D//vsPhx122HD44Ye369BDD22/77fffu3z4IMPboZQlIh3LQpsKHoT0imnnDI86EEPGnbddddh7733bu8/5JBDhgc+8IGNt3Lgd9/73nfYa6+9hiOOOKKBPUDS5Dz2nNxJg9NEj6/64qtuBx100PV1xl858PWb7yhwIMDEPnaSQsrHiGBomejV4T73uU/jq83x9V14p773u9/9hgc84AHDwx/+8DZJMaIo97F8MwEqq8nIhGHiMLnPu7RTvCueDWgeCyADmslG9vRqgzH88Xa5N95C7xq7l3CSr/csyjfeizEGQVaA9Uv2Mccjsihfz+mvRTyQ/ZgynoFGE/6ee+7Z5IscMQKAKwejGzcxpj2rrgBcoh8uuOCCZpSMrXfGMgMLX3JNvvfdd9/2/9Oe9rS24IRH2hRvfQv0MFYYgfhqhzFEFukvhi4DCx/jVH19HnPMMQ1AMHIBG3XMIky2KTDO/c7oxXfMokG/OAK0MWAtNBmzdAne9AbeDFwGIBkMaMeDzmQY05/am2djDGjH23hmKCv3M57xjFbPRz/60Q20WVDUhgxtht5OO+003P72tx9uc5vbDHe5y11a29AlwI4+M0bGGJ74uheYAhLofvrqMY95TFsY0bf6Xzviu/POOzd+4bv77ru3/lFmhjpjeZGFP/JinAAPPTD299lnn90Ah3IBi/Qnvre85S2H2972tm1ece8LX/jCJt99aPeYfjYmgXWLEo997GPbfESeyWu8UWTAXHK7292u8XTtsssurSzPfvazmwwEmMzjG28+oG6s6lfjSjtPXt5NzvTpkUceOdz//vdvf2sXZSJfxpxxNpbca57RlxbA6BK8LM6Yq7Wjy9/ABTBjjlL/LBb4XX8Yd2OiOOgu8m9ckF1lDw988fe/T99pf3zJoOuoo45qY9CilTYzzxrfxvssIgfa2tg3Ho3X1LNvZ/+H76Me9ag25vQt3mTCghl5MI69a15IbfS18hkP5FKbm2tjzwTYsjXIAP1Clu9617sOd7rTndq4Ms4smOgnumysHaZ8+FoAw5cu0E/haw6ziECvknfzyN3udrfhzne+87DddtsN9773vZucGW9sqbHeV+/Vx/oHX3/r94BmcoKv/idL5pA73OEOwx3veMfGmx4xlslkxvJqbV8rKtqItKHAaxQnw8+kypB5znOe01bTGLeUt9Ut4NBvCeGl2CkritqKfjyRVt+8a4wHFG+KjqJk+Hk/o8BkGy8jxQWo4evCg3IGNk1OypjJ2YTD+DUBzaIAGsrTyqyVewaB96gLvhQ1PuHrUg4Th4kTX2WMUQAA4DsrdCXhOb3hpx54hq/346st0t74Ko82Zigqp/ZnKDFq1GNMGJqJ0CTBoH3961/f+s/l3frY57QLwFZOf2t/BiK+YwEso8AEyfAjY1ZRlV9dXbP44+0e5XSPOjPWvWveIkXaG2g0uWlP/aWv5/F1xVD0jDozCBjNY8LP3KOMgBgDysp0+M7i2fP1jGeVHd+xk3L2UCuv9xnLjDlGPoAB3Fh4YXDw6utb7cqwzV53f2fbgLobV/PqHEMbX3Vk3OGLH76iOOIpwJc8x6gF0PUTA4aMkHt8eRDm8Q0AZXwZO4z48MVTvfHlfcPXOGNcGoNZ8Wc0Mby0ubaI52IemPO7Z4F75QUgLaYxYvFOW7sY2MYvOSQXDNsYhvFcaQ+/Mbbn8fUsQxNITeQGfolI0QfaQnkY9AHSypKoFvcaj/rMu8YY+May9sHX+wEU7/QufZp5AXDFl7FrwZOhn3ahO+k1Mqbtxi7A0TnmF32lft6Z6CBt6zs6A4gD4BjbFgOPPvroJoPKqlzmDmDTuKKP581V2dJCxvDAj1xpb6DNd9pcG1gYwteiL77uTfQMvvrZeCI383QJGTQ21NfcyOMEKKkTefZOPLUnPsYW8KivgQogh9zpD7okkQdjyb30Lb2v/QBiC7kAm7YPb5ff9bP+xt+9yqjN6VD5KiwazQNz2sR9gJp5Ku/VpkAxgKYPw1c5/G5xzGWhV7trG3yjt+d5nLOvkmzzqOpbMuTdgCm+qa/5Gl99kYV+vN1PLsgD2abP5kVRZGGkt0fo/OS4MDaU3ZxLx7DPjCt9rY7awqexJapBX5Mx+mVym8I0Iv/40nt0T4BzbCReaDaO9+p780Yi3xIZ5m/jzzu0tTrP0530Ltmy0IVv5vVet9GL6qs/ybE6hh+58je+FrLi6d6S+62LirYl2lDgNXtdGZAmKIaHyZ/xGAUaz5PJNtlwGZpW6xiaFD0j2eTquQCbMWE6gKv3MCSAQgrSOyg0ZaJEk3E3l+88w/gUluQ5BriJzoShvLMoE4U6UMrKHfAN2FkJ9A4Tdwzb7HHSHn43iXgG0GDwKq/3zQKR+JpMlB8fdQVSGNyUvveacLJfp+fre+3hvgA/xhK++mMMiNSOnmfomgwYN1YvGRq8cSb9aZdJmZfbfYwHEwbDVduMSaqTfSvqp8wMKvy802pqvMqTfPFzuScRACYt8qbvxxjajD/yqJ1N+AwN9cZ7Kb65wpehqM762SQ/1hunvuTSpHvggQe2lXJ88VyKr+/x1S/4xoumvmP3yWXPHeDJ0GJsABlAShZBGITaNnwYYgAd2WQEAK8WorQ1T5rFmVmkbEmogS9jyjst8mShwMWwS9QE/toG3yTiAGTwZXTiy/ibRRlTZNuYTGh/Ft6MlYCNGJl440tfqGcADANKfwGQ+I5JKsTAo4voHc9qawYWeQPOlMF4Y9TyfOJv7AHQvMTGkDIw0pQfsPW3fphF5JqOAqYSNaJODFl19358gVVeCoCCAR5DDw/ykJBqfUbG6MV5fOkbIEgdA2IYkt5Nthj2ABRPEL5kGqin8+hbi5/mGX1D1xtTY7012kud9Z3FEeABeCXfjFxAUnmMW55P9fedumb/Kd7uj1eO3p43VxlT+kk7qZ/+xFedwxu4oVt4peg4cki3kyttThbMVcaUuZXMz9MlAa/mR+8nQzy5N73pTdvf6g8g6nteKIBR3e95z3s2r9huu+3WxrfxqCxZCBtL7gWcyRNdgS9P9t3vfvc2jhM6Su7Jl7F1j3vcY9hxxx2bvjPm4h0zrpMbYxZpE3Mevc3DqT63vvWt20WWzUdAPJ54awN88dxhhx1a3ZWNvseXrNMt82TbIhh7xNjHl+zy8t3iFrdon4kcwVdf4Gs886rji7//fU8eeOjpTbplFmWRFW8L8JPbsOgY8mfsxLFgsYgsJUxfHekt5aZ/jDEgdEzeADzwpQfIqUUGskn26FW6zVjFV93YS/rSfew/NpjvyBgbypgK+J1FZEG56Xl8vZMu1Rb63/vVw3vJFh7KaTxZkKAv6S9zHL7uj+OkqKhoc9ow4LUP56QAGXkMISt/FInV4X6fYZ8Rs98nRplQQJQLBWgFjQdmnvLKngZGAeWVVfvsR2IkJUNqzz9hoBSciZVhwtj1aZKneGdRn7nOCiUQqe4UaZJqZK/hJN/sy6M8GVAMAsY5owjAnAUik2SEglVfRpVyZ+9hMjdP42u12u/6ybP4UtwmSN+PSQyhPfFi3DKgGRcmecYFg2+py0TJWDBhmyhMkCY0fTyGb0KPTKYMOAYWo4ZRazXdu4G0Sb74uRgojAb3kA914K0aI19kB1/PqTPejJKEX0/jm8vv+AJcZNMkTT7Gel4ZXxaC1AFfhiS+/p/Hl0GaEDTjUX3HJqQgv4AIQ5vxRs6MzxgbDB6Tve+BWHV04cUAYjgZF55nPOCv3vPaOnvUtBOwQs7wxdMV7zdjX5sCPvoe3z4JmzJoN3zngdes0jOyPc/zQA8BxN5FN+Hr/TGwyIE2BjyMI2NIiJ/6ku1FwCv9pG3IpLEMMAJ1/qcjGFuMLHKvzvgab/EKaWftpZ3oE2DOM/O8Y/QBoK9+3kNW6AP1pB9c8ZYBHUAGWVAW+pbezuJELqBwXtRKIiji1QfgtGsMUPWmh31P5vUvnaE/kjwrBm/2KeI7Nktq9sB5Vl8Bksqh7/NO8gTMG+fAvHLhkSzyQKtn3J/9gfN0Cb50L9nQjgx5Mkrva9PkiWDc02tZZPN++h5A96y2IdeAvPLMA69JHmROVWb6QbsCTHRoogmAGvzJH9mKB1b/+96409/aH6AZS9m/bmxYALKACMTZCgBQkGl6hMwDU/4H7PGn55Qn8yM9bN4dEzacxJH6lXdPXbLwlAUL7zau1B1fbeEi6+SijyjJNoFZpC/YO8YevvowW3rw5XWkt/HNAoi2Nz/SZS7y5jfPkzVjZR7fgNcAVHqTLiCzbBT6jfzRU3gab+pNrvWN8tIFZIzMKZ/+xj+2zCzSNmwu7ZWQ/4Bu5Vcm9hG+9LpxQ3aTGIxsRq8rt0U5Y2qehz3vNibw1Wb6KgnmyKv5R//qT+MHuM2WmvDVFupN39Nri2yxKSq6IdGGAq9JCMGwTUgj5WWSo9QYb5Mp6PujKBIyRwlRIjFGfD9msqAAKSEGAOVJWfEwxnM7ef5hrmQWpWSTlZingwKctz8v5aaAPUspxwuTPXiTmW1T7wBQkwblmpBjCt1EMytpQEKG+xBD5Q5wTRhuz7Nvb3zx0L74MtJMYAz3MfvzGCIMeUZXPGCAocnWJKANpl1+Ywj7Owk41D8hSfOMzuxfUW+LG8AD4wZv3hOruiYvbTGNf0LV/c6w10/ZNziL4gHVz2SDwYMv44dBDbiM4aut1TlhpmP3+RpD2g4vgIUB5m/vDWDo+eW7ni8wsGion4ndeGa4JTM4wyZnNhvX+kJ9yA/jVl8AGgy/hH/SBcYzo0Fd5vWxtjF2GVmejWz3UQTx6hp3jF2gK4Auhh89YEwBGYyVWdSH+gEEdFD28fIoJIOvMcKw0Z7uYXTiyTsD8GYbBF1AxvEdk4TNGFCfAJjsmSVzypXjUpJBncwBF9qZca/+jE1ATJt5HribFzYcHWQRCV9tlnBU/Bh42l7/Ma7pdvf6XZvQc8oIhHouyeeUeR5ffZjFO32ov3N0hXKTK3zJOsDl/RZykrnVvWRaO6uzd43NwIuHeuBNrskmWVffyHR0OrBFFhjC+OJhbACUeLsvumweoMqCpfkl21e8x/fe7x3kj6FNjvENsGCMkz/l1FZ4e49Fj3nyFd2fvad46OuEIatjgEySCpFx+iOyrO377OJjM1mjZB43HrQV+QVWkyAI0KLjzEl0DH7mF+2jb8g83aEdxp5G0NslScCmzS02AePArHkjMosHcJ0M/e7N4ju+SdY0JmImi/n46l9yhm9Cv+kK7ycL5JAMmUPIuwuAIof4muvH6JDYFfSUvqMPzJP0SIC3Me03elmZ9DMdl3wISeakTEkQZ0GObM4Ll/ZcdKd50rPGJ3kx1v3m+wBMeiV2kj5SNu2t7T2rDfT5PL5kUp3UNVu0soBG3tRfXXPCBPlKNnG8jXmyYayRO/OdNllOwtCiohsCbSjwmtBKAJICYcRRBJQCJUURU2BJIpMr54uZGCkcxhulmRW/MSusvefVpO55EwBFmCM9+vT3SWbjf5OLycnEleNlKLokW5lFfWKGgG6KV51zvEXPN3UOX4rZxEaRU6qULwXv3rGeV/UFPilmExHF7L3en3MYJ/kydrS1OuIbLzUDakz4Lt7ampJndAIr2ftlslIGfT556c/8lsQKOeZiDJDL5GxCxxtoZwAxfEyK2h3oWYp3z59MkBl1GWMEuZJkRT9nT6I+Y/gsxTe8jQv3ZKUZ37F7T8lDEo4wtiwYGGOMCu8ew9c4yB6isaSdtReZNC4YHf6PMRXjMIk69EmMfZ4GoK73sjMOxoBXRpDxY0zRIwnv7pO0xBtOr8QQT1hYvOvZbz8mbLg/3otx7X3Km4zBvQ5KMil9khBmfI0DfzOKGaf4apcxBm+SiqgLYx1oUH/jNZ7bfm8/AEP28OFFs5ADyCbEOuNhHniN55URTV/TncqAL93md2OUfsSPUauNclRQAInnjX+6U9nGel7JZ7Iqqy8dlYRP4et3n9EX+Eb/0Tf0p7LRaWPBa/ZyM5L1M93vXfpa2XPkWfb1G0/px+gg416bqTfdq3zz5iqybQx5hlzT28ptnlNvvI1VYEa5sgCbfdN0dH+0iTHn/rH78wIi6QLl17bGWMK+8Q14NSfEy5u2XSkFpGTrivGTRaYkJyIT6paM4n346Ur4BrjT4cmiTF/pe20RT37AlTZI+OlK+Bqv+GYxAF/gUX0DXrMY4Tt1npcbYBplkRU/YwlY1q76zzv1YULl9XcWJBKaGzuOHCpXwn/J65iEUdo3ujN5KPDQp6Ic8LUg4bs+NDcL68qNr3GhvNqFbM+Tu4QNk5f0abYveIe5y3ypbZVPn/YL+8ak8qhrju0ZE5FVVHRDpQ0DXlGAhUEPgFJSwj+s/lHUFKGJ2sRgsnBl8k4SGiAsXlfKnJIZcxRAjsdgUJiAKDCgxvvi+cmqGwXmUg4rdHhTshSeZ0ymeI85XqPPQEs5e49JAV+gzrtMVpQ2nuocvpSpNgpfZdRuJm585yVsynlpjDp88DNZ4a0cJixKexbfhDnHcEuSgnmGX1Lim1go+0zE/V7bfm9xf5ko4skKCFrkrEL3WgGP1y3HWzAyk7xkKd49f7wXOaonmVEBf0YNWSKr+Oa83Hl8YxibjBcxiNQXwLDQoU+NlSyuACep02rz9Qy+eCXJF6MgHut49xMJAPDEm89zxKsi9FGYnHAt44ARN4vSv9lHTkb7rJu+T3/kqBNGkN8Y++QagMM3WTvJ/Lxw5Rx1o60YONFFxk08Y5N9AgDgy8A3/gBmoZgBsvQYmRw7pvSn9+ljoJQey97CLDrEoxNwpW+MYd4rYZZCe+MhBULmedozlr1Lv/H20Sfeq82yYABo6ruUJdswAgL1j3ZgmI7Z85rzcM0XxpL6JpFaksfhkeRbPnO+rTYg99oqR9wsuucV7yyQ4GuhQ18nyUzO5DS2tUPyAWSxRpnwTmIu+lP/zdsnl3ESz1YyZptvkgwoXuX+DNscS0bnMrLJSDIiu3cseM14zdE12p+cGJvklcyRZePX/J08EOa3eX06hpKoqz9jFFBMgrlELrAbcmQL3vTQvAiseXwzvtkV2TaTxFyZE+kpfaJfyYYyrgS8ZrxGlszv5CUL/OGrvhadsld+nr5aisi+fqI3zBP60OKhxVb6zPuTJNK4I3d0ROysRBWQiUQ7jD26UB2z/YodZBETX+XAm51jDsnWgj4hJ/7GuLlV2+CrrZIsahaRJe8zjvDlVceXPJm3/E2es8BPlvrIuywOKxfbTx30Ve15LSqaThsKvIYSTmXSiQcm5wEKtxQyY1Jy8ZRQNDnri6cm++oYJpTSWO9UJieGE94mISGM9iwxJPFORkVXzkLtzzdLdj+rcCb2eSuNKKuVJgEGBeUsfHGSb+rc8/W7MvobX6u/FPpYvpQ6Q89kRzlrZ3y1JUNa++OZTH745szAeGlMngC/CX2scRAQqb0Tbm3yyF7bseezLZeSlILRliyDgPO8hBarwRePgJbs+1uJUTWGMrkn+UQMit4jtxbk/Yw98kG+yBODK5ldpxl1yqlsDENj0D4vSaaAojEJm3I0EICETwyt7HdbyiNhzDDsgS6GIL7Cq8k8fTDP4xsw7D34MoIYfowfoHgpz61yagsyiK/kUbKKGovayrga0z8J93M/IJE9cQkLXWp/YbyTDE1jevvtt2/6zP++n+d5TaIqels9tRfgrgxAac7lzZjPolqMcmMhADD7g8eE+gVEeR5ffazNlVv7L7VwGIOTntTXCWdPYpqx3pLU2Xhi0Jt7yJg6x2Dut1qkD+k8fUHv4usZnpoeaM4i5QNOk6jK/KDOwEI8t/02j/BNxlbzW7Kd0wPZgrDccym1ZUJqs9/Qgg8ZyrFQxoA+WQ3wGuoXfunwLAZaxCD7IgmE4vsuCR9XQ89GfpIZl+zlXHbzcPbZihSxMEmnrAS89pQFUHNVAHuyDSdRGj1rHM3Tk7NIO5ELbWpMJVN5okJc+JJffIxxfUHvku2cV58EkoDcmDBx8sEOUjeLHurD3uizZGexJvt48cyChjGNH32dfaeJtJhFFrXoSP2VSLDYP8nmDcCSbzaW8d2fF69+dFjCqC1gmWvX2o4pKtpWaUOCVwqMcmAUJBwMIKVEKBSKxeSQhAgUHACbBCVW7nMQ+SJhSpmUrN5lVZXxCEwCcCaI7McLf3/jnSMhKFWrvJTooue8UnYUdxKuMAK8NxNHDsXOwdi+Vy6GQTIy54zEsZOl+xin8SDgy/DEt18UUFfGWZIl4StZCK9wVu4ZVIso6xiwJj4TvP4auxdppZSz7ExayVat/dd6j0pAJBlXXxOm9l8t42Yp6vdIM/a1t3ZPW68VeM1+MfwA9SQyMz61+zR5iUwkBDb73xk0AP+87Lf9eafe4TnjEnC1KLZUhtN+/7mxYFGG8UUHTfOcTqNENOCbMD6e5lmZx5MBG19gis5hfFnlN6YD/sbwToghAOUdjMscPbPUwgyjr9+/zvjNflfG3zzA0XvOc7yGujPy1CnP93vn+2OF6Er1zNE8fWjvLIreNIbxJV/4MlpzzvY0yiJl9qn1x3IsYnAm+Zvyx9uD91XXnReb8vd1RvFYWrTS30moQ/b0xTzdlxwL+MbbA7iqc69Lep45h1e7As3aqQeui2xBmKT0ARnSD8CDecGczegnT9pmtcKGQ/0CCF2iXvqB/JmLM2fjHXtgNcI4+zO7tR25Mb6BWHxzPBXdEQ/caur3LEKaO7JliKc5C830Fh07b4/+LFLe5A0gW8Zmsr1rXzoxe1mVRb/qi+iBHHFmXPdnz8/z7vd1yx76PtLO33QqWaLHyV3C8HOEFDkI34ypMVsucrY3vuEX/kAp/cImBczVJ/NMymxBgc5LjpZsPygqKtqcNiR47UM7k5CDIWdFFZjKeXm8MTwjfcbMeAApjrEZUSepV0gJJbT6GG+ooweE9imDVVaTRp8shELNPoxFKCt5STRCWXpv9qNN8rXirlyML3VeZO9nT2nv7PlNGG+ysOKXrLy84MoD4CqfidtzY8Ia5/Ffbn8tlyaTUK0liJvFe0vXua/vluKZfXiMSDJDXnMI/KxyxkvNUGegjkm+1lMSbpBrhhiDxjiZVdYcX8V4Y4ThPyZDaP+O7H3Fj1coR0XMeiaLC0mKQvfFozGWIlfKPrk3e6lojLR1Qnjdnzprh7GGt3ZL5nR1T+jsUiC0D4W0WMhozDaPRcaF8ulnfZUcCORkKb4JeXUvI7gPKV1Uf8bLH4NbGbRZ6jCNMq+RyezvT/K1sbxzlnGOaiMv2nIp8JtQUP0K5JpT8SUXq6F3+0iaHEVmoSrbWQAd429MRNBK+Oe4J8AckOyzS4/xai+XL3lLErZkws02GH202h64fm8pmbMIYjE5EQ85u3kl1C940gVkh31jcYnMGTMZZxmvuT/bTZKkamz9J5NReof64Ysn3v7OsT2JGgp4JXtk2jM5M3mRMdWX35hKfc1d4Rs9gbJ4glfmC/Xd0rZMUdG2RhsSvIYYGPEImPysLpqQACufSaoklMNqnFUvCpXSyZ7EJKlYxFCPJ4HizP4SXgyTA968u/EGmaDxtuJrxY+yZkRQootmU4zixtekl6MeAFghSD1fK9tWQ61y45s9iyaTGJyLKk/viDcAXzxz5cxd35uU3ZNEDSYLfLP6uqjxF48Axa//ABVl0X7TDNBMMvhp62SDXnSiSj/rqxi9eKtTvNeT4CpGvglMO3vW34vIV7xODO4AMxMjucV3WrbmTOjkeZLvIu3dG/r4xvDtM1tPljUZmpMMZpE9xiFlNTYYAoxYi0KMaGVIMqNp/ZewY8/qF3KxiAGc53MmMl0CSOrrGCKT+iHAQF1jPJHxRcBrno83Sn3DN3WYHKORLfKsbBkHCQNdhPBWZ22chFyJLiA/09o6+3/JQ8Z1FuLGkPKrl/YOcHdFJyeJUto6BmcAM92jfYzpZA8fyzdRFNrMe9Q7sp3EUHlfFifjZXdv5GE53pJkmcbb+9TZp7E9magLJWw4ERDuV87osUVAO77kE78cO6Tts8jTLwpGJvHFE6CL13URvtFF+o6M6N8k9yNf4cFLJXKCd5D8+Z3sqac+SebdRSm8I2epc8CSv/WpxRBzN/lXzszLePcJrBbhq00zX2jzzBfJbp18BubuhLUqlzZR32SoXYRv5DV8M0d6d+wccsQLn7NWlS0eUTzdo80WjYzqc4FEd9NnGTPatJ/z45EOAExm6ei7sWPLfcqebPRJHkiH+j98875E2vRAO+N5TALJvq2VNaHPSdLI1klERW8XZCykrFlgVY4ksCoqKtqcNjR4zV4wBqdJUBiHcD6TIiVmwszE0YPVGKtRrotOUpksTEbAK945Q084CsXt/RRkeOfoBfx8h/dywpbjeU34Fb7AMb7xWIUvZZmkRQmZidE0NmNmT/gmTChnFTIATBwMBO8NgMhxD+Fr8sx+1UX4pr7qZvFB/+LPEJt2iHxviOEXvotOUgGQSZyifRkdePdp/SeNun5lNgaMvxddWdZOSaCkjfV1ztILgO0pwDUGTO+5XKSPkxnWGMKXkYUveZ52iHyMgiSAieEwDdjPohic+sqYEqWgzgnvyjsn+y+r2gGR02RiFqX8ZBRf8oVv9iXFyO/r0u+ZTT+P3b8eilGT+ibzKt45ciLHUfV8s5Kfo3xyNuKiYzkAKUfYaG+fSWAyzbvpf3U2HuNFUI6xnt+Mqcg274/6GlNJrpJzujOOe8Nc39Ix8ZyOXfjrF1jwJVMMeVeyzPYLYX3YJ745YiZjatEFuN5TT1eaL9Sbd3PaXuMsmuWc7n4u8d3YcRWjWX9lsVOd6RRzVOqSMRWZTFmTSb73Fo2tr7ZOhFDqq58TYWCsAGyZnwJYMz8me/5y9sCGN/Ctr83LyRLvvclw7TNAQt8nq38AZ595fCzfeFjx5d01poBFMpb5MHZAkpJlocKVMbUI3+jAzFPaO2MqCb4CqrNonoVdbY3ncqI4Qnh7nozhq6/pkcwFkzqsj+JQZvwjE2PnyT7pnn7NeNbWOWJrMiw+YzrH6mRMLeL5zfm68eDT2XQ3PZJziSf5xh4JWM88lUXCoqKizWlDgtdkEsyxNbx9vI28f/7mcaRErYZln2Q/8VIclI2LYTANDEyj/hy7HGBvvwOPo8QISShCeQOXmSizwhZjxLMmFsp+VohiKIqXYswEhS+eeCebL8PbpNEDjShsijKTKoMC33mhoTGW4zVg9OScuPBN9jz16cOEYjAmyY2JRX9515gV1v5YEWW2xw5PXuak5meUZN9c9sAlw5+2ZqDlrNVpYGBWWye5Q3+uLw9zMlVnn2L2wcWozOSYVVky4u8xHoR4mTMh21OdIx549O11FKIe2c4E2Bu75J3sabPwnQdg/ca4YfB5b46XwFd740u+9KFyxZhNP5mY40nJHq6xIZYxmAOktBeZSvSE+gtzI9vq5d3x7iJ9qv0BC2VLX49pa7zJYxYJ8E3WSheZI9sWK2KIxcsZz47vyQi+s8J+J/nGC0h+8RUxkSgGURP6HriJbEeHZEHFGNfeZHzSyzCLd/or2ZOzb18/059kO+Mqe7NiVOZoGXoEX+2t/vMWC3rwSHboPe2Kr3bW5v42prL4lzGVfXLqqMzGm3pfNSL52+RCVuaLyHbOq8184Xf3xahMtmKyra4ZU2M9Jr0HV7nNC2Q5/Uyf+d+4yvmmAVLxLJH3yHXaZR5ojz7QZtkbSMb0cSKSRCP1Y6o/mkoZ4p2MR2tMwqbMj+GrTY2hRCThjS+DP3z7Y+qiv8gd2UzY8ljKglKSQ2VulhtCf9vbatHVuOoT9WROSEQTAJQoiHkJ+voFGXwtyJAnfG3ZiWwbUz3fPuIruSy0s0+yPYZvFrKU05jIMVTaW1vjq77mZrpVWyYbfHJZaOtEnLhn7GJBv39emQH1zNF0duwwshfZzvybNlNuetfzcSTMs8OiR9xrTFxw3TFT6o2vCLjMkd5Ljvs8GcqcjMzZJpJjfObVN4u0sSvMiTmyJ7kPfJ9Fkn57gLon6sPvLnzXOpdFUdG2ShsSvJrgGFeMPImD7Pe0r1WiIp/2YUpM0J8n2HsRKGkKjnLNBDnPa9IbfhQPRW2/jqRIMhYqA74SFtnzaQLJQdSMl+y3oSxzULmyUWjz+MYYwdeELMGFpEj216buSUyVs9WS4IOyj7dEmyk3vpT6LBAZw0+7ULgmX3t18OjbO0mxlIkyNykwzAOalcEERblT7ADXmMPQKfs+ux8+2jmXuuOvD8hBzn0MIDe5MWAYLPgmYdRYw49BwdhkdMmcqM7289pLnPMu7fllIMSoNTFqL20bj4O92NpkjKGNtwnNxJujNcKz72vJPhjgjF7gJsdcqH8SAeVYjwCPpYzt9LN+YXgxOmTtxVc7k+lk5cTXZJ1kHz2Y0lfkjgwwhjJxzzPys7+QgcOwlSnSmFJf9Xbpe2OKjCXjq7Hk3eTL/2RMvbW5vphHOZKEbBtTDFx81Rtv9U0CMtmI6Qp9ysAN6CVTDFK/AQJj9pClzRjH2ivH7qSPe10iEVyyoqtvbzAyNgME4imdN6biNVAHsk1H2Y9PltPeyUgqc6cxq34xPHPmrXGFbzKAz1uA6z0exqIxRT8bv+lj9U7mdGOKLGpfspXFEe1P5smYNhlj4OdMX0Y0w5psa99+TCmHsTyZkTeh7Dk/09gAbLJvdJ5sp85kmx4wfuRk0Ld455xi39uLqD2TEyELOnQH3tq7L9ssCuhWbjJiX2eyzfZjiryTbbo9ez6TkToRNsaUK8cxzaLMj8YjsEw343v44Ye3uuZUAHOX8Ub++8Um9cXHPGWc4ztmLIdyRJC20p7kSfum3vhrfzoGyCFDAc/60rPGMd7qTo/NA8992Kwxlcy7ZGqSL32exFSxObQpXepZukvZydg8vtEF+sqYyNnX2jdtbUwZy8n3QUcmUSTZVF9tjae+MNbHLKYjOsycoY3Idni7yHf0WDJJ68tEVgSAJqu1enuPMT7PDkvEW2QbX3XEN/NUcpyQMYtzZCjbfMxLSd6mr+kZMjcvAi6eefMc2aa/9DNe4Rs9kjFlrCZChGyrr7bG18UOrXNei4qm04YCrzHwKRCrXIw7ykNiJhOkvw855JB2hIVPkyTFGdCU/VmUFwMp2f56T9Is3jEcTRZ4x+iTIMrlrEmJi/bdd99WFhMZJcYQiIcnIZE50HreQeF9iKJ6UMjqZXJSRzz9ja9646tsDDx8TUYJAaM4c1A7xToru1/Auvria3KkmNUTX/V2afu99967TVhS41PsMUgSJsP4SlvEIJ0VphNQAhQCcSYi9Qtfdb7vfe877LPPPs04YPyZQBmJWV1WZ8YgAz1HgSjTPA9oPJj6BSjW1uqm3o4n8SkxluNKXDF6yUTCzRiCjIJkwlaPeZNjvDT4mpRN+iZDybAkHSPf6k+2JMaS6dm79Wn2TSWjYTyIJuasOi9laMfzqX0AJYlE8NWv6qru+Opj3zHCyAJjqw+JN6YYhPqLEZQ9t/MM/ERRMBZN+r1hH1nDV1v7HoAlR+qZfZuMUDKm3cYelZNoBHyNqSRb09b4au/Itu8Z4sYUA6T3AjK86BJ8lzrqpuebUE4AMGOKDKtnjHz96yxVfI0p9QpwdpEx8sZ7Fx0yZp9cn7nbeNGXWRzxqe7qvP/++7fxlSOAyFE8I9rdohy+FkiUY16W5WQYZaSrC75ZDMq4Mqacm2tMZ1Eoi07ZK0hXW/QLyJzn6c4exPD1XkYufi56RLuTLfU1pnifjamMZc+SL/2rv3Kcyxjwaux5XhuRW3XEk6GbuUJb59xeugrvhKtblFBPvC2QMMT9Nm8hLOdoKiu+ATNpb+UgY9qbzJF/OlLf5ngwbY0fXcKzZS6ZJ1/ZtkDfAY/mR3VNH0e+6DAyl0UhuiORCPjQLTkzfZGzSPWXvqK39SXdqX5kDW/9rL2VxZxBfo0r7ZxF2si1utPhS2UeD2VxhM4hY8C6+mZxBF88tbd+zlyVcPUc/UKnZUF9VubxUOZmNgW+5qmMY7KFr/rjrd4Whdg7OYIsYa/aGk/2CNkbkzE9fZ0j7MiYdk6iSFd0J1ljk1iAJsuJCtPfdKB5il5NPpJ5URxkm74zptgU6qk/M2fgayxra/1ADgHFLHiqH75kRHubN7TDPPsvCdzItnHq3Vkg0N7qro9d/jemtE1sMLKNr7YmYy6/rfXpBUVF2yptGPCaVfSAT4o4YVAJX83B3JQpwMMIZ5QCc5SVCZnBzbh2n0nE32PAa58xMKDIe61oUoIUcMId8c4Zq/5WVoqLgja5UqZ4M8SumpOuPklSlBHopRQpZHwZFZTgZOp/BpoVSe3CuM6eGxMV70P4zgKv2YNo8taujHfGG8NR2aOETT68GfhS5Dw2OS+TYWBCMkEwtLVb9v4sZQj1ewE9pz2TjIohrewBZwx7k7aJU33dywgwUQESysAY1W5jwas6a2v9hF+OGmIgJBW/tgfycp6tyVm/JOzRs+TK/zyV5G4eeM3+umThzMHrMeK0NzkicwwRhiGjLN458gU0a3Pl1M/kbV6ylSyMGFPGBNnCVx3xZcT5nqGZsxld+CpbjCHeBP9rM3+PBa/GlL7RR/pZvQGXeHEZkhlTVtiN54AboEo7MwTJtnYwFuedt9p7TrOwoj7GS3/sgvKQ55zTnDOa8dK2jA8Gn/bRP/FGL0XxfNJBdIC2pkcylpU9Y4rckS99jC85Is/Zk8p4M860E1kfA17JmDLGeNPW6q6NySoZVz9HipHrHHsVcEO2tDmdgm+OYFGfWaRsymxc4MUTSHfjp87eQ7bpGG2tj8m3PlEu4yfbPMhjssbPA68JhVfuRBTk2DD9rK31HT7AjvpmTOl/ddPeySivX4zvseCVbNO9ZEP/0Vf6TJ3Cm04l23SIto6XjHwZk/GKaf9E8swDr/H20rfKLAs/fZAxpe8zprSz9lZ/YyptnX3QOQrE++bJV7a1kG1jJ5mE1T/zo3nKwlz6uT+DNhmO/Z25bd5Y7olsZ2FYu5Jt/a7d9Lm5QFvga46kzyLb5vVEUSirttMHY0Ak/Wehhf7L/KyNvTdjyljLMXrqHO+cxQhtjp/7kzfDYvssMpYBIn2ViBX1VQayqv3IkT6I3vSZMUWmk08BX+WlU+aN5TgQzBl4a2vtSo+RbW3n/Xjn3G5jimwro/sDVPGLrtf2Y8Ar0GtMkQ0yrV2NLXV20SPxQgO05Iy8Zb4gx5krtDVdNga8xnNK/6hnzgVXV3wzpswX5gp89bO+j02gvp5XX3KmLAVei4qm04YCr8m0Selm705CJxmjlGr2ZvqNQWCV1yocBUqB5aw3RjYFTwFnX+wsYnhmXx/Fg7+JkeKjgJJwguFOkVFiVgB5UChuCtZzymZyN+FQnvPCorI3JWGZOWPRpNcnusj5iUKT1JkXlhI1meLD25IzIk1W/X7IaZT9HSZ1ypnhp73iVWVA4cuAp8D9zmuizlZeTVT4ZA+lCQ5QSKKjpQyh/lBvfGNIMiK1fzJiqr+JgEGovrwIVl2VgwHjfu0VAD8WvKqTe8lVDFvPJzNh9lT5zmTFU7jDDjs0D44JzTP61wStXeKJnBcOlf1e7jUBMwaUIdmhs0+R7JIlsr3TTju1lW3hSwxAskX+TOyMB7I6C7z2mZw9q48YnfE86X/9kRVnxgKjb6+99morzeruOxNz9iW7GBfJCDvPwNenaSuyaezEy5OkIvGmMEKsbO+8887NEFNnzwEy2ipnC5L1WZSzmhkj7mfs6DcLB+ljFxki88YU+dpjjz2a8alv8NLW+joZxY2pWfVN+Bgj29hgwGYsa2t9ga/6ex9D23gyli0M+d/3/Vg2BrL/cx648H51VHbtqe+MFXKX8a4O3hkvOP2lzf2PNyM7Z48al4zfeQYv+c050Yxr7Wf85NzknIVKP2SLgD6mt9VZ+7rf2Ehmd/KmvPP4BqwHHKsvfaqds6+dMUv26Utj2ZgC7MiXuuJLF2kv42SpbMyTZAHOu5VXe9P5CeXP3nZjlI6w+GdM3fOe92yAMucdq6/+8JlFuHngVX+qs/5Rb7JNlhOiTw8aU75n5Gvn7bffvgEc9+tn7Y1/FlTo/XnRMurjveYb86/3G2OAVuYp/wOxdCV9veuuu7b60jt40QW9t3neWO5JGY0nus/zdKV5JJE83qVuePOOma/oMos19Ic6x/up7lnYnkXa1ByXRQF9nRDZ5ItQBn1oLjGm8DRnAV7GU0Kz/e0+IGseeCU/9Ea2iFikICP9HKkMfgdqjal73/vezRNrbtYHSSiFp3do9zFh0jnySpsB6uqsvbRDwrDx1n6xw8iY9va3+8l9xjL+OR91nh2WrQfGTIA62TYmjQv9RS8bu3S1MXWve92rtTvZNh7x85xPOkk7zuOrP/DVTspMtsl6thckeaffLIqwB4wpOoU80pfpa3+bd2I7FhUVbU4bCrwmMQJFRylSUCYcyid74HL8RBKwMEwZvYxdkxbAAdABOQwWE0VSxs8iCpsCy34J4DWHmye9fw62Z7ybJPFi+OLPGAK0GIGMt4T8zQs1zB6keBKzqpukS+GbRCgUclbbGSa8NiZn/PDF30TLqJu15zWhfiYUdTHhBZhkD1wOf8+5efrEhIyni7GoDfDU9iYMfTNrz2v2nGpH7WziZYjoz+wr9Xy/Fy0r2xYJsudEv6t3f47frLMdQzF4GccMSAaHusU7n9Bx7zPxu0db6+McAh+PljKo/5iw4RwrEY9vDHxtzSCIZ5YckFl9oZ7xtvskG4x/8u0T33l7XhPqZ0wZT+TaBJs9cPrJmOqTGqkXuWbs4quueJMRz7svSdDGGPhkitzqxxja2T+cPcTuIQ/xhrq0uTGlj5QJqCfb80IN+wzW+GorBkZAd/aEZZ8lYyNnQuLLOMHXQpK6u7TLvC0ASULGsEu4HQMs++4zppJcyD3qpF3JNe8YmVYWPMlZwpXH7HnVpqkz+fFudTMmAzDUH9BkmJLD6BH97W9liT7x+xjPa0L9jBcALmdP69c+A2uS4NFv+Ohf7d2PKeNJuceEDevHGNEZy+qOb5J++VS2jCk6S121N/7+j3wbk+rgvWM8r/pUfdQ5wMY4y2JUEtJlQZQc6mPtra21s0/lNi7oujHglfyoM73NYLfIgYfnXEnIRNe4R1+mvmQ8vMknnT7G86otko0+cwG+eKhv9i7To8bU/9/efe1Ksi2FGn4hbhESAoT3duO9lxAS97zdfpPDo/TR11o/xEmyKrNmd689z1wRUmmaqsoYI3wME4H//BRaT51iu+gyGadTV1cAJnSdCJ3RvLv5s61KRX7ou3mKC8ybLTVncQH8fJUk6CqJ5KuMkW0qcaZTnWyCtyI/6RTZtitHruH0t7HggznfSV7xUTI+i4B1Lcd74a1wFvmDSxwCLz7Dm49me1/ZeSW7dCE7ADf72R3PijxajGCT4SDX5Ntc8xd4333cTmU9AzrPr8HJduIz2c5HVjG6BSd40Zp8w2u+fnrBS0bw5ip5JdvGaC5w85Xmli77Pn/R4g35hRO90ykvclZf4915XVh4DB8qea0gBAPBMTICnKDgL6M7+3kJviV0HH93y7oz6J4E42k1rX6Oz4DBLuCFs2p+DCeDXRGPEmwBRBVjGczuvrgH4q4Ep83ZXR2LMudWURlaAZRALMfK2JfY1yJAMCYBEfSYs1VPeB2v5Tx8X8D7bPegnS+OwHw7JsqxtkI6ecKp+KyVTAbaSq8dDKutaG0FkgPloJ61rImGghx4OZ8qcqJVLX7Cy4mas4BEsCUY6R6beduxwn80uVOwqaqA+Io/5t1OdXemu5/KcXVkliN0VKj7sHgtuUMLY79yjrVZENihUwW/qjZb6xn44a0CKkcqaXcHxy6d3Qyr22Qb3kf9UYPmIfAQ6AooOyJahdFjjzw6YIwVOKJT5ku+OGg6dbcnZQEveaXP7VTjay1q0qnu9LaLQafsiNqZNI7uhxrfM/DMrgB0pJ0uC0aqcnvUKQGOMeKnXZvudHVkHR+udLniafSWvEqK0NF8q4p5bIdTERl4ybKdBPPFb/KWbN+p4G0u7drSKTZM0tSd2WSsRNb/2+XAazzGa/O2YCJBuZO8Vh3ZPAXn9FTSJMCvl+fES6fwwtzgpcfdMTfn7oaizxVetCbb6bLA0rxayJo6Re87tg8v+aJT5s1+0Sl4j9XrHwFdMed2utGR/WQr4ayScoV32BH0kaiTZ/NFb+OQ1JFVMnblq+DlEyWRdBqf2jFG44m3tmvoQsbIc3ePyRh9vnvntYKE5LUK/PDmH9PldEoiaU7mxkegM9mmXxKsTjbdBXw1D7TmqypEBa9XPqMWe/SZf8Frc54yRp/JzdUdUM+Elz7jXcek4UXro06x52QIffhi8pVOwdvx1qvk1TxaZLW4YOFDsmYsaH3UqT5LpyRz1RGAl89Ehzt3XivwR5bwFo/xqXur+JrPqJgfW25BEl8kco7zkq/8JLmzyNPd42fAh9MpMtk1FfOq2FiyHV6xIp8gcWc/0bvYoJMYd5JXzy8xhdPGh+S9CslHXaZTElRzS5fJtvjAWPbY8MLCc/gwySs4VgjlmBkwQT6jPVfDS3A48ioTCz4YsCqKMl6M5my98Qhabey+GeMl0Gf8BMvwzICmvl7eY6gETpxTyQUDxuBf7dbUtoVBFCh2x7c7pce2IAVinKcAUYAs0JSwV4WPMee8n+0eVCHU8wWwAnz05iAldsf5FnALjiUXPs85C0oc2eYg4ZV0XVW/nRVC4eQc8Rkfq9w8+ezz8HbHi3OueIXjQngveL7Tz222tsAfMmLccFdsatKonojkCF8EXWSLkzL/irxcOceO9An+4BWMcNBoT0amfMJbsiuAEJBI3CpmhdacJrxXvW0L6My31hLplLHMYk+zrY0A4qhTaC3wRotaQVwF+fUINFb0Izd0Cj/b+Z28qTjK1KkWKfx9985rFULhpcvdKT2rMNqut+cKXuwa0Cl4zdlujeToji630INGtaaxWCAwOuItCPPcdogrRAOv3/FAYHrnGCtZaOcL/diG7iijxTFw7OQFuyNIlaSjs2DbYiDdFGhfHTWMb9MWps/1WA0KjI1TUCqYT6fYMLpNx+/svHYUuh05SRI+4bkk4qjL2dkSZzpVsR/89v0WZu4Av0JWJQVs2Fn102Ce7MnuWPyqgJiEHe471YYrjpX99F22sXZP0wbW4xhvCrbplAVANhSv8Mz7Vzv7k2/khS6bL39NRub34UXrdKoK+umypJndfWXntesNeA1/VyfOKp+TObjxhu7TJXjhx2u4JexXsm1O5txpq1qpsY+dpjjyBg/TKTvO8EpuJNH0OX18BvENbfEN/ehyR52PeNEAfeir8VVBny6bewtRd1oTdd0Efdhbsu37+Ejuzk6BGCte8Gl8hMXtFgHZU+OuD/wzwLcK5bXI2+JybYAmtHhFp8gynaJPbCh9FMvdqTaMbz6HRug8Kwq3GBXQr3hDd3y2RXX67O/ur2/yurBwDh8qee3ICkPVXbOOkQn+WuXss1UV7dhtRWE4RkGQYJCjmA3qn+Fu94kRhpPRNQZjORZradWzI5fwtOpZEaCM7hXeSst7hgBf8OZnx5MmtHOZs+oYKrx2ewtG7DJc9f4sOaswAwdl3Jzlsf1Q42xnqXuKkhvBveNB8DLqV0fuOv7d6iUnL5jzu+R37jLF53ro1kKEM4dTIMJxVYb/TjuRjn9zThxtR+cqRDTHWfJnXoLkjoMKCIy5wklXzrHEEF8EfN3pxucKL0287RhJ8CpUQh47SkvOBQRXCWTPwk/PENjUe1NiLJiIX70KPCt4RCbgRG/JOnmZuvgM6IjAQICBzxVXE1R0tH3SqM97Dz+SbYmVZBD9r4qgzSsI5BRe4xbotxB25E3tR+r9S+8FnnRKEki2X9Fl802nKvxxpstTp+gD2rAfdArNyfaVLgeeRZ89yzwtoLGBfhdoHXcyW1DpfjDamqtguyPL6He1AwovWoeXTSBfAt/aAE2oSnBJFbmkU+6wwVvRFzbiGcQ3uk+nPKMelGR7Jr/pss9LtNtNq51Qx7UF/1e7Q0FzIC/Z/lqlGNMM1OtHy75YuJF4km36LOAmo/S5I97PoAUSPKPP5ITc1H7obCGspKpFKYucxlvBuzutcjomWzV/9DbfFqNm0hxvyKM5Jdt0Cm5yeef++oSSYfjoM/vblQ/zm+M3lnQBP+DCa7SmW90tv1ogmYvabKHE5KylV1A1+3TKWOG1GCUuYUfu9H/PLpAvcySfFSw8W9SeOtXRaTSC13fRnk7dbZVTqx0y5bsVBWPXOsI7IZnEnyq024VlS8gY/tfP+hl09Lyd3Aqc+VvifUx+p05V64TNNm94W0C7SppreyVhZz8qxMmOHBe10+V0ymeqg0K+4G0halvlLCycw4dKXoMqSDL8DIgX41fAfBbIeY+xqNKcgNEKrYSjXaIrKJhkgAVeHLPg0erto0qjM/CtGA8DWvGmu6XpPQdeTrEjMwLBRwHzvJtS8smA2nmw63O3+Xu7qRwOugmiBIIC5mdJKIdRlU5jlYTB6/93Am3OpOOD7UQWiDw7IsnBkIWKQQg4rZYKbGoY/gyim3G2Si0Zxq/6Ap5BixUVvDFf38MvAfjdFVbjJydV2sW3Ci89Gq8XvOaMx7UBEDxdzTcgD9095ZyNX1Bn3I/4HF7yXxVmP+lU/XavoMUWuonG5Ktm78fkdeLtuDPadK9P4ObvqyN3PQNuQblAFc0c+2NTHt1Dn61uWhTqyBzZvoMXoE1HltHLc64WstqR7BhcR+bI9jFQffaMEgx6JdiswNhZ8hp0/12QVqX1CrywDXfajBVsw1vF8nacHwXMBdzwdlWju4x3iqyEm87CC6dxe0btnM6ghSRBbdVrfaciK3cDzmTFc8y1yuDVDXgUMNfqC22MWVJCL+kzPb26+pAtQjc60UJBgfaZLaoVHJoYH7kmH77PDrC7d2xnfUt9j16aL34dk9f5nbmQhNZV8LeLetWqZkJ1A1ooJi/8/VnyOmlF/vhW40Sr2ULvSsamLYKXHaoWx1nyGhyvA0kk0bye4Xd6GHcygyzDWbGos+R14u06UHjpBBtuvFd453PMre4LZLRaHBVtOoOuENDHeYWAzUXDK9nOFtEpNsHuqefAe5a8BrWPyn5a6IU3nbravJiL2vCygew+2h+T1wnGg06Sa7rc3WTj5S+u5ruw8EOFD5m8MgiMMyPPCMz7ec+OwXaZnyO1gtY9yLuBdolCzdTdWWD8OOtHSdncJasQi8CLsWa87q7iF4SZM5xwN/5n3wkvnL4nsWDEr1YagyoLcha+ywijHwfyLAnl0K3yGqPvGS+8rwR+cKCR70tK0OyqWAoHk2yYM9moAuOdo5WggMR4jdtzjMFYHjnl+NxRS98TEJ0d1XsGno9faExWjL9qsM/GW3KBx17oDu+d+YLuv5FlY7cAAO/Vzm27kY233Yp05QpKIiucY9cBrc0l3Tz7TjrVToKXsd8pvjafUxEsPE4vH+22NFYBBzzR2pzPjuo9w1thOXM1Z7JyVT3XfPHIZ30P7mdJ0Bnerl6088MOktEqiJ/B3CXDFzYA/oqJXQV+4fY5eOFEa3R7ZgNLIrtbbrzmXs/Zu4FfheXQC17ynU14NNZOnZiv78BLNiT4d04UNP6Cbd8VsKMb/X4WqJeUdJqDLmZHOgnxDKYtghe/jN+cyd0jW9TVj+5449PUqSt9TufhgDf/GN3Oxh2t4a6mBF1mC+4kj0e6zXoTEpWKAD2ruF7S7rN0Ef7qSdyR7enffb8WcZKWZ7Jd0gsvHqFVifadk2DJl7HCi95obRzP8Lb7G14yxoYfj78+g3bs8bpTMPVZf1Y8Ln3Ix1ko8f3qSVzJ9rRF6VQJ6LP+8Z0iyX6GN5260ukWLuvdbL7FUsb+SJdbgKtjBNnwffa2+h0LCwv/Gz5k8hq0wsw4VByhv+drFk545MDuBtvz8zktRtwLnkqn9/J3xRMeOe+7eI/zDuczvIznM7yv4O6IbHib+7fEO4/mhvP7wNt3cvZnPOYsX5WxV3AXjE0+v1W278Kcb/T+vnRqFvpovnd06ojjLbSeuvx96tTRhn1fsl3CgNbx+Ey2o0e4v1TGZrIybdi31qk+e9TlaP+tdTn58txoPvk86f1Mtl/BP2k9+dz8X9GpV/G+6h+/tmxnQ/zsOPgZ7q8p29E6HzXp/a3xZjfPePwtZRukyz37GIeFP/sW7i+VsfBOvTrDO2X7a+CN1lf0/po6tbDwQ4MPnbxmSLrL0Uqe42yOwXi5O+R/Vtusdk0n2ferUvfMmZzhLqlqRxQeR00dVYLb0cfjavt00D1jOpM7uOdRZDsDVvMcc2rO7gvCaxXbavvxWN8MaF6Zc9/r2I7VbXjCa97+tnJthxve+dy+3+vuTmjfa+fc8+GJzl7+Nh4ryFZH57Nz7q/inQEvh4SHVnntApMrxy3Rmry1O2K1/bijUzA1aX1nF6NAqB0YOwnwRmvyZeXcCvSxh+10ss35Dp/7XjswdAqO8HqZL1n3Xnh77pfqVMezkm24HaWbOkXW8SGdmqvmM2i+y2fQnMOLn/CEd+pUuyPPdPkVnZpH4eygTF0+06nj9486dfcUydz96XQG3PibbDsOjRbGdnYccNqSOzuSR51qB9vxOzLmuKU5GwPe0ym7dnd06g7uktejTpnv1Kl2R57hfZXPPm/OdnvMCx70hRd+48hfPNpJmvhf0Sk+kv080ym0xnd4q7Z9xDttyVt1OZ0iV1OXyZ3dw+PR3qMNe9WOVHMiuw0XnOmzv/nOfMbc+Tsupt2xJUedSrbFBFOn0B4P6JQ5o9F89tGW3JlvMYHdvPCSpSnbfocXL8jgM11+ZUew79WOiO7Ag9ZTtu1WFofN3dlJ6+kzXsHLRqRTcMHLlvidv06nzvphTxt613amU+3Yk218xV/zTafwIZ067s4eZXthYeF/4EMnrwEnzzgxVlWCq69WRSPcy+h+a45ortC2enbXOQOfLampDL27H/Vtc8fJ5Xz3lSRWPncsWgFvpe1fDXjrPebOivs9zVlRE3jrvXa8i3e2Y/2K8awFhDsf8ITXy9/uK1U9cM7puGP8Kt4KMrl7Bk90VpDEXSX3qzhsn5vPLpmJzyU2d6FCXeQHL90vIlcKTih24d6N+ywcpeNux3tDc+f4bhA2d004fPds3AWD13zNnXy5J8VRG9uxqNPcub0bgM05d9cZDnhnr7oa03POtYk67m5F71d0yhgLwAR98LjvbL71dCXr7hDSKbI9k/aCuFd1qkC76uT4CU8ypvgLGUunJLBThsKL3nMn6e5iQXed3d+Cx1zrt+lv94HP7vOe6dQrst0VDMlx/Wzrg82OuNtViyxBmmRgzim61Wrn7gJcCwXklmyrQUDGFFOpx6g7dOnUsThTx/GS7bu0TherTu6Oovtv9b1MpwShxnbU5S/RKZ/ruHh9pBXAqr+oObNrVSI9WwgL/52+vsEs1IWP8NYHu96q+M62OfrJfk68c7EhvHd1Kvki2935m/1r4e0O4PF6xNTl8N7VZ9BxcQtC9YiGMx8JN985W2TNReT8xpTtO5AdwcMq79fr3NzRvgJaFpePC2HFBeG9C7MqOhlSnIxMkS14KzBpwUSid7ymcKbLrwDZhlvSWl9lOmXecNO14rBZJPPsxM3dazbhlTDXI9qczZct8bu72+nUMWmfNuEVnfK9qmvnL9hKcmW+6RSb2nHq47WMoy7vDuzCwv/Ah0xeS95qRSN4F+QyHCpDqkqpL59y7EqUVy1S8K+gAWfWnQMvxo8REiR1Z+OZk2xFN4OpgJIAGx7l/uH1Mg5VZxlwhkzSZaXfSm/BtRVDDgx+QQNH9shwt7JawQOFbSTLVdUN73/+539+xlvVWYGvpK+qel6MOHxw29Exn0f3C0tGfL/k0Xw4B+X9w4vm/uYsjcv4JNccZcdpzA/t4USHHPeR1nPl3ufQLbycAzzx2MvfVXGWxAoO8ScetyqMdnBH50fJc7sk9QrmdMkPGVOFU9VArYeMwe+qgnJYFjDI4yzWUVVIPBZMPbtf2JzxR0Jhl8Az4VWJc+IlX6oeSqwUGanwTruhnKvf4UTDHOiZXBeokUdjF7wLQDwbDnijtd+nTkli0ynPN992PPAA3nYXnumUYCqdUlSDTsFNp+K1OeP1mU7hca18yCp6w31sS3LUqe42CiYtyNCZdOqIl06RsVpGVayj8aM1vFf3C0sG6ilMR82HDMODx0edQg86JRGgU77vBS/5ItftkF4FQ1Xnrsen5BE/4UrG2BFtU8h2bXVqLVHv4e4Ywuvns3uZ/pceplMCWrLNXsGrCmg6hQctPrZA47s9J/uF5s/uF5ZEGZtA0oKMZ5JtOsVHHHVK4D11qlYv6OZ3OOF+ViRm8rriNgL7WnyYH9zwwm/O6I8P+KGgjJ0kuFqYKvklN5551h5kyna7vBYBJGoSJ3jx9Yi3KtAVp6v3cHUPyHpzvtKpdlvpFHt8plPky9+SyaNONa/6h2c7n90vDCpIZJEpn2Fu5oi/EzfZplctPpbUdeSz0yftDD9LcCoKRKckLZImsg0PvMkY2qPFmU61yEqfjYWM18rv0bHq7nLSKUkanSLb6VR4ydrUKb5lnkjrBBvZgrf+vI/sSAusJerFYfwgPMVh8MOtvRZ6GJ+k3njhIGPtVpOvTjA9W/jEg3p1lyxXbT+dYkvMn7+GFz/SqXlqpx7P9Co78uw+ejrFT9Ep8sNu4yu5SqfwndxZkEqnOgk3F7LIKhrW83phYeGDJq8FfoIKxkMSpWdZja81HNf82ms2H9eAXSDMcAtiGAzGquIlghrJcI75UWJT4urzghw9LvUNg0MTbDgbw8TPeQoOOKt6wDFecHN4jCoj+qgaZAEnJ8FBcMJ6h+nVBm9z9vI3euiNaM4MO2dlvpwzPObKoFYu/qyoBRrU/xBez+Ec9Ct7hle/PIacE0Un3/fiHB1zFaRIbI3j7Khjq88cBXpxEOinf2p4J59r9o4PZIHTkFShFz57DryCKcE/h/GsyvQsBsQxoqH+cOg5+XycN1moRyEZMzf4K9YgoEL3R5VdZ29Ksm3OelzCdUbvmp/Dy3ELHgQFJczktKOodiqPfXInXs5TEGLsgg90THbnXI94BUmSWHjQmYyhu/njnZ8tjjwKhOhcO71ku1585jtp7WeN5tEDfewwCGDoMZlpkYU+GVOLRWdQSynjFNRp3fBIp9Jl/ycPEgHJTbs2HWmHt77AZwXKCjjroSyIFehNnTqTLbInKKJTFuHYkBa/yIs5W7SB92rXWZBNB8kLGtJXzz/arujtpWcz3JJdPC1x9rv5ku+C8LMAn65VTEcCVx/odOoMb3ZbQmdX2nfZ5hZZ0JrtbLHoDEoeBep0Cl5yq8fkkdbJdrrMt6CRuc02OuQK/Yznqr0IOqERutmBM59ofSbbfma3JdDw4BfAa7TuKGSFhc6gXqZ0imzTKXw+wzvpDa9A39HHWpPRIXj5C3NpsegMKrBFp8i2frHsds8PXzjJPHoL/iW5dMq8JFPw5BvZzmeVXQF5J2PGbg54fcbjKdfkgM7z5XC309+JLn7TGIzlWYEyY2Zn8UzC5Lnp75HH/Q9d6FT9cNEuO0yXyVlH5x9VXm8RSgIOr7mQn2c8Zmv4SIt1cHQElm9iR9Ip8v6saJ4x0QE+w/P4qkf+0f/9DrcYgl/t+kdXCDrGT27x4NFCGB7M3sRkbMrVkc9+J/vsJ19VIlnBK/okNujo/CPZTibEFmKh7Mik8VGXvch2HRf4CfSDXyyC3ubSYtHCwsIHTF5bseLEOBXOkSGUyAm222kVfHvNlXXvM66MTolqu56cTi0UWk0/Gu2MteC4BvBW6QUjns9AcZbw+7+Xv70ncGiHTgCV0WakGVJGjeP0/6PhzFEYK0NXfzOBdjth8DRn77Ujar6SSH9zbp7PCUvkOB3BM8eJFjmKeX+xCqEcnO+b29zh9dzweoXX2Kx8+puTEvBwwlUPxjurxH4/u5/YnUvjwhd4586M55onnGjqb+Pxvjmjh6ATbat26Vl2ewT+HQk8JhfR2nvGjDZkDA/NCQ7BnVXkSW8yxoGSMbjJmGQfXvIiMCFb3bU6Hv9sVxJeMkEWJEee15zJ1xle822VWeKHtniM3i0UmIdgCN7jjnN4JbrGDK954mOr5vQovHjhf8bW+AQQdMrYOeGOeNeio3YEx0AknTJeAafAAj/pi+eas4AsXsOdTkl8zNlOPJ3C33oJwkmnPLMFqQkdyTZWQTmdglcw0pzhCa+XcaCJz0g20YRsd2dP0CvJgbdg9Bhod0ytvq3G3UIBvO3wTrzGkU75Sf7IdpWC2UK4yJadBb9nv4536dotpc8CV0kNGpoTntczN/kib8k2O+d/dsnISTuQdKy7fHiOpjPQbs4CM2M2RjuP8E37hJ54AEcy5n3zNg56mE6xhd25Z4vxG94jrasazO6RT4tg+YJ0eco23GQunfI+2aaPZBqtWyjwPLwusTxCpyjQiE52Ssaz4U+f47Vx4DVd/4//+I/P46PP+MQWoSkdZbPR2xgs+Jwd/6y/rc/a6ZKEe+YjnUq26RQZlIiw92icTaJLaI3PZOyIN52Ct2PR8JIbeNOp/OMZXvzPX7RQIGn1PDT0/0etmdq9M2Z6ZRHRXM0bTSet883G1IKV//PpeNrJCTpq18y80/O50z6PVMNrgYW8wGve8E6das7Jtnkbi905st3JHHjJnITK78YzfVU6ZSxoMvvUpsvml2zD4Xfjoss+gx78VAtw7Rqbq1dXBc4WeNuxpBO+7znmlZ+EZ9owuDpBk580Xr6YLKG1OcJr17oTB8eaBp2iYHvQK50iX+FNvsiSOXdKK/nHHydY2GqxVgstElI6VcX54/UI9DdfOuVkBNluLme6jB5Tl+3+kkt42QV4zJdeiQ061rywsPDBktcCfAaVwneskRHpmFXFewTs7e4xct6zQ+OzDG1HwhgQhpvDEjgzTALpYysDeHOOnKndW4EfQyio4ujh8RyGCO6KkFhxF2zCy6jZfS2o9hJIwsugMtrTOc87GTXmFoAxhPDDW0GE5lxBIQF0d0DaoUIfxtO8BWG+Kzn0bIZ8BrztEHFonHJHdrvjydgf8ZpX/UZ9jgOZ928Zf7g5LfM1945QT7xoUPLo+5xC8/V8eI7zNR7vdz/TKr65cUgCLc6Bk/eqF97xWFQBJ0daHzzPI2fJGF5x7BM/OgoyfQZudGqnqFYbxmHsPkuGJ8zAz/t2DcgLecU3eDnYiZd8+azgyme6p+gYe4VQ2mEzNsF2u3LHYhntPnbsK76hFZnxvKlT/tdxU3i7B+v/tcvxWfzw3Fq6HAOh7j6SMd9H56lTnidwTafoNh1DDzrsc4IFvCYDgnvzJs9kpF6iMyiYASe8HeO082Lu/oZ36rJXSalxwStYocv0vtZIZIx8kDvyfryHnHyRP3wybomCOcNL5s5km9zASybC63/mhqftWvuM/1Ug5Cjb3X30Wc8iL+ZiVwBN0Tr7ae547bOCLmPFH/Q2dvaDLsNXIRy0kHDM3amO4MPbjoX5onU6VQIa3mS7ntx2XskknYLXfNslMr6z/rwlcfB6FprB3VE+sn2my+ZBp+hgd+rN1zxryeR344YX/c+OxFcYKhkTVFcHwfOMyZyTsRZcjMu9enzp3rFxdjqhgjR+evaxZ3fXDthWeM0XrfkNfCwpmjqF7+bDB8JHp9k+ussfku8KHhXkH3uJVhsgvHDic/eX06kpX/6mo+lgiyPw0icvfPa57n0/aktXC7vsNnmpfyocZ3YELbrTb6xeaITPdtTxmZ8ydnOW6MzFZbYTX9hPzzIH8uKnRYMznUJ7n02n4ETvFpc9i/2qgFj3vmfSPGsDeBZZoZvmQV/IkPlNnTIGnyV7ZNDnySRbVeuqCg/5HNlG/7MdX7wmF91lNn66Qmei17Sd5mwuxsVXkWu6aP4+S4bNu88Yd4vO02fMe8wt/OWb2Qrjnng9B/0802fIZHTyWTJs3i2m+6xno+uUMTpFHloY4Zfxzfj9zQZNXUZrc+Yj0yl62KJ2p7GiC3kna/AuLCx8sOS1i/0cS4VNGAVGiaE+6501jTyjLOBluLvnwmDk8PyfEeKgjndrjsd2Cyy6R1vhmhkwtnNZ3zxGnYGH246UIJWRY/A8gxFk+OYuUcdnjYeBY/wqQsAwcjpnfex8h+FnIOEqYOO4OgbV3RyJOLxVmSwQ6/4gvOgsEJDACiLgNabjzmV3/0oUBSLwCsZqVs85eIb5ljQ3/pIpjoIjEVTn4NGv1ckzvOjmfXOCD25jRtuOknLUBaJn/QuNw7zQzecEQJ5TQtjR1OOufMdPyVjBNlkjT/4nkTEfvOAkydiEFigEC8bIwZo3+SLb5O54GmDKpM+QiYIm9OUY0ZucCQ4lXgLvOf52PtGNTpFNL3PwPc/u3ttRp+gbHMZILugjnpJngU27PmiA/mfVUz1bgg0XOgv8PK9TCFMmp07VMxk9C/DpQ0GaccHrfX/PY9rzKLwx+i56kxmy047pUaf8TS7RFH3xGI8sDLAJdAif7e5LxI1lVtyeVcLJAtlkRypy1q7SUba7u0g26JQADK3h6A6/V8lHeI9XH+pPa34CvYoEwV1ht7Nq7CVNeEQfJc9+ojGdYh+Mw7zpuHHO5LW71P5PxiQoaF6BtQr1HGW7Hpjw4I2AkU6hXcftyD2+45sxTqifJfsOrwUlMkYX2jE9W1DxnY6AwivhRFc4fE8A66fxw02nzo5oG78xkQ0Bu52wjg76TtXnZ0E7YzYu/CBj5IPPwHc2g92K1uy4v+nCEW+ng8gJG0YPuzfs/alTLZx1pLujmF7GMHc+4UYHfDsmzd29ND90Nm7zZe/I3HFBpUWkdljJLz2kF/C2k89HsAd4iCdk6Sx57QQVW01H2AVzqdLsxF3dDLTgy8gtHnfv1xzwjmyTF3Mw5//zXa/xAM/q78o/sQnoRqf410c6Ba854xG8kjAyQtY9qwUr48I3ujNPcXQU3hjhrTgRW0Q3OhI7FynTKXKU3baYjkdVuq6qPF9BttngY/LqOe34tsiDbn7iGdzH46/5t3g0F8NbkCIj8OKfcVTNfupnhRONET7Jd3gtIh07HLSA1SIuvpAvd1Tpb6coyJ73PLdd3/kcz6WzxsU3ohvb0CJLlbKnfPmbva1gmNiNTsBD5loow2O+qmKTCwsLHyh5nTuQdi0EyYI3xo6x7i7MMeDMSVXEwXcZC9/l0D2HsWTABe3zvs2xmmiFCXzGdz2DMePQKmByDGIK9L1fcRRGU4LCKXIgcPvbe4KHafhni5iCoIpLMO4VeTg74mwO3udkjJkj913j9rLibAycB7rMY8OVoGf0O/Lmc5w6g19BhSPeeOR9tGonIXp5Bpqbt58M+zw2HL86asdBcMgdGat9xdl8jSeHzjlz6uhlnn73k8NEA/M9SxTIEOcrYONkzJtj8/mc8lmhp+6MVsjBd80VLosD5g8/3kuYjkcczUlQhv9VcRYk1sqhAibH476ziBdnKKiFV5CP3vjrpzFwkPDOO8Yl/fhABo2zHT0BcAsLR7yz4BBn366f7/tpnnC2IFSCcqTbLLpmrL4jSapox/HuZsFfyTP6oJM5oxtdboHKfNADTWe1Wt+XDHZMmv7Biy8FTGeVZNMpfKrgELmCB2/h9TJ/Y6Hvc5emgj8dPSObdMB8K0Z0plPt1nbP0+fZCjiNG9284PY/snt2bNizK4gl6DTvguwWKY607sRJRUqMmzwZNx7Di9adDiCDx2PD3V2cRdfg7zjksbXV1KkK/xgzmsIZ3vhmDsZ1PM1QMSm8Spfh7/5iSdyZLhsTvAJttCZf6VF0bhcT3rNkCr/wgo9KH/DOcy3woevxWLexJCNkG2744Cfn8Fow8dOzzo4Nt0PU7h6dFGR3d/JYkDC8JZ/hJcfwenkG/4ju9JktPh5x9GzjSUbY+IoRVUTu6B9bSPIsY06n0MvYs510rGI7x8rTgfkZW3Ygu13hoaMNazEJvUpM0iP4PUdiVDJqzpKRWZOC/HSUm2z5Ptk2zu7Cn9G6BakWGfLF5o7e/J4kujnTqemruttP33xGQuW7VUI/LoyEu8XZdKr4x3yNgR6bs/kal8/N5HEexZf0+Y7vt9iAB2eFh1ogQQ86TyfphXF7hu+3IzwXTo/tBY0dPdA6O4D2bTic4c3uogu8LW6Tb3jhJ9vsiWfh53F3nwyRJYs3+EO2+Q6fTafm6YujTpHtNgqiFx1hC83Bs57VwlhY+KHBh0peO7YrCMrgcZbPCu+cAWfKOdeSwipax2ElSQzIWeBa0QrJb0djGOK742dcPYPTqNpld0E4DQbMfI4rrPVt836tUY6r3o+AAa3XniQfXjsJ7mOYt0CI82M4j7sl8xgWWnFmjwKHs/m2wgwvY4++VkrtBFiFrKjRNPolv+gkkOFIJaIFe3db6xgnXpkvXN2BsfJZwa6ztiK+h9bdveFouqNyB4yxRQ7f5xTtcLmLZHW6e9XHFdYK/pDtdqWjzR3o/hMnLvk84hUAcswTb8fCyZdABM5WwV/t/cuJ12oFjclXpwwE0eT17Jn0p6OpgpmOKd6FWdVUEEC2ybV7dMZizsfdEuMVyLSjg8cl9ndg7ngbe20h6LIKk/DiQffIgwoNGY95FgAdj18+wxufBanw0il4uxNKvgRKZ/Zw3o9Da3pNto/JzyMw/imjkkE7Pt1vE+y3oDb1qjun5kynS5jvFiepUFJtddgs9tq9QTKOf2ctwcgGWrMDbBz5wPOzIlqP8KKNOaHX1Cmy3eLlozuv9EoQ3uKbMbYjdgeMnwz9+LsWcGSsCsV2rsl8/WAnGI9EwpjRq8T1FdvZTntXc+iU+4JoUAJ+PBLf/WdzJWOduLgLtR5hH9mi/AV643mtuR7JjR0wstU9e7y/K9ugu7psINnGa3pFvulVc566hZedAGH/uht79+4insArCUWzYhK79F7GwrZ63pQbPEcLNMFjuMnXK7rcTnt223yrGZId8ZnjiQjzh0ccI9mk0+SlJO4O+By6dUSejNkNZUfwnYydnShDBzySeJKvFsDu+mf8wx9JqEWKrkGIweDFP/M4VhBHh05OoXk7va/oMvvVTr4FEfEI2abL5rsFmxYW/gc+VPLaLpMApN00BvCs8M7Z9xndjKbvdi+G4WI4S14Z5rMdVI6Vc2Y0ORVG7G6gfbZzK6ngGI+B9jHgrc2CQLcdNIHCnQSjY38dzbS6KPDipOAWjHBexjWTV3gFMa1mVyW5XamrQKh7bgI4Rp+DcqQKrSU2aM1B4sVZYQSGHH19z7hrF3G1SFEyJagLLwflzq9ARNCLhvCeVTnuOFf3VcgZebtqhxGYcwE+Gesel2ISAn1zPrvbQq7NES6JAQcnsbjbwHy21xEQSGTCKyghb61mB+je8VmBT6vwEpy7PQbbpRIQGHc6xSnX3qW7RWeyWsDrMxKM7uXehXZufV8wkowplgJ37S+OO6Dob550yrwFYK/o8jEJhbf2I/BWFGzKTUGfgL4j1Z30uNPn73hcu/nC6+XYYPesHyWvaCWp8aL3Fi3urvbjtUCaHJHj2r2wXwJtOyFoTQ5nwEs+BLeCXYE2GYP3UeGds3G3cyt4RN+KtBRoC2KPOtXuaccC0cszatt0B2+V6Ml2uqxAC38hoawI2hmwQd733QJe9LnbDoOsmJexs2P8Bdtp3nhNBsj/WaDdVRQ89pNNu5u8zvZgZJSMWZShU+wKPh6rDaMn+qMVnWL7fP94PeIZkJt2bmsPBq/CRlX2lqA+CvB9t+OfZLR7q3eBXvL/+Iq+s7UPG1HV8inbXblAZy9jxLO7eD0LjYy3lnv8BPvJR5Pt+itPncZztEBrOlVv9bu63M5tLffSKQWX+MoK4NUiKmhR2ng6zg9/ie4dP5nfISvz+HBFjvhrdrtNiWPy2tFwcu13Numuf2Zz0ufqU4gL6ozQAv0xGUYHuMiX+ZKT493+Z2Dc8NbKiGzDy5aQNXifVQ5fWPihwYdKXquUWQEMwZJg/2z1+ez77UD6DqcggWIsGS5BidUwRonxOgY3825Lx7EEgHdXlgUOJb8VumGwq15qpbe7UMeAl+EThAmUa/RttfFOYoNm6COQZuyrkicAgltAZh7en8mKZ9f/zHw5GInFo8I7Z3jr2+n7FRSCU6BtF6Hk9Uin7qjAxzl2POe4+nwGs+ASXkq60bm+fuYuMOKYz4qsCIwEEx3HkpgIfl9xju1amJ9d31qCCLQ53WR2AvntyJ5ARAAloTxz4GfQcSxjpRccYngFJd2dPQb4nl9VTePtHnK9Dq/wGrdkyncEIvDSKU4ZXkFnLZrOYAa85k0Wj4V3ngGHX3Jil96uhWBTWwSBtoSh+7bBbF/USvgrujxtAV0ko/CSbdUn6dSPv6u8fNRl9gefWkiikxY7zo7+HyFbQD7RC16yXU9Y9gvvJeVn+tmdamMTaNeH+e7Or4AXzcy5gnUCTsmFYBtu9uLYM1pARn8FyoI3C0J+P1aAfgS+X1JDRiuWpSJ1gbbg+ewOJlp3zBC96fWjXsdHyBZ0R++oy3T0rHJ4gK7t+laozTzu7k7RGQkJm9HOWFVsBdpwp6cT0IHtwGfzhr/TFHeATsJLH9ltAT7+al3FZ0pa2OepU+hpvuw5PnUf+BVdzhaQrxZZ2W2VgMlaxeAeBfiSCXps3GhdgcC7QEbxqf6sZEwFZAuAdvqq+Dtlm54ZEz1upxvt7hbe8SzfN2eLK+YpFqHTXmQb3mP/dzJctVp46QVbdzdpJjMVKqoAHV0Wi+A1vF1lOCavHRvuRFVF8bpm8gxKfukWu02HKrrHP1t4tFhiXmdXN8h7BQjNu3vcd5M+tsn3za+TI3DWXo+PNLZjUooOVe0n134eF/yfAb407nSq9nt0Ge/u9IxeWPihwIdKXrt8386poLNL9t1J7H4L4+zFEDE89VMVrPoOo+vIi6DASyAoqGJQfecY3DDYBY4Cz+63cZICJ8klA8Woh5tBZWzrw1igLPBjtDlohrt2CIKsY0n8DH0VkX2nyo0SDg7X/Di38NZ/UYDRHbl5/5LxFIhZbRVkdARmOseSQAbV9yW9HKQdBEZYoGBME2+94mqHU1XY7lJWYMvP7k4Z/5HOc+e0e7KeUwGiGrfDF25/13rI+AQT8OIxfI6d+R39OJ6O0R35XKP2Wnp0P88zPRtNzRFv8cnn8cd40bDFiXjcPdsKAlWI6HisbBacEnAKoPw0Z/JOLnwH3mjdLhzZrlAQWsFpnpyzhAbtaz9wXJnv7qpknl4Yt/kKQCVnEivfCW9yTdbnfVf6aL7kBK0lrcbQLtuj4+ZoKQgjK+STXpKx2sA80yn8MM6+1z07MiY4QIuKpswAvwqhngFv94PTZXif6VR4u+vqVXVYegXvWZ/XTiOYE7525x79KhxHjlr5j8/+Ngd4u68Kd3eK4cXr7mCi51kiXIVQ/OjeF/6kV3CYszEm22hvTPQUr32P/cBbNCOn7Fftc+Z9u8A86vtL9+gjeyf5YieOOgV/OoUXZBtevDVn9K5aaneqO7Y4obv3ZDtdroAXPZs61XyPOlXF9u40V3G5HSc+5VHCUA/cqiajGR2lV57ve+YJL/x+Nx46V70A/Jn0zpYYk+ecFc2Dl6ywn+TEWLv7Pf1UeI9+ir0nS76XHasAk+eZ81mgbSzmxZ9Uz4Eu16v0qFPw+g7+t+BnvuGkH3RZIgkvG+z5jwJ8dKuybFcg0JA+nMk23PUd7z5jcYG5TxtqHj57TF79Dq9EjqwYtzlU8Mnc4J0y5u90qt04+OiSuRcXeJHts6J5LfD6fndH4UX7dMr8Ono7dRkv2EXfg9OcyXfVeM25wpXk8bjo0c5pRarIdifRqtFAxnxmynY+g04Yp+92X9448h1oYHxnyas58IdwsSHGbh4+n06ZM7ydCpo6xdb5HhvU3I3BogG8xn+WvHadqIUZ34XX5+kU2X6mU+myOUZvuky2O2XFft09/ryw8NHhwySvoFW/Wq0w8lbLrJ51BI8RYLgZEy/GssCe4bCqaWWP4WBwOUzfETwKphjsY7/TcPt/x1YYXM+xgziL+hRwezFcAieJZvfTrC76WQl9L8/jCGbhp4k3Iyzo4uR8H+6qMs5epubMUXfHTGDP+VpN5Qy7q8uI+54xnzUjn5VGOWaBWy0Ueo5xFzT6fju8BU3w2oXz+Y5mmgN+1Oz+uOvTbijD7zMchSTbqrDncDxoBi98vo9m8Pp/lSarvpiTgdMLfrRuvsfktUJV+Fj1Szw2F84NTesPTBYENCUEtWNypNB4yWR9EdEbft+tWMyEFmY4QoE63sKL3t2NFHy2QGPufkejEgrHdc27Cp8cbdU6k83jkbsWC7yXjtR+ynMEMS0MoTO6CQTMpZ18OmXnsaIh8AomfKb2Eo8CzgogCUzxyk6ieeO5INTYW6CBvyCEruNHpyeMmS7UikKwUNBc4acpY92fh7eKsrPSqbHTqewIm9ICFFkmW3bB4K8PZC1X0GtWOJ14ky90Mf5aKKRTxj91inyVUHRaxIq9JJmsC+KSLbQiI75ztss2jy2TGTakth4CKDgk0CWTgma0NyZjE1hKYNgwvEJj8pcNa84VqZl4O8URXkGbubAraFqLkPB23JcMCC7JhV1WeKN11WhLRI861f3g5otn+Ax/OsUGwZsud+S/wJ4u22UlI+xmLX3Qu4WORzvIXSFAP7bA+M2bnljgwi9jQ7OK9xSY0z30of/kgx2Er3Zk8KMn3MdAuz6Y5gGvOZg3n5dOGbfPkLOpU/jRXVN4Jfs+XyXagvWz+40Cb/zDk3wznSJfVbROp+jk1KnZ0g2NyBv5ynbC2+LOo51rz0S/eM0usSNVr4WbbBk7XkvwzasTI+SCnElsWsjCO/asBcdjscAWtekJmUFnttOc+XzfTaeSsXpvd1wXXv6CnPs8emfD4C0hO+741qIHXjSjm7UBrApu/WrhxXO8Ya/MsT645LGWd7VQgrc+q2fJKx6Yx+zN7XmdDGvRcMq2/+Uz2J3ip+pAeL92M2T7rP97VwiMlf20O+459LMkFk1aBPRZfEyn4IPbq3Zm9ASt0cbnz5LXir/5PPriF9lGRzrl//QCXjpgDFVFbkedHsJLl/mm2qDhdydW7p7KWFj46PChkteAEanAjOMm84ii/xVkeDGW3WGZxyhrudDdnVYFGdqzqoigO7OMoaSQw/BMiWH94RhQhtCzq3woueVIOQrHdTk2Thk+ToUzhZ/hOzblBlXgFWh5XoGzI02MsfkJhjyzHoAco2CFI3V3xvEU9KlCJVycH7yzKuIROGuOzLyM25FM8+UwZm9IeDleQUrBpiNfjlG2gmz88OVM8fHRcZ+OCpoLB+/oVkeK2pU0F3ir7iuB6xilV21ABD7m2g7WXMk+22HHZwGWAEDAjobmTW7aNTIfjr42Id3RqjG5IEzQxMELXPC4hORshbWkvTvCggCBq2NcZAcvKyyE3uYuwMJ7sseJoxH85LCV6FaeC9oeOceOCpLrmq/Dm07BNeVasFnPUU3YOXPBmuCjY7rwleQ/Ou5dgS5Bp2dWrKQ7SB3pNV/4W3EnExVTQe95b4hst4DU7tbxGG1tSWq7JWDHs/CaC51qzmwKWcIHQQi8aIQG3astcIGzSplHXe76A53yfPRNl8kPvpPtqVOCzXSK7tFlePGke2nt5hRwnh2LncXbyC2aSVLMW/BZxeD6+vpMO57dz6eDkleBXwtm8EZz8z8ey81+1XarVhXmDD+aplPhtfjSnV7j81n4yWc7WukSvJ59XCBpAc7nOj2Cht2VbQEzXa6HaTpFptkRc4a3hSdzLAE6u3MaVPAJr8kxupkLHa2vr0C/XrPsSIt1PsNuGwM+oQm+wku2krWqkB91iv7VdqvCQ57HX0ydImcVIJw65bPGaGwtWpV0GsOxD3o6xb6YL1tFj+iyI+1kOz+VzSa/6VT+kS83RnafHTFXvM0/Ho/PTqiirDHTD3MwH/PHe7LsueacXvFhZCL/IgHrvmdxQQt3nn8sGtiidm23ijO8+At6S6fqreszncwh2+SaXJBHfJHw4CtaZ7PbrZ54a6HnPXzs/rk5eBY/ZX7wStDhxfPw+hz6sCfwVhE6Hk+dOrMls+0W3SDXnmUMLVazI8Zm3uQcHu/5rKsGbA7e40mnuPxkw6ocfPTR2RHjJdue5VUf+E6y1IawE1jogyd8Bfp0DL15ojXcneg6yvZsu0W2PYOO4l3+ov7zFSAk2+IHOky2jdNnzTc/ASeaP9LlhYUfKnzI5JWSV5RCYFXFS8FkdyoZZ6/urAiwvceAWKVj2Fq57i5txxMfFU+p7DrckgPOgYOHg1H0fAa8uxt+9z+GWhLC4AkQGLn/+q7PX0ec4a/Vz9lKp/9x3pwFZwgvHPAKxnKC4fa3QKBATXBen0+Gch6fOmsxFAgUKhjF6cKLhoI6dO0uKZzo7m//h7dVdOOFt0Cvo4HPjHV3ZiUFxm38BZPmZX7xGH50dhcMrb0n2K7HHwdhfh3nCe/ZnddZ4t6YBToSCrg9Fx405/jNz09zNl/4wy1IIJ+cIac3j4E+qo5d9d8KaZDtgs7uKPt90rt7llVeNdZ6MNayoCN6Zy2Gpk7VC0/SUFVTz0ZzuMLr//5Hps23nnecdsfk0Ldj+8fA66hTaIFHVsAlMYLXFiC80Dde0yn/w2dJHNwWh8gIGTWPjqv1utIpi1FkW0Az+ZlOnekyvvh89/qORxLPKmXOOdfSiS1ox4lcTZ0602V4BUB0yny7JgFXOvUI7yxaB7cAq16JyRfcyXb67D3jMj68qR91izDwziOCxzva0bp7et33TZ893080nnjNmU4ZF50il/X57GhgrzOdSr+Nza5I1darYJsuJ9stIqTLxkCnyLYAvKRtHiV/dv+/ZI6M0UnBO941N/izY9mS/Ah60MGuGuDX1OVk7ax4XosFguIKx7Gf6dPEa97RwpjINr5UMRveSedofaZT+cfu7teT2Jyy2+nyxJsud0rH9+qdOa9JPPKPQSeUqg4tcZAgRWv4Jq+NiX2Dn3yT7Vo4dWqiayElNMfYYLbw6+6rRaCK5cGRv5i2JD77iUYWUehUO8vZkGc6lXxVOI7t777s0U9NXTZf70tiu7edbz7TqUc2rAVK34e7u9E9H+54XRzmPeOr5zG94mezW9mwjmefLS7XNow+V7k3fma/0qlsJ7xe8FrIqLND88yGResz2a6tUifC2O3sxVGXo7f/ex9fyAX5INsz9orHdwphLiz8UOBDJq9BrQgYIwbrz/7szz794R/+4aff+q3f+vTrv/7rn37t137t02/8xm98+p3f+Z1Pf/Inf/LZkHCOVtw49rvtQI6Qk5RIMv4M4r/92799+oM/+IPPuOCE3+u3f/u3P49LARnOsUIubymJnrNqtZNjVsxi4vUy/9///d//9Od//uef/v3f//0zXoGIFfG3FAQoKLFzatXRSrX5ovXE6/V7v/d7n2ltXHbRZvXTt9C63TFBBWcL7x//8R9/+t3f/d3/prGXOfvfv/zLv/x3MZXwvsUh5CQl0OSl4O9v/uZvPs8xGeuFB3/1V3/12XkLsp0MeNRC4xkUDM1dKs/0bDyFF51/8zd/87Ns/ehHP/r8HmcpGHhW/fQKb0VX6JQdAzpFhswNrilfeO+92lgIBizqvIXHoF6iZAz94P7Xf/3X/2fOR53653/+588yYedIIHK3ANCEjpbSDTolyKAz5kye0Dnc8JJteCVTAmQ7NG/R5XQKXjpCp+BNp+Cbumy+ZN986QI6fcn9KEmYHSX2yAKT5IEcmaM5h9/vZMyc8cQOgzEfj0TfnXMBL51ilwSUR7zhRou//uu//hyEW8iph+VVYaszvMY6d6kEmn/7t3/7mbZwT132v7/4i7/4jFdyT6futlE6A/6itiTmIaj9h3/4h09/9Ed/9L/ki235+7//+88Bt91DNqBK62/BW29g9tCc2Ud4yVW4syX4wG6Th+oRvEWn0Lr2SJIL/lGxp0e6/Kd/+qef6cFfpFN3W7KdgTHzsRIFiwVwmxvaHmXM/9CEbKNRvvktO2C17UI7eOnzX/7lX/4/c4affpszfZbsoFHHg+8WAApa8KSPZEUiR6f4KXjCHZ/xnnylU46vkq8v2fGr3ZmFFrKN1nS3OReHJWP8KH/aDuQrLfACNqBK4PiGjv/0T//02T4n29OG0WcLUuwn/vBz6PYq3haFLIrjG79LftjI9Cm7zX+wMRaEKgbKjtytsr6w8EOGD528Vg2yyoiOygiIBKB2KKzkdsdVgG21zHGldmjeGmiXREqeKybSXSGrj1bMJVBwC0rtDNVMW5DN+FXJ9ZUxzF2q7o9UrQ9eK+Ze3UEU/HBQVu7P7uDdhXmklbPr2Kh5CXTMVyLt5e/mC6/PC9zeuqLYSr4EtjYGgk/zi8eCIzsk6G++EnX3SML7Fj7PnprkRdBLfiqyYLcfj+MzubOIYtfAyiwnJZh5lcdzl6qd345Ew+G4pXnDi+6CJPS2Y0kPBE9vdY4FQnTKTlGFo8gResdjtLbqbEzGZvX82Ev1VYjW6ZSdxe4oofXU53RKIiVgq7foW+4LldiQMTo1K+lKUNNlL/O2mOB9stiu/t3WKxPiM1uQTplPxabMly7Da77Ggx4SdboA7yu9rY/QkUOy3T1e9pNsm2f9mOHOjnRPE62Od/DuzrkCYfCyhxbDukuLt7W0QncBX1cE6FTFoN5C6wrQke1ZLKZ75fHYq0JQ3UGmU1Wgf4stqd81e2QeVT7ubn7+ypyTbfyodZrvvkW24aVTVQOvXRB/Qbbrq2kM/mbbLOCkU93xfAve+l1XGIj84Ge6zGYn204jsevpFPn6koWZCnVJRLtPa27igOoRpM/43/UXNDLmR7t+d/BKxpJtPCTb2c7sdneQJXvdl6xjwqs6BWoh+F/ftbGyGJa/QN96nGe3zTedenS94RVgR5wWsnNcC5oZh9Fpsl2tEX7UOMn23Wr6R6jisQQW/dgmu79slTnDB7d5oz8Zww8Jc/Hfo+thz2C2KyPbXatAV/Q1Z34K/lrFkb92evde68LCPfjQyWvJXFVuBTdWt7uHKBD1e4VucsZf43jGrH7cXRurpxwCw8xYcWAMeivYnBPcxlyP0bcGYuEVxHp+/We9Kshkd4ZT6c7hWxzyhPBWSc+c4bAgUHENK6FwWvGv8MGXOMbwdueE0+D0BJXmGp/9zSnljL8G3oLVjsCak+BXsmGlGZ3JF36jQ7hzyG/lcbg7jhat7Uh079PCAPnCd0Fa94ffutMcpFPwdscOve0kx2eJrSATzu44fqlOResC39qcoCtZNuf0uSJQ0fpLZfuoU1X2FRThLZxeZAwtqlDr81/K54mXbFdd96jLVYrFj6+hyyXPyTY+ukYhMWazzLeCTCXpHds864/8Ct6jTqGpxKH7gOYNd0n6s+N8r+JOtuFFT/JFnuOxMaB11Vo7FvwlPAbttHdlgu6YX7jZMbjZFXo+7diX4J2yXd/tqut2B9MYBOLo0f3K9Plr4O1Kgnl1D9ECIx9Jp/ivZ0dz34q7hZL6lZMxPopOhRsPjC19Dre5vzr/o06Flz5Pu+3Or/9Vzbek9UtoPe02vBXhYivT5YqbTZ36El0Ojj6jNmLwmnP3q/0vG5aMvXVBKLzTX5iX+eErfHCbd4XCLGhM2X4Lj8FRp8w3vOmyn2SNfFXpuh3mL5HthYUfCnzY5HUavRkMCQA5Q6tcAtBK9M+7b333S444FuwxyAwkZ8hYMlqCAsFArVWq2JdxZ0QrLPPKMd4qpJYow+2npA0uvzOYVj+toNvJsdooUDAmn6s65R2HlZGucIXxMtTwSyzQVvAn2BWUCLx6CXqNRyJrrt1Te8tuTXzKYdTmpHnXGqDAq5XcL+HxXGElSzlEwYeX3/3P/Kto272VAib0EkQc+14+g4qtoBc5JkdwmKdxmKv/CfAVorCqa9fCDigZFJTWGubOzlw0aieuIhKeEZ/hhTM+kyU8rnIzPswKj19jZbm7ilUYbu5ofdyB+xJeG2vB3tTlGYAIeuGe/Ra7z4tPxoNmd3V5VhCvMriEyc/sFnzoXNsPukynBYJV247Wd4PPaSdn0TQvcxPgCbaqLgt/lX0FgN7zmSpez92Lt0LHeauGKsEhT7W9SJa+hMe1KDJmz65i79Rl851tkrrXOVubvKrLjdscS5bxFp7mmW7hKV7bPaLPdqfoeFVM+Zu7c59JYwWeeqGrMZD1KuxXHAxd/N/7PvesgM0rkC5X2ThdZt+OVaK/hM+zXkGV/iVsEnQ6XeKYb+K/jamiRO1SV4irhOMuVIvDvODG5+ZJd+A1Bnbbbh29rlJ5Sc7dHsTz/nryedRlYyBbswJ7lbKnLj8qRvVW+rfrXhyG1rWTaUF78vktyaO55yPJbMUT0beCc1WoLnls48DvFT3Ljt09xVLBKLKTHqFlsUiLQnby6TK7bSecPyGLLX5+SWyysPBDgA+ZvB4NX0ZzroZVmGfuFrTK+NYVt0AgUSVcx3MchXI0pYqK/s+gdfypHYNKt3MqtdS421TcWOujxzhyfPU4q72GZ3FQjp25A+LOjbtq7vo6wiI44kTOqq+e4csRMf4SKEGtccPnVcLaCj7H4fiqY0NeVfL0OfTgMF6509MYjnwueYjHFQVqh+Rr8Ll5c07mhLeOIzneiL6SRTSo/UxB/FxAETgITPx+d9711iUjeFuV4dnLmKM0JnLn/pD7Yu4sOp7luGNFbe4EQtGUbBmngEtwE4/nwgTZqhIsp+xIlCO0HHUtHjzj1ftqjwKZ9LniJenzTMyPuySv8rp5Gz+ZpSf47Bgl/SK/aDJ1uRZSLSKhDV6/osvdOUVbuuw4Z5W7BUECHHrlKK9jaKqku9Ol+IejcPgvEDL+u4nFvHNqzvEZjyef4W23mw7XPxevq8A8dxTu4H/E4/R59nedfRoLpr9Enz2nyqj01rFgPO44YT1n/2sUjumYcUkn/kpyfcZY746ho/j0uWrCjm2io/HwBy06GovCguojeLmjytb4Hp2/O3fj70hlvqYXfk8em5Ox1H/c2LLbtWCrZ+fdpOqZLme38flr63IxAL1kd9koxzlnWxM61j3PFnJbjKjQlHnjDV97986vsXom+qIn3OhpHBL2FobInyOl7hbjsXuv7LjP0z+0vsPnrpbM3d3J4xafWmj88XedD+q/m902Pr69ljqvLlIcxxkPZxwWr48nVb5kd7sK9WhdFfHa+Jkbe95CVCfeopn/z5Zm4pK7ixRV8RbjFeuIq2rLVp95flgxMHxWu8EdY2MzXp/5GjveCwsfGT5k8toRkVayOWgBAEP07OVzDHWroYxWTvmOAS3I4oh+/F2lzqoZVplUkiMAcBdi9uKr/Uq95SQAEgFO4xnMo0gF2YJJwTVjbQwlD/BxTpIYRSoUZlC4gQGV5DC0HBuc5n0HL1qjWQ7ZHR4vczSOmsH73R0e86+aItrUQ1IgjEdXeIOqDef48c7risdwcGpeEnoyIhG4e68mWgta0bPWRFUaVthD8GFedsLQHU9Lblr17/h6Pd2uduXa5YZXoIzeAle8hL+2Gh1XdrdHAQrFIhTBkNj4m0xYzUcLgdDd5FXAVwN3vHW308KMQMA8JdAlWfjvbg/nbHzuMtXjtYrDd6FjX/UCbNfx7iud7sj43d2Sgmk6JRCxSk5eJYeKjijE0bzol4DW+ArwOkJOn7zvGVe6DJIvcilhQdt0uXuW5EZghd7ubUlcLVDQZXrN3gjEfd9zHrWbOptzu8z1Z/QceNkRvIYTr+m0uaOBe3pVP6bfPksWOyp/JdvNuWOrc3f5zmvqdDuyd05xlBiTLTolyKxYUy2/yLGgkm3Dw3mPuZ00+L2HJvhiHneC7q46GLMElE7VQ5lueaZAt7ZAeK3AC33204IUW0MfydmzStIT8AON8Ids4i8+e3mWudr9Mx+/17rIIgma0AP/8xkyRs7v7PymU51Kaof1jm8+6nLtUl7Z+WzedJUsS2jIbG1wzIvt6p5+C77FAMZcu6Su3Rz7kB9hnlqxeEef2WaLnPQajTsSn/xVpIw+89HsDb3yPntkPFeLy92jRieLSeQnPtNbf6fLfBCddQ+VPFX1OPtmkbSE/u7pkWID9GkXEp+veO19fKbLfu/KC7x3jk7XM5oNo1N015zosxcZNi/zx0e078REhcT45lpUicWi+RXe+jZbpLeoHD3R/MfftfmCsxaOxV9ebDj9pvdk66z90cLCwv/Ah0xeBQMVGeGMBASKX3Aaz14KRlRQiHGTBDC8d+5StYJeNVbOXVBXIZkKrHD+gnrOwZg4Dk6wAk8Mtu9zKhIUgcEzaPeT0bVKauyccOXgzYfxlODYSeAIJTKCXEUxGHLBkrHluCVlgu9njqKkhpEVZKGd5E31RMZYoiTAryhC7WqsJqv4V1VDlfYERpykQOjurpz5ChQ7fgO/l3k+4zGaJw8cRY3I222+E3Cas8AG74y9nm5e6FiroHrVoT957JgdmapQiYRe4HnHOXJm7ariG3ySqXoYe3GYxmOHRiVW79d0vYJZ7RhK+q8C/PgssKBPnlFFZyvG5Kk+euZe+xzBtWqWqjjiObk3NjQTkNxdEKpHInoJ9Ow+CUiu+OzlM2QCv2spYh6edzVneCU1Ar9aalRIxk/zba7kHA6yJPDBy+6n+r6AlZxe6XJHSMmiAEawKWlNlyssZ274KMn6x3/8x8/8MK6SXPLADrAhtay5Q+tZKZNO0U1JsRd7Ifgz7woX0WcyQN/xme5bCDMuMl9BoatCXTPgZEvMmyzHwyseT52upQgfcBVoR2tjtChARyoKVfEvP2v7lZ6RI4H8vNdvMZINE6DWE/uK5hUUZO/xla7idQE2Ovg/3jolI1nFE7LQSR4/0UCwXY/Zq8QGXgspaO37/AEe/93f/d1nu50+Rws42WoJVZV//Y/fIGN0Ez2ufGTH0SVC7IC5Sdbw7Y4+558lWhUmu3uaAUiC2Hq484VobR5+tmjRwqoFV3qIruykJMZCAh/JfjrmeVW5vT7C/DoZ4y9qB9TCSL1VyRm77VULOzZTomuMValvUf0ZtChjzJ5PfvEZj+ks3Y3HXuZMx9ltVeK9/O1zbIlYiN2+W+zPIkXFz+gkPpvLHX3GZ59tgZSc0rNnrdwCdKndlu/WmpDumie616IGvdGf7rLbZJNvryUb/ww33l3ZMLEf+0X/2b7Z/gj/6DI68h10B48lrD5DFvGf7TZ348E3dvtLiu4tLHxk+JDJK0NUL0oOP4Pt90cvhoSxdozWzgVDx+hzkHeK+3DcOQtOSiDPgDFIDHeJE8MpqRDwwcuZMVbz7iDHbPycrGTlGXT3UmJkR40TznB2HIqBZsTRQYDpZY6CAKuTdu04Cka3IJ9TvkowOqrMyHO05vTTP/3Tn37mZ37mc9sDQY6gCy5zxQMtPX71V3/10y//8i9/Lpcv+Bb8GyNHgYZ3QEAggEBXcxNcFcg/43PHdIzL9wT86F3RqqsArIq3ggjBF0eE5pyOOXjhKXkS6JEnSSznhbccesUbOEgOTYJz5Ry7yyv4ghePBVtol4wJcASfJROCTe+RLwGXXRUrwsZiR0Xyf5Wwl7wK0MkLXmpp8FM/9VOffuVXfuWzLKEnOnQMCi+0mPi5n/u5z58VCHHWBYR06u5xsI7PklPzw196Cqff0flMl73wuM8KIuiUlfSrnd+OSQtG7HaQbbSuGiceozcdE+x5GQubIUmVOAmg8Jku0SkB3JUud9xNQG7hqn6jR10WgJErdsRCEPmSOElgLDDgb7ssZLvE4s7CDNm28wEP+f3FX/zFTz//8z//WWfxGh/xWjCMrj6j5YPWDxYrjAnt2Tq468f5DGbLFjKaHFn0wL8StzM+ew/t02k06sjtlU5Fa7svaEW26bIEiV1hE+3OmTN9EvzDSf8EuN3ZKyEiE4Jm872zS9TpDbJBtsyXXlfdV0ArcaXP6I8WPtduP/sBp8/5vd2xqysI6EK22W1yrVXJL/zCL3y227WGqSe2ufMbtVvTXsTCI1tLDumUxQI6emU7a9kiERKw46E5wXely/lnn4WXnLCbr7QoopOSzxYE0LrFPMkSGwEPe8WGSTQs4khI+Af05dvpGJsqsb06TcG+tkBBJ+FsgaCkBW46hb78o8SKP7HoxccZAzmUjKEdmbNI8Qw6/eGzfAzdZa9/9md/9tMv/dIvff67xRC6TPbMu3ZBtY/BFzpVi6K7x6T5Sf7O4gaZpZ/kCJ74eabT2Wwv8sf+8RnmcadFEbtNNy0k4q1nsKP8Hr7TLfQlv+bK1qA/fYIDP/GKf8Rr8iKevErayYfPicHwqsRfDCp5RUO2ha/QKgc9yJdxsVfpsjGzB+ILsv0ld8kXFj4yfNjkVeJZT0aOiCHp3sPZi1FjaASJ7VYy2AKUO0mNYKUqegyhwMcukeB33hVjED2b45J4CEwZT+NlwASgEg1BAUMI/zPgHDkyxwONl9ODVzBVAQq7fv7HUUmeJRESkdoCCd4YbGPtOA3DebXj3A6VxMZ3GWgOSICB7mhunpyuAL4goZVPAVpl+Y3FXO8eSxJ0mp8gWwAmaIaztjiPXrV/8FMiIjDAn45u39ktQWu85FQ5pu7QVIzqx9+1NREAw9XuKOcpIOGsSjTQxneujnZWLIRjxiNBD3pWYdczBArwCMJb8SVvHcXiECsIYnz43mr2VQIrKLaKDicat3uP3/42V0E1egrSzLujUHTBAokEtFYqd+8xWUn3eTT1TLLluQIuc6S3j/QZj8m67xmDgPPOUb92S+xA0ilBRbo8i1H525zJsYCaLnctgC6jNR32N52+o8sl6/hKV2rh5Vl0hJy1S0fu0Zc9oeeCL/bH2MgYvGheEHTHhnV6BL3hh6NFvXaDOhI/jw23W+k9wVfjudOiqNMMbBE7IXH1kjgJ9tnkM9uNx17x2O90MVtytTvVEX7J19Tliuqho2TBXM2LbqFB8kSHyEcLgB3VrgDflYyjc3pr3tEVr9ng2ru1w47WFXYhmxJfMmjMZNuz2KYrercQRhfMAf8E8R1fJMdkmo9AF3Ntd1IygRfGa+7GMNt+PYOqVlukpJslrPwSXwjHMz7XlgqdzFtyxDbcBQspvseGGb+5obPnkBm0RUs6bK7GxMbggffoctckqiVxtRBGp+Glz2gtkWTzPQsdPKdd/06y0Ft6XkEh8ui7Fem6Uwuj+5v1TGaf8VXy2AI9veI/02X6TpfYMvP2HbIpNni1RRHc1YPAuxaXiz+e2W189iKDfLQE0u73nePSkkh6YE74jNboS5+rko72ksZOFtAvuOKrOfOxvtcO/9VCGF32fDpLbyzekS/88ozu3sKF/vidP0mXxY3sSNe8LLZs25yFhXP4kMkrp1zyKvBiNBlDDoBB8d7ZS+DNqXXMj3OSkN45NizwY2AZI8aWAWS07MLM4gOct5VYzowBswor6fLi0Blc42Q8BSRXRw3rQSlBaZWWo5VsGJOxW430LA6ZQ2K861lXrz+fYXzhNn7jvrPj7P1a8ghYu9eK3uYnQUNH4+Po4WCgK0DR8btaXdxNajhvTlkgI8C1aswh+xsv8fmM1+grOGhnGx+6a3tntwSdOtqNjuYhoeyeW7tneEIO4eGwBeJk0e8Chgqg4BeaXAXa7ZYIXI3bdwVdFaBCO/gkjgIAzxUEC34qhGFc3a9r3AL4WhI8gypomzvdqJeuxFVAho7tLEsc/C3hEwx0T7CV81eqsRbwmgtcHVkUdFiowc8zPqO7V/wWiJA347s6mo5WZJWO0GG8SiemLlfVmt5ZuJFQt2MoQEsOK8AD9zM6t1siaDFfwQ789SOud6GxdOSQnaFf5G0WKzN2uPFBQnO3ujRosaLjc4Jaga4AT+JM77wvOWXv4KAL5IIMkqkqa9+9p+Y7xinwszDSPXx0FGg+st3xmLz7Gy+MwfiuAj/8Q2vBrqDTc+gXezh1ma2x+GMMEhryJwDt2KH/5zvI2N1jw/gqmMZDNERLMgKnIJyu0VU2m7yToe7m5UskCPhBXsxdonQ3wSBLeGgM6N4RWvy2wCVJYnP8lGjB7/9sH7mv4vLdFkVV0IZPEipZ4/8kxPQH/ypkdKXL9Y6+2oGcgJ4WVlpcQSv6NnWa3luAwMv8it27eimTxeoL1Af1GeAVeaRHkhU8YifrFwsf+po3+8Zmer8KzmhbEUZ8Jg9k7ApvYE4+65noVn9VCzVwGU+nvlrc9DkvmwDG8YouBy1qswt02E6vhUcJagvZj/SZLnmhM1+Xfat1zzPAT7zN9pkT+k3/zNakWxaExIdksasZFmuMEc/qLXyVvKIxvfAdetIOeUfl+UT/I0MWBtibikWZEzmWJNfCp53uL+lnvLDwkeFDJq+MMQfEIXA6Ai+GkdGf1TOPr3ZIOaX6Jgpw7gQiDJAAncEWXFrx65giw5bxKxjPeHLGDCbD2U6sxK/7sFdHDUtOKxQguDRvzs74vQen+XBIOU+frwoux8BAM66Mfrs1d+/6ciqexUC362PuVqw5KQGPwNb4zEmywzlxLLVaeLW6HnyMOwfleQIgjqEdiEd8rtKin+hQX7u7/RI5Ps7Q980rnBwVx1kw11Fun+uupqABj70EKpI/jpKzvXPE0fMFq/Cacw6uKs0C9qqD4r+5tUDRPbd2a+bO651Fg/oll5RXoAaP26Hp5IAXvlvEMJb06C197MJr3nRF8CPQnVVgydEjXsdvAWI9BK9299FLwoKnAonkuGJT8apCLIJgetWc6XL6jOf+h2ee92zu8Qkf6SIeC+DYsv/6rhc0nIIcPPQZtqqK1rVpME8r93SQLltUe7WvcTvAdAQ/LejhM/tiLnR5VqHtKCWZK9C9y+uqj6J5AaVEWaCN53iAx2d8njz2NztWpdirZF3giJ8dM6TLVfs0lmjW7j/8bGgFyeIzXZb0sdnojhd35g2HZ7KN6McmsgXG7716n2Y36UD6isYV40nvqlx+N+AlS/DwMT2HzEjQjIWMVQHZ/2utRh7R49X+thVfa3EZj+kGurMleHhXl2s/9korOfPEX7KM3y2szYVTct9dzQofVqyKPkto2W3jZUuvkkjPlWTTVbLDRkhc0IAtQkd87hoJu9pJidpWkQHjrsdxC893oDmVJFcwKF32u/+RwU7keEk64X1rD+Pks8Tc4ktVk9ECfR/pMx570Uv2h7+tJsVVjCC28hz8qVUcXNPHzwV/MsDOzvvuYgkv9EGbO8krXuKL58Fp4dEiDbrXXslz8M/YzGv2AidHtT7zDDrPX+zO68LCOXzI5LWqlZyLVe0CT86OcWPMGaPjy/97bzbpvhuAVYxH8loAxvEzat0hbXeE062lDsdhF8kKb3dFBUQcPAN7hbfVPU6hwiW+yxFWbKLWHfXarDx8pd1bca2Yj8++EnzWOmI6f3PviLRxCVKqpun/7XLc2fk7Qv3YzM/YPW8Gnub4jMdetVZ5BX87MQJJAR1nZ6GiYkAFrlXWhKfjgT5vx8FK749+9KPPOzhWwNH76k5NMgMH5+h75lzBFHNpbBwhZ+qZJYz4Th8Eozl137tznBTMqtb1V7Ug0lE7MkfmK75SMCAIkgQZ+ys760e85oSGnLvgr9MDkrUrPsfrgtSr+XrfM+AsmfKqAFJHBZP7qcsdM3a81J1uuiwQspIvGLzC25FOgQ9a2tmTSAiiyHq7r8ZGruBt99w4JC/1BC3xQ/9Xdk1AiUY9D/HaMwV65ofHFXuTgJif5JX+vdrKZLa3IN9oDpcgj00zpzMeH/ns71ro3Jlvpwk6IeEItpMLEsGOCk659ze5F2DTH0mNHVj3jh1/Je++exXoBmhbQCthlAhLmNAazZPb2UN2+g90YfPQ3k/2tIWKO9C8Ol4KhySWPuOzHV/2mi6bK74bH/mqUvlb2pjwzfSIrkjY8Fmighd3dZms3LVdgUUd8mR+/K35dUfZ87Lb7Xy3K99xTzuHdBqv0Zz9uUpePY/v91nztJgON72c/b/NnZ7W2336D4kcG8Bu12bvqujccQw9y/NrIcN/4KnxVOwNv+kAGyv2OGtrdAd8vp12conm7GenX4zjjj5nt+/aL7zs6pb50UmLFexSC3wVxkPn2kWhBzvm+LxaEeIw3xXL3UlejZe8WLyiy9VYqJrxmS53Ysr80uUWjari/UrrwIWFHxJ8yOS1o3P1SRQIWnV9a6J0B2aFUoaHAevOiL8FFWd4azXD2HIcjg87WsqhVBr/Cm/z5SQYP87WCqegyKolyIF1FKlXxh4uY/ASWNxpo/IIqqIpyJNkSO4Euxy3I0QSuIqevLojdJx3R4AEA5Kz2lh8qyp94cQXDl4SWfCIjo+OpHYawOKAhNddUc6Rg7XienXntaC1xRE07WhVx3/7zJHHXgWmxonHEgTJ1qtJTeB79ZsVEHafq8UJc5MM4H87w19S9r+7xlbyyTm9RotvUdCi0wQCjqpHdh+RLTGOR2NED/yReDoq3n0qCzmCmyu8Bc9kufZSgqCO//aZyeOOjhuvwNRn8Zl8opMk9639jLMbntG9rFpikf0qebI5ZMoc32o3ahcmWBT00QuJ3N0ibm/BV19Hckp27UhZxDPXR7rcThn+2JGzCEXWLTTY/bzb7qvg2VzRlG20E0bG6UytMvC6hRfQ6Z2C7u7p8nHs9qu2b/qQAnBJJdljt/GXHNsJZ2/I1CvJ0xGqzEpW0ZFdItvfurIq31CFeidezI3tInPZzyA7jz8SRv7cCS7+mf2mz3cql7eozQ/zx+wIO8lf4Vey3WJRCfksxMhvVAODrWf37i6QHMfi+WSkavf4mS6bV7UZ0EjC96VQiyE8ZkuT0Vd2zF8BukeW4KKfdMocxVhofdzJLKnvaDcZt7vu6of4Ldm80un6t4sB4OMD+YsKL3UV4ajLLRB2HceYySTdxvutNrywcA4fMnktwGOUGE4GkyGoEfa3SF5BDojRtwtRuxsBDed1hreCS96vcXpHmhg+476Cgg9GlrHlJAWSgr9K+c8G7zlHY63ipYCNkxZIGcvd3pBn0C6FsaNFR2wFhxVMEgzAdfe+1Nmc5xEgePCag2qX71tACSK6CeIEm5IE/BIYPQp4O3ooGCcbnFQFIYz96nhQ8yUrnoFXeOxZgsB6EU4eN1bPFqALcLtb5zvdk3wLwNWOP7pz/uZSQ3hBkIDeogg8r+6SHKEdSTJVNd9v2UqgBFGCLxkVrFZk5dHdVZ+PHgLO+igKSsjKK7rsGRUMgp9eS5raBYm/M5klG4LS+spahGrX8q02b+6KojcbI4AmR5J6AS8+S3TI19W93mdQkRk6bK54bNGHLfoWNnvqMlrhMZ0ksyWvZ3hrhdQVEUGq73Zs+u5Rv3pDmiv+HgPXdgOz142lKwAdA50LZ2/tDRmOdvXNw5jIrx129QTYb3+3S/pWyD+gIV2usNdbTma8AiWDxm8eHdNG/ypEB+lh/Mm+Oc1QHYd5heARzB1INpdusiPtQEbH9Did7v47/a2/tl1i+odHb9mRS5Zm32xybl4WQ+myBJ1e0++rxba7QC6N24tsvdqf9xXIBptb/VbpM/6dFZzKdtYpAl/osu+hgQUKcnpF7xYdza/+3PDTS3LCrp3pcr2iO8VEPthwvO+e7sLCwv+GD5m8Bq2edoT0W+68TmDsBBacjhdnWeD5CBgpDrxm7H6+ssJa2xpGW+DBAHrOo5XhkldGO8fsO8bJOX6NHa2OVJoXOth1tKpr1VsAYJxv3REKZhIlAOlI2Vt2c18BOAQfnJ25CfTM5+r4r/Hhq0AmPnd/7C5enxdYcHiCKDzHy0eLIxVqshrNsUqWKxbxNXSh4KxFG8fO6scqoRGgvXWHN5iJOBpP5/4t9Zns0g+0E+jit8Thji4Lyqv0XNB5Bzy7YlBVouyo4BneFnHogM8JmiwM1ffzax496wh6gbgdZi9JHzvX9YgveX5Jg7Gjw7dccARsFP0wfrpMZvEMv57hbQcRj9HD69Xdkk7slKSQNWPp/vwZtCjbziWZNI4v1bHj3ODouoMdLAsUFkbv2LlncLxWkS5/zfGfQT6vUygVmSOzVYg+g2SyXXK+HW26g34HzKudOfrMVuZrz6AdUnbeGCWu+N1x069Bp+72Z7e78iGxJ4uvtCF6BvhMnuax72/VAqZFB/6o/st8Xju+j+6Dl1hWxIxO5Zu7b3sHOslBL/ln/Ks41xl4NjmgU9VcIVtvXdRfWPihwIdOXucxjVeqIn4ptMsm+PSaBZseQUEMR87IdmfxlcCzIyi+K4h6djxn3p1iXAVPVYT90iOec07dLUEHjluAaJeDY3nLvakzHCU1Hbv61iv4oEJZHI+5cfTPAs7A+PA1Hr+6wjoDe3y7Kk7TynLJkFe7018rgCgQ9dxaL3W0t0q3X8qPuWoNV3fevjWf0w98xuO7uy3tIKbPJWF3YO7WeMaVLs/jxsaK5r7TXb6vuZADV3eeBXkV0qlQ0luOMx6fn92umu23Xojq+gQ7TT8kjxVsegbpcjz2Oh4/vYLsF1sCN/5d8Y2d8/mK/ZQEfaktPc6tOgmCcAs3kih+4k77o2fQONPl72tRee4u02VzQcMK5zzCn0y2c+s71RN4RTaLC8hZd/UfyViFwtJ/CU10/1p8nnZKkpUuW7jpnubXgHyQuXZ16VvpdLyqAFynN/jLqxNZ2d1OfvjZab1X/DPdZAurSdDCzBm0gFOBtnT5Wy/KLiz8/w4fOnldeA4Z+rcWZXgrzu7orXH+9nA8Yvp98bjFkV09/vYwjxJ/n7p8xL0B1/cDPykbejzauvBtoWT7+7ShZ0dbF74drO1cWHgbbPL6A4YZ6H6fwe4a6+8PfhI8Du/y+PuDnxSfj7gXvj38pGzo8vn7hZ+UDV0+f3+wtF5YeBts8rqwsLCwsLCwsLCwsLDw7mGT14WFhYWFhYWFhYWFhYV3D5u8LiwsLCwsLCwsLCwsLLx72OR1YWFhYWFhYWFhYWFh4d3DJq8LCwsLCwsLCwsLCwsL7x42eV1YWFhYWFhYWFhYWFh497DJ68LCwsLCwsLCwsLCwsK7h01eFxYWFhYWFhYWFhYWFt49bPK6sLCwsLCwsLCwsLCw8O5hk9eFhYWFhYWFhYWFhYWFdw+bvC4sLCwsLCwsLCwsLCy8e9jkdWFhYWFhYWFhYWFhYeHdwyavCwsLCwsLCwsLCwsLC+8eNnldWFhYWFhYWFhYWFhYePewyevCwsLCwsLCwsLCwsLCu4dNXhcWFhYWFhYWFhYWFhbePWzyurCwsLCwsLCwsLCwsPDuYZPXhYWFhYWFhYWFhYWFhXcPm7wuLCwsLCwsLCwsLCwsvHvY5HVhYWFhYWFhYWFhYWHh3cMmrwsLCwsLCwsLCwsLCwvvHjZ5XVhYWFhYWFhYWFhYWHj3sMnrwsLCwsLCwsLCwsLCwruHTV4XFhYWFhYWFhYWFhYW3j1s8rqwsLCwsLCwsLCwsLDw7mGT14WFhYWFhYWFhYWFhYV3D5u8LiwsLCwsLCwsLCwsLLx72OR1YWFhYWFhYWFhYWFh4d3DJq8LCwsLCwsLCwsLCwsL7x42eV1YWFhYWFhYWFhYWFh497DJ68LCwsLCwsLCwsLCwsK7h01eFxYWFhYWFhYWFhYWFt49bPK6sLCwsLCwsLCwsLCw8O5hk9eFhYWFhYWFhYWFhYWFdw+bvC4sLCwsLCwsLCwsLCy8e9jkdWFhYWFhYWFhYWFhYeHdwyavCwsLCwsLCwsLCwsLC+8eNnldWFhYWFhYWFhYWFhYePewyevCwsLCwsLCwsLCwsLCu4dNXhcWFhYWFhYWFhYWFhbePWzyurCwsLCwsLCwsLCwsPDuYZPXhYWFhYWFhYWFhYWFhXcPm7wuLCwsLCwsLCwsLCwsvHvY5HVhYWFhYWFhYWFhYWHh3cMmrwsLCwsLCwsLCwsLCwvvHjZ5XVhYWFhYWFhYWFhYWHj3sMnrwsLCwsLCwsLCwsLCwruHTV4XFhYWFhYWFhYWFhYW3j1s8rqwsLCwsLCwsLCwsLDw7mGT14WFhYWFhYWFhYWFhYV3D3LX/wtqE0zuptrydgAAAABJRU5ErkJggg==" width="412" height="263" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline"></img>
			</p>
			<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>After a visible deterioration in public finances in 2024, the scale of deepening of the sector’s deficit was already much smaller in 2025. In the third and fourth quarters of 2025, the ESA deficit represented 7% of GDP and public debt 58.1% of GDP compared to 6.5% of GDP and 55.1% of GDP at the end of 2024. The performance of the public finance sector is increasingly affected by rising defence spending. In 2025, measures related to the period of increased inflation (such as the so-called shields) were also still being felt, while social benefit spending was increasing. Faced with an increased deficit, Poland is subject to the excessive deficit procedure. However, due to high military spending, the European Commission, at Poland’s request, triggered the so-called exit clause, which suspends the risk of possible sanctions related to the procedure and adjusts the scale of the recommended consolidation so as to enable an increase in defence spending. The build-up of debt, the deepening of the deficit and the distancing prospect of consolidation have resulted in Fitch and Moody’s downgrading Poland’s rating outlook from stable to negative, while keeping the ratings unchanged (A- and A2 respectively). S&amp;P maintained Poland’s rating at A- with a stable outlook in 2025. </span>
			</p>
			<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Despite a stronger than assumed in the state budget drop in inflation in 2025, which was unfavourable for tax revenues, the budget deficit for the full year was several billion below the limit of PLN 288.8 billion. Tax revenue of the state budget was negatively affected by the 2024 reform of the local government revenue system. The deterioration in balance of the state budget is also due to the repayment of debt incurred outside the budget mainly during the pandemic period.</span>
			</p>
			<p style="margin-top:9pt; margin-bottom:3pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">A year of solid NBP rate cuts</span>
			</p>
			<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:9pt">
				<a id="_Toc69753242"></a><a id="_Toc69753582"></a><a id="_Toc69753877"></a><a id="_Toc69754283"></a><a id="_Toc69754512"></a><a id="_Toc69753243"></a><a id="_Toc69753583"></a><a id="_Toc69753878"></a><a id="_Toc69754284"></a><a id="_Toc69754513"></a><a id="_Toc69753244"></a><a id="_Toc69753584"></a><a id="_Toc69753879"></a><a id="_Toc69754285"></a><a id="_Toc69754514"></a><a id="_Toc69753245"></a><a id="_Toc69753585"></a><a id="_Toc69753880"></a><a id="_Toc69754286"></a><a id="_Toc69754515"></a><a id="_Toc68259416"></a><a id="_Toc68872839"></a><a id="_Toc69029984"></a><a id="_Toc69142831"></a><a id="_Toc69143493"></a><a id="_Toc69143569"></a><a id="_Toc69143741"></a><a id="_Toc69752643"></a><a id="_Toc69752758"></a><a id="_Toc69752828"></a><a id="_Toc69752937"></a><a id="_Toc69753068"></a><a id="_Toc69753246"></a><a id="_Toc69753586"></a><a id="_Toc69753881"></a><a id="_Toc69754287"></a><a id="_Toc69754516"></a><a id="_Toc506821643"><span style="-aw-bookmark-end:_Toc69753242"></span><span style="-aw-bookmark-end:_Toc69753582"></span><span style="-aw-bookmark-end:_Toc69753877"></span><span style="-aw-bookmark-end:_Toc69754283"></span><span style="-aw-bookmark-end:_Toc69754512"></span><span style="-aw-bookmark-end:_Toc69753243"></span><span style="-aw-bookmark-end:_Toc69753583"></span><span style="-aw-bookmark-end:_Toc69753878"></span><span style="-aw-bookmark-end:_Toc69754284"></span><span style="-aw-bookmark-end:_Toc69754513"></span><span style="-aw-bookmark-end:_Toc69753244"></span><span style="-aw-bookmark-end:_Toc69753584"></span><span style="-aw-bookmark-end:_Toc69753879"></span><span style="-aw-bookmark-end:_Toc69754285"></span><span style="-aw-bookmark-end:_Toc69754514"></span><span style="-aw-bookmark-end:_Toc69753245"></span><span style="-aw-bookmark-end:_Toc69753585"></span><span style="-aw-bookmark-end:_Toc69753880"></span><span style="-aw-bookmark-end:_Toc69754286"></span><span style="-aw-bookmark-end:_Toc69754515"></span><span style="-aw-bookmark-end:_Toc68259416"></span><span style="-aw-bookmark-end:_Toc68872839"></span><span style="-aw-bookmark-end:_Toc69029984"></span><span style="-aw-bookmark-end:_Toc69142831"></span><span style="-aw-bookmark-end:_Toc69143493"></span><span style="-aw-bookmark-end:_Toc69143569"></span><span style="-aw-bookmark-end:_Toc69143741"></span><span style="-aw-bookmark-end:_Toc69752643"></span><span style="-aw-bookmark-end:_Toc69752758"></span><span style="-aw-bookmark-end:_Toc69752828"></span><span style="-aw-bookmark-end:_Toc69752937"></span><span style="-aw-bookmark-end:_Toc69753068"></span><span style="-aw-bookmark-end:_Toc69753246"></span><span style="-aw-bookmark-end:_Toc69753586"></span><span style="-aw-bookmark-end:_Toc69753881"></span><span style="-aw-bookmark-end:_Toc69754287"></span><span style="-aw-bookmark-end:_Toc69754516"></span></a><span>NBP interest rates (at the end of the period)</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:341.2pt; margin-left:3.5pt; border:1pt solid #365f91; -aw-border-insideh:1pt single #365f91; -aw-border-insidev:1pt single #365f91; border-collapse:collapse">
				<tr style="height:15.75pt">
					<td style="width:117.1pt; border-right:1pt solid #365f91; border-bottom:1pt solid #365f91; padding-right:3pt; padding-left:3pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:101.05pt; border-right:1pt solid #365f91; border-left:1pt solid #365f91; border-bottom:1pt solid #365f91; padding-right:3pt; padding-left:3pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:107%; font-size:9pt">
							<span>Q4 2024 (%)</span>
						</p>
					</td>
					<td style="width:101.05pt; border-left:1pt solid #365f91; border-bottom:1pt solid #365f91; padding-right:3pt; padding-left:3pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:107%; font-size:9pt">
							<span>Q4 2025 (%)</span>
						</p>
					</td>
				</tr>
				<tr style="height:15.75pt">
					<td style="width:117.1pt; border-top:1pt solid #365f91; border-right:1pt solid #365f91; border-bottom:1pt solid #365f91; padding-right:3pt; padding-left:3pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:107%; font-size:9pt">
							<span>Reference rate</span>
						</p>
					</td>
					<td style="width:101.05pt; border:1pt solid #365f91; padding-right:3pt; padding-left:3pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; text-indent:18pt; text-align:center; line-height:107%; font-size:9pt">
							<span>5.75</span>
						</p>
					</td>
					<td style="width:101.05pt; border-top:1pt solid #365f91; border-left:1pt solid #365f91; border-bottom:1pt solid #365f91; padding-right:3pt; padding-left:3pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; text-indent:18pt; text-align:center; line-height:107%; font-size:9pt">
							<span>4.00</span>
						</p>
					</td>
				</tr>
				<tr style="height:15.75pt">
					<td style="width:117.1pt; border-top:1pt solid #365f91; border-right:1pt solid #365f91; border-bottom:1pt solid #365f91; padding-right:3pt; padding-left:3pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:107%; font-size:9pt">
							<span>Rediscount rate</span>
						</p>
					</td>
					<td style="width:101.05pt; border:1pt solid #365f91; padding-right:3pt; padding-left:3pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; text-indent:18pt; text-align:center; line-height:107%; font-size:9pt">
							<span>5.80</span>
						</p>
					</td>
					<td style="width:101.05pt; border-top:1pt solid #365f91; border-left:1pt solid #365f91; border-bottom:1pt solid #365f91; padding-right:3pt; padding-left:3pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; text-indent:18pt; text-align:center; line-height:107%; font-size:9pt">
							<span>4.05</span>
						</p>
					</td>
				</tr>
				<tr style="height:15.75pt">
					<td style="width:117.1pt; border-top:1pt solid #365f91; border-right:1pt solid #365f91; border-bottom:1pt solid #365f91; padding-right:3pt; padding-left:3pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:107%; font-size:9pt">
							<span>Discount rate</span>
						</p>
					</td>
					<td style="width:101.05pt; border:1pt solid #365f91; padding-right:3pt; padding-left:3pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; text-indent:18pt; text-align:center; line-height:107%; font-size:9pt">
							<span>5.85</span>
						</p>
					</td>
					<td style="width:101.05pt; border-top:1pt solid #365f91; border-left:1pt solid #365f91; border-bottom:1pt solid #365f91; padding-right:3pt; padding-left:3pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; text-indent:18pt; text-align:center; line-height:107%; font-size:9pt">
							<span>4.10</span>
						</p>
					</td>
				</tr>
				<tr style="height:15.75pt">
					<td style="width:117.1pt; border-top:1pt solid #365f91; border-right:1pt solid #365f91; border-bottom:1pt solid #365f91; padding-right:3pt; padding-left:3pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:107%; font-size:9pt">
							<span>Lombard rate</span>
						</p>
					</td>
					<td style="width:101.05pt; border:1pt solid #365f91; padding-right:3pt; padding-left:3pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; text-indent:18pt; text-align:center; line-height:107%; font-size:9pt">
							<span>6.25</span>
						</p>
					</td>
					<td style="width:101.05pt; border-top:1pt solid #365f91; border-left:1pt solid #365f91; border-bottom:1pt solid #365f91; padding-right:3pt; padding-left:3pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; text-indent:18pt; text-align:center; line-height:107%; font-size:9pt">
							<span>4.50</span>
						</p>
					</td>
				</tr>
				<tr style="height:15.75pt">
					<td style="width:117.1pt; border-top:1pt solid #365f91; border-right:1pt solid #365f91; padding-right:3pt; padding-left:3pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:107%; font-size:9pt">
							<span>Deposit rate</span>
						</p>
					</td>
					<td style="width:101.05pt; border-top:1pt solid #365f91; border-right:1pt solid #365f91; border-left:1pt solid #365f91; padding-right:3pt; padding-left:3pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; text-indent:18pt; text-align:center; line-height:107%; font-size:9pt">
							<span>5.25</span>
						</p>
					</td>
					<td style="width:101.05pt; border-top:1pt solid #365f91; border-left:1pt solid #365f91; padding-right:3pt; padding-left:3pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; text-indent:18pt; text-align:center; line-height:107%; font-size:9pt">
							<span>3.50</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025 a series of interest rate cuts totalling 175bp were implemented by the National Bank of Poland. The cuts were cumulated in the second half of the year - from July to December 2025, the Monetary Policy Council cut interest rates at every meeting. The main rationale for the rate cuts was the drop in current inflation, higher than earlier expectations. Council members also pointed out that the space for interest rate cuts is created by the progressive cooling of the labour market, including mainly a decline in wage growth. The main factor that was cited as a constraint on the scale of rate cuts was the fiscal situation and the high public finance sector deficit. In 2025, a number of MPC members indicated that interest rate cuts could fall in the range of 3.50-4.00%.</span><span style="background-color:#ffff00"> </span>
			</p>
			<h2 style="margin-top:12pt; margin-right:8.5pt; margin-bottom:18pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'2 2'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">2.2.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126632"><span style="-aw-bookmark-end:_Hlk155697889"></span><span style="font-variant:small-caps; color:#00468c">Residential real estate market</span></a>
			</h2>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Situation on the residential real estate market in Poland</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The residential property market in 2025 was characterized by gradual recovery in demand for residential property, mainly influenced by factors such as: (1) a series of interest rate reductions resulting in lower funding costs and an increase in the creditworthiness of residential real estate buyers, (2) stabilization of residential real estate prices, (3) real wage growth, (4) a stable labour market and low unemployment. The increased strength of demand was met with a record high supply of new residential real estate on the primary market, which was a factor that effectively held back residential prices.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Primary market</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The year 2025 in the domestic primary market started with a record high volume of new housing offerings in developers’ portfolios. During 2025, we saw a recovery in demand and an increase in housing sales, particularly during the fourth quarter. In total, 40,700 apartments were sold in the segment in 2025, which was 9% higher than in the previous year. At the same time, developers maintained high investment activity, offering 44,800 apartments, over than 4,000 more than they sold. Consequently, the offer of new apartments increased by 11% in the segment, reaching 62,100 apartments. The dynamic increase in sales towards the end of the year meant that the length of the average offer sale period shortened from more than six to less than five quarters during 2025.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The high supply of residential properties had a stabilizing effect on their prices. Data published by the NBP shows that the average transaction prices on the primary market in the segments of the six largest cities</span><a id="_ftnref4"></a><a href="#_ftn4" style="text-decoration:none"><span style="font-size:6.67pt; vertical-align:super; color:#000000">[4]</span></a><span> and 10 medium-sized cities</span><a id="_ftnref5"></a><a href="#_ftn5" style="text-decoration:none"><span style="font-size:6.67pt; vertical-align:super; color:#000000">[5]</span></a><span> were at almost the same level in the third quarter of 2025 as a year before. In contrast, data collected from the PKO BP SA Central Real Estate Database (CBN) for the fourth quarter of 2025 shows a 2% annual decrease in prices in the segment of six largest cities and a 3.7% annual increase in the segment of the 10 medium-sized cities.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Secondary market</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<a id="_Hlk220941011"><span>The price and volume trends on the secondary market were to a large extent convergent with those observed on the primary market. According to NBP data, in the segment of the six largest cities, average prices in the third quarter of 2025 were 1% lower than a year before, and in the segment of the 10 medium-sized cities, they were 2% higher, whereas data from the CBN’s banking database for the fourth quarter of 2025 shows a slight 1 per cent year-on-year average decline, nationwide.</span></a>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Supply and demand on the residential real estate market</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<a id="_Hlk220941149"><span>In 2025, developers maintained high investment activity, although it was slightly lower than in the very good 2024, when they were rebuilding their offerings following an intensive sell-off under the Safe Loan (BK) 2% programme. According to Statistics Poland (GUS), building permits were issued for 266,000 apartments in 2025 (9% less than in the previous year). The number of apartments under construction was 212,000 in 2025 (8% less than in the previous year). On the other hand, the number of apartments completed in 2025 was 209,000, 4% higher than in 2024. It should be noted that apartments are usually put on sale by developers shortly after the start of construction, so the demand is generally determined by the number of housing projects started, rather than the number of apartments completed.</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The recovery in demand was positively influenced by the stabilization of housing prices and the declining level of interest rates, with real wage growth remaining relatively high (according to GUS, in December 2025, the rate of wage growth in the corporate sector was +8.6% per annum, i.e. more than 6 percentage points above inflation). According to NBP data, the average interest rate on residential loans granted by banks in December 2025 was 6.3%, compared to 7.5% in December 2024. The synthetic measure of residential affordability in Poland, the M3 Housing Affordability Index, published by the Polish Bank Association (Amron Centre), which stood at 138.79 points at the end of 2024, rose to 153.37 points during the three quarters of 2025. The index reflects changes in affordability of apartments for a family consisting of two working people and an older child, with mortgage financing.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Purchases of residential real estate are financed with mortgages and household savings. According to NBP data, the estimated share of cash purchases of apartments on the primary market in the seven largest metropolitan areas in the third quarter of 2025 reached 46% compared with 57% in the fourth quarter of 2024. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>According to GUS, the nominal value of household deposits in the third quarter of 2025 increased by 9.2% y/y. This means that - in view of the drop in inflation to 3% (the average annual total consumer price index in the third quarter of 2025 published by the GUS) - the real value of household deposits has increased.</span><span style="-aw-bookmark-end:_Hlk220941149"></span>
			</p>
			<h2 style="margin-top:18pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'2 3'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">2.3.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126633"></a><a id="_Hlk189488080"><span style="font-variant:small-caps; color:#00468c">Residential loan market</span><span style="-aw-bookmark-end:_Toc224126633"></span></a>
			</h2>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>Based on NBP data, as at 31 December 2025, amounts due to banks in respect of residential loans in Poland were PLN</span><span> </span><span>514.7</span><span> </span><span>billion, up by 3.4% y/y. As at 31 December 2025, PLN-denominated loans amounted to PLN 474.1 billion (92% of the total amounts due to banks in respect of residential loans in Poland), up by 7.9% y/y.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>The total balance of residential loans in relation to the GDP as estimated by PKO Bank Polski at market prices stood at 13% at the end of 2025. This is significantly below the average for the European Union countries. This shows that the residential loan market in Poland has a great potential for further development.</span>
			</p>
			<h2 style="margin-top:12pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'2 4'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">2.4.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126634"><span style="-aw-bookmark-end:_Hlk189488080"></span><span style="font-variant:small-caps; color:#00468c">Mortgage covered bonds market</span></a>
			</h2>
			<p style="margin-top:12pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>As at 31 December 2025, five mortgage banks were operating in Poland: </span>
			</p>
			<p style="margin:0pt 8.5pt 6pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>PKO Bank Hipoteczny SA</span>
			</p>
			<p style="margin:0pt 8.5pt 6pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>mBank Hipoteczny SA</span>
			</p>
			<p style="margin:0pt 8.5pt 6pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>Pekao Bank Hipoteczny SA</span>
			</p>
			<p style="margin:0pt 8.5pt 6pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>ING Bank Hipoteczny SA</span>
			</p>
			<p style="margin:0pt 8.5pt 6pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>Millennium Bank Hipoteczny SA.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Polish mortgage covered bond market is relatively small and moderately liquid. As at the end of December 2025, total outstanding mortgage covered bonds issued by the mortgage banks operating in Poland amounted to PLN</span><span> </span><span>20.7 billion, i.e. PLN 3.7 billion more than as at 31 December 2024. As at 31 December 2025, mortgage covered bonds issued by Polish mortgage banks represented 4.0% of total value of mortgage loans granted by banks.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO Bank Hipoteczny SA is the largest issuer of mortgage covered bonds on the Polish market. The balance of outstanding mortgage covered bonds issued by PKO Bank Hipoteczny SA amounted to PLN</span><span> </span><span>8.4 billion as at 31</span><span> </span><span>December 2025 which represents more than 40.4% of the total outstanding mortgage covered bonds issued by mortgage banks operating in Poland.</span>
			</p>
			<h2 style="margin-top:12pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'2 5'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">2.5.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126635"><span style="font-variant:small-caps; color:#00468c">Regulatory and legal environment</span></a>
			</h2>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The operations of PKO Bank Hipoteczny SA were affected by legal, regulatory and supervisory solutions which entered into force in 2025, in particular those which related to:</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:100%; -aw-border-insideh:0.5pt single #e4202c; border-collapse:collapse">
				<tr>
					<td style="width:486.8pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:center; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps">Digital resilience</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:486.8pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; font-size:10pt">
							<span>On 17 January 2025, Regulation (EU) 2022/2554 of the European Parliament and of the Council of 14 December 2022 on digital operational resilience for the financial sector (DORA Regulation) entered into force, imposing a number of new ICT risk management obligations on financial entities, including increased reporting and auditing requirements, as well as enforcing reviews of procedures and resilience analyses.</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:486.8pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:center; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps">Mortgage loans</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:486.8pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt dotted #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt dot; -aw-border-top:0.5pt single">
						<p style="margin-top:2pt; margin-right:8.5pt; margin-bottom:2pt; text-align:justify; font-size:10pt">
							<span>On 1 April 2025, in accordance with the Electronic Delivery Act of 18 November 2020 and the Communication of the Minister of Digitization, the obligation for entities registered with the National Court Register (KRS) to have and use an address for e-Delivery (ADE) came into force. Accordingly, the Bank set up an ADE, adapted its contractual templates and changed its internal regulations and processes to take into account the new form of contact.</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:486.8pt; border-top:0.75pt dotted #e4202c; border-bottom:0.75pt dotted #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt dot; -aw-border-top:0.5pt dot">
						<p style="margin-top:2pt; margin-right:8.5pt; margin-bottom:2pt; text-align:justify; font-size:10pt">
							<span>On 5 April 2025, amendments to the Act of 23 March 2017 on Mortgage Credit and the Supervision of Mortgage Credit Intermediaries and Agents came into force, increasing the Bank’s information obligations towards the consumer in the event of a planned change to the provisions of a mortgage loan agreement.</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:486.8pt; border-top:0.75pt dotted #e4202c; border-bottom:0.75pt dotted #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt dot; -aw-border-top:0.5pt dot">
						<p style="margin-top:2pt; margin-right:8.5pt; margin-bottom:2pt; text-align:justify; font-size:10pt">
							<span>The Act of 26 April 2024 on ensuring that business entities meet accessibility requirements for certain products and service defines the accessibility requirements for products and services, the obligations of businesses to ensure that the accessibility requirements for products and services are met, and the system, rules and procedures for supervision in ensuring that the accessibility requirements for products and services are met. The Bank has updated its templates for letters, contracts and information addressed to consumers. The Bank’s website was also adapted and relevant internal regulations were updated.</span>
						</p>
					</td>
				</tr>
				<tr style="height:9pt">
					<td style="width:486.8pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">LOAN FUNDING</span>
						</p>
					</td>
				</tr>
				<tr style="height:9pt">
					<td style="width:486.8pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:1pt; text-align:justify; font-size:10pt">
							<span>On 15 July 2024, the Polish Financial Supervision Authority (PFSA) issued a recommendation on the Long-term Funding Ratio (WFD), which aims to reduce the risk of funding long-term mortgage loans with short-term deposits primarily replacing them with long-term debt instruments that cannot be redeemed in at least one year. The recommendation requires domestic banks to maintain a WFD of at least 40% from 31 December 2026 onwards. Banks are obliged to report the ratio monthly to the PFSA, which monitors the implementation of the Recommendation. From 31 December 2027 onwards, the PFSA may make changes to the expected level of the WFD in the following years, taking into account both the condition of individual banks and the macroeconomic situation. On 21 November 2025, the PFSA proposed amendments to the WFD recommendation consisting, among other things, of a change in the way instruments were to be included in own funds and a reduction in the expected level of the WFD.</span><span style="font-size:8pt"> </span>
						</p>
					</td>
				</tr>
				<tr style="height:9pt">
					<td style="width:486.8pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:center; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Reporting</span>
						</p>
					</td>
				</tr>
				<tr style="height:9pt">
					<td style="width:486.8pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:2pt; margin-right:8.5pt; margin-bottom:2pt; text-align:justify; font-size:10pt">
							<span>On 1 January 2025, the Act of 6 December 2024 amending the Act on Accounting, Statutory Auditors, Audit Firms and Public Oversight and certain other Acts entered into force, implementing the CSRD in relation to corporate sustainability reporting. As a result of legislative changes at the EU level, further amendments were made to the act in question, on the basis of which the sustainability reporting obligation for wave 2 and 3 obligated entities was postponed for two years.</span>
						</p>
					</td>
				</tr>
				<tr style="height:9pt">
					<td style="width:486.8pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:2pt; margin-right:8.5pt; margin-bottom:2pt; text-align:justify; font-size:10pt">
							<span>On 25 June 2025, the Regulation of the Minister of Finance of 6 June 2025 on current and periodical information to be reported by issuers of securities and on conditions for recognizing as equivalent information required by the laws of a non-member state came into force, mainly to align the legislation with the CSRD.</span>
						</p>
					</td>
				</tr>
				<tr style="height:9pt">
					<td style="width:486.8pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:center; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Risk management</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:486.8pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt dotted #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt dot; -aw-border-top:0.5pt single">
						<p style="margin:2pt 8.5pt 2pt 1.55pt; text-indent:-1.55pt; text-align:justify; font-size:10pt">
							<span>On 24 September 2024, the Regulation of the Minister of Finance of 18 September 2024 on the countercyclical buffer rate, according to which the countercyclical buffer rate is 1% of the total risk exposure of institutions that have credit exposures in the territory of the Republic of Poland was published in the Journal of Laws. This rate shall apply from the first day after 12 months have passed from the date of publication of the regulation.</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:486.8pt; border-top:0.75pt dotted #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt dot">
						<p style="margin:0pt 8.5pt 2pt 1.55pt; text-indent:-1.55pt; text-align:justify; font-size:10pt">
							<span>On 9 January 2025, the European Banking Authority published guidelines on the environmental, social and corporate governance (ESG) risks, which include minimum standards and reference methods to identify, measure, manage and monitor ESG risks, and qualitative and quantitative criteria for assessing the impact of ESG risks on an institution’s risk and solvency profile. The guidelines also set out the content of the transition plans.</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:486.8pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:center; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Personnel Issues</span>
						</p>
					</td>
				</tr>
				<tr style="height:36.95pt">
					<td style="width:486.8pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:2pt; margin-right:8.5pt; margin-bottom:2pt; text-align:justify; font-size:10pt">
							<span>On 24 December 2025, the Act of 4 June 2025 amending the Labour Code Act came into force, increasing the transparency of recruitment by requiring employers to disclose salary ranges and relevant provisions of the remuneration regulations to candidates.</span>
						</p>
					</td>
				</tr>
				<tr style="height:9pt">
					<td style="width:486.8pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:center; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Confidential Information</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:486.8pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt dotted #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt dot; -aw-border-top:0.5pt single">
						<p style="margin-top:2pt; margin-right:8.5pt; margin-bottom:2pt; text-align:justify; font-size:10pt">
							<span>On 17 December 2025, the PFSA published a position paper on how to keep private data for the purposes of an issuer’s obligation to maintain a list of insiders and the form of confirmation of the obligations referred to in the MAR.</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:486.8pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:center; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Interest Rate Benchmark Reform</span>
						</p>
					</td>
				</tr>
				<tr style="height:36.95pt">
					<td style="width:486.8pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:1pt; text-align:justify; font-size:10pt">
							<span>As part of the work of the Benchmark Reform Taskforce, in relation to the planned change of the benchmark to POLSTR:</span>
						</p>
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:1pt; text-align:justify; font-size:10pt">
							<span>- on 12 September 2025, the Taskforce’s Steering Committee issued a Recommendation on the principles and methods of applying the POLSTR interest rate benchmark when entering into new contracts for Polish zloty products based on reference rates offered by financial market entities</span>
						</p>
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:1pt; text-align:justify; font-size:10pt">
							<span>- on 6 October 2025, the Taskforce’s Steering Committee published a Recommendation on the use of the POLSTR® reference rate in floating rate debt securities</span>
						</p>
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:1pt; text-align:justify; font-size:10pt">
							<span>- on 30 September 2025, GPW Benchmark SA announced that it will cease to develop WIBID® and WIBOR® Reference Rates for the following Fixing Tenors on the dates indicated below:</span>
						</p>
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:1pt; text-align:justify; font-size:10pt">
							<span style="-aw-import:spaces">    </span><span>Overnight (O/N) - from 1 October 2026</span>
						</p>
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:1pt; text-align:justify; font-size:10pt">
							<span style="-aw-import:spaces">    </span><span>Tomorrow/Next (Y/N) - from 22 December 2025</span>
						</p>
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:1pt; text-align:justify; font-size:10pt">
							<span style="-aw-import:spaces">    </span><span>2 weeks (2W) - from 22 December 2025</span>
						</p>
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:1pt; text-align:justify; font-size:10pt">
							<span style="-aw-import:spaces">    </span><span>1 year (1Y):</span>
						</p>
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:1pt; text-align:justify; font-size:10pt">
							<span style="-aw-import:spaces">        </span><span>from 22 December 2025 based on the existing method</span>
						</p>
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:1pt; text-align:justify; font-size:10pt">
							<span style="-aw-import:spaces">        </span><span>from 22 December 2026, following a change in the method for developing the WIBOR reference index for 1Y Fixing Tenor</span>
						</p>
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:1pt; text-align:justify; font-size:10pt">
							<span>- on 21 November 2025, the Ministry of Finance carried out the first pilot issue of POLSTR index-based government bonds</span>
						</p>
						<p style="margin-top:2pt; margin-right:8.5pt; margin-bottom:2pt; text-align:justify; font-size:10pt">
							<span>- on 28 November 2025, the Taskforce’s Steering Committee published a recommendation to convert WIBOR interest rate derivatives to the POLSTR benchmark</span>
						</p>
					</td>
				</tr>
			</table>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:16pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:'%0.'; -aw-list-number-styles:'decimal'; -aw-list-number-values:'3'; -aw-list-padding-sml:37.26pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#004c8c">3.</span><span style="width:37.26pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                          </span></span><a id="_Toc224126636"><span style="font-variant:small-caps; color:#00468c">Financial performance and capital adequacy</span></a><span style="font-variant:small-caps; color:#00468c"> </span>
			</h2>
			<p style="margin-top:0pt; margin-bottom:0pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<div style="margin-right:3.75pt; border:0.75pt solid #000000; -aw-border:0.5pt single; clear:both">
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-top:1pt; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Key financial indicators of PKO Bank Hipoteczny SA</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Statement of financial position of PKO Bank Hipoteczny SA</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Income statement of PKO Bank Hipoteczny SA</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Requirements regarding own funds (Pillar I)</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Internal capital (Pillar II)</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Disclosures (Pillar III)</span>
				</p>
			</div>
			<h2 style="margin-top:18pt; margin-bottom:18pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'3 1'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">3.1.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc93498821"></a><a id="_Toc224126637"><span style="font-variant:small-caps; color:#00468c">Key financial indicators of PKO Bank Hipoteczny </span><span style="-aw-bookmark-end:_Toc93498821"></span><span style="font-variant:small-caps; color:#00468c">SA</span></a><span style="font-variant:small-caps; color:#00468c"> </span>
			</h2>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<tr style="height:14.15pt">
					<td style="width:219.7pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:top; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
							<span style="color:#ff0000; -aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:73.5pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">31.12.2025</span>
						</p>
					</td>
					<td style="width:73.5pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">31.12.2024</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:219.7pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Total assets (in PLN M)</span>
						</p>
					</td>
					<td style="width:73.5pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>17,938.3</span>
						</p>
					</td>
					<td style="width:73.5pt; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>17,376.7</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:219.7pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>ROA </span><a id="_ftnref6"></a><a href="#_ftn6" style="text-decoration:none"><span style="font-size:6pt; vertical-align:super; color:#000000">[6]</span></a><span> </span>
						</p>
					</td>
					<td style="width:73.5pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>0.5</span>
						</p>
					</td>
					<td style="width:73.5pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>0.7</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:219.7pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>ROE</span><a id="_ftnref7"></a><a href="#_ftn7" style="text-decoration:none"><span style="font-size:6pt; vertical-align:super; color:#000000">[7]</span></a><span> </span>
						</p>
					</td>
					<td style="width:73.5pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>5.4</span>
						</p>
					</td>
					<td style="width:73.5pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>7.8</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:219.7pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Total capital ratio (TCR)</span>
						</p>
					</td>
					<td style="width:73.5pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>28.7%</span>
						</p>
					</td>
					<td style="width:73.5pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>22.9%</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:219.7pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Leverage ratio (LR) </span>
						</p>
					</td>
					<td style="width:73.5pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>9.2%</span>
						</p>
					</td>
					<td style="width:73.5pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>9.5%</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:219.7pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Cost/income ratio (C/I)</span><a id="_ftnref8"></a><a href="#_ftn8" style="text-decoration:none"><span style="font-size:6pt; vertical-align:super; color:#000000">[8]</span></a>
						</p>
					</td>
					<td style="width:73.5pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>27.7%</span>
						</p>
					</td>
					<td style="width:73.5pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>22.6%</span>
						</p>
					</td>
				</tr>
			</table>
			<h2 style="margin-top:18pt; margin-bottom:18pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'3 2'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">3.2.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc93498822"></a><a id="_Toc224126638"><span style="font-variant:small-caps; color:#00468c">Statement of financial position of PKO Bank Hipoteczny SA</span><span style="-aw-bookmark-end:_Toc93498822"></span></a><span style="font-variant:small-caps; color:#00468c"> </span>
			</h2>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<tr style="height:14.15pt">
					<td style="width:220pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:9pt">
							<span>in PLN million</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">31.12.2025</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">31.12.2024</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Cash and balances with the Central Bank</span>
						</p>
					</td>
					<td style="width:73.4pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>0.0</span>
						</p>
					</td>
					<td style="width:73.4pt; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>0.4</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Amounts due from banks</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>2.9</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>10.2</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Derivative hedging instruments</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>0.2</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>0.0</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Securities</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>786.2</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>749.3</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Loans and advances to customers </span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>17,130.4</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>16,600.7</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Other assets</span><a id="_ftnref9"></a><a href="#_ftn9" style="text-decoration:none"><span style="font-size:6pt; vertical-align:super; color:#000000">[9]</span></a>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>18.6</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>16.1</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span style="font-weight:bold; font-variant:small-caps">TOTAL ASSETS</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">17,938.3</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">17,376.7</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:7pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<tr style="height:14.15pt">
					<td style="width:220pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:9pt">
							<span>in PLN million</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">31.12.2025</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">31.12.2024</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Amounts due to banks</span>
						</p>
					</td>
					<td style="width:73.4pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>4,679.6</span>
						</p>
					</td>
					<td style="width:73.4pt; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>5,342.8</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Derivative hedging instruments</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>21.7</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>208.7</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Liabilities in respect of mortgage covered bonds issued</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>8,431.6</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>7,233.4</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Liabilities in respect of bonds issued </span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>2,925.8</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>2,721.3</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Other liabilities and provisions</span><a id="_ftnref10"></a><a href="#_ftn10" style="text-decoration:none"><span style="font-size:6pt; vertical-align:super; color:#000000">[10]</span></a>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>138.7</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>127.0</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Equity </span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>1,740.9</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>1,743.5</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span style="font-weight:bold">TOTAL LIABILITIES AND EQUITY </span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">17,938.3</span>
						</p>
					</td>
					<td style="width:73.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">17,376.7</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:6pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>As at 31 December 2025, total assets of PKO Bank Hipoteczny SA amounted to PLN 17,938.3 million. Residential loans were the key component of the Bank’s assets. Their carrying amount, taking into account allowances for expected credit losses recognized as at 31 December 2025, amounted to PLN</span><span> </span><span>17,130.4</span><span> </span><span>million, of which loans granted by PKO Bank Hipoteczny SA amounted to PLN</span><span> </span><span>9,099.5 million, whereas loans purchased from PKO Bank Polski SA amounted to PLN 8,112.4 million.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>On the liabilities side, the share of mortgage covered bonds increased and accounted for 47% of the balance sheet total at the end of December 2025. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, PKO Bank Hipoteczny SA carried out:</span>
			</p>
			<p style="margin:3pt 8.5pt 3pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>an issue PLN-denominated mortgage covered bonds of PLN 800 million;</span>
			</p>
			<p style="margin:3pt 8.5pt 3pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>a benchmark issue of EUR-denominated covered bonds of EUR 500 million;</span>
			</p>
			<p style="margin:3pt 8.5pt 3pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>an issue PLN-denominated retail mortgage covered bonds of PLN 1,155 million. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Thus, the carrying value of mortgage covered bonds was PLN 8,431.6 million as at the end of December 2025, </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>which is an increase of 17% compared to the end of 2024.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>As at 31 December 2025, financial liabilities to PKO Bank Polski SA constituted a significant item of the Bank’s liabilities. They consisted of liabilities in the form of loans, overdraft facilities up to the limit available, liabilities in respect of receivables purchased, liabilities in respect of mortgage covered bonds and other bonds acquired by PKO Bank Polski SA and other liabilities to PKO Bank Polski SA. Their total balance was PLN</span><span> </span><span>5,235.9 million. Unsecured bonds issued by the Bank were also a significant source of funding for the Bank’s operations, with a balance of PLN</span><span> </span><span>2,925.8 million as at 31 December 2025, up 7.5% compared with the end of 2024. Equity amounted to PLN</span><span> </span><span>1,740.9 million as at 31 December 2025 (PLN 1,743.5 million at the end of 2024). </span>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:18pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'3 3'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">3.3.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc93498823"></a><a id="_Toc224126639"><span style="font-variant:small-caps; color:#00468c">Income statement of PKO Bank Hipoteczny SA</span><span style="-aw-bookmark-end:_Toc93498823"></span></a><span style="font-variant:small-caps; color:#00468c"> </span>
			</h2>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<thead>
					<tr style="height:22.7pt">
						<td style="width:220.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:9pt">
								<span>in PLN million</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">01.01.2025– 31.12.2025</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">01.01.2024– 31.12.2024</span>
							</p>
						</td>
						<td style="width:73.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">Change y/y</span><br></br><span style="font-weight:bold">(in PLN million)</span>
							</p>
						</td>
					</tr>
				</thead>
				<tbody>
					<tr>
						<td style="width:220.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt">
								<span>Net interest income</span>
							</p>
						</td>
						<td style="width:73.3pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>261.4</span>
							</p>
						</td>
						<td style="width:73.3pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>286.8</span>
							</p>
						</td>
						<td style="width:73.35pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>(25.4)</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:220.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt">
								<span>Net fee and commission income</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>(7.0)</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>(4.7)</span>
							</p>
						</td>
						<td style="width:73.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>(2.3)</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:220.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt">
								<span>Net foreign exchange gains / (losses)</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>0.1</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>4.0</span>
							</p>
						</td>
						<td style="width:73.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>(3.9)</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:220.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt">
								<span>Net allowance for expected credit losses</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>7.2</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>5.4</span>
							</p>
						</td>
						<td style="width:73.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>1.8</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:220.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt">
								<span>Net other operating income and expenses</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>0.6</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>0.3</span>
							</p>
						</td>
						<td style="width:73.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>0.3</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:220.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt">
								<span>Administrative expenses </span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>(53.5)</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>(47.4)</span>
							</p>
						</td>
						<td style="width:73.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>(6.1)</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:220.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt">
								<span>Regulatory charges</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>(17.3)</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>(17.4)</span>
							</p>
						</td>
						<td style="width:73.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>0.1</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:220.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt">
								<span>Tax on certain financial institutions</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>(48.9)</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>(51.0)</span>
							</p>
						</td>
						<td style="width:73.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>2.1</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:220.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span style="font-weight:bold">Operating profit</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="font-weight:bold">142.6</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="font-weight:bold">176.1</span>
							</p>
						</td>
						<td style="width:73.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="font-weight:bold">(33.5)</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:220.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span style="font-weight:bold">Profit before tax</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="font-weight:bold">142.6</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="font-weight:bold">176.1</span>
							</p>
						</td>
						<td style="width:73.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="font-weight:bold">(33.5)</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:220.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-left:8.8pt; margin-bottom:0pt; font-size:9pt">
								<span>Income tax expense</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>(47.5)</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>(45.8)</span>
							</p>
						</td>
						<td style="width:73.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>(1.7)</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:220.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span style="font-weight:bold">Net profit</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="font-weight:bold">95.1</span>
							</p>
						</td>
						<td style="width:73.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="font-weight:bold">130.3</span>
							</p>
						</td>
						<td style="width:73.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="font-weight:bold">(35.2)</span>
							</p>
						</td>
					</tr>
				</tbody>
			</table>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="color:#ff0000; -aw-import:ignore"> </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<a id="_Hlk157429613"><span>PKO Bank Hipoteczny SA ended 2025 with a net profit of PLN 95.1 million, a decrease of PLN 35.2 million compared to 2024. The lower net profit y/y was mainly the result of a decrease in market interest rates and the impact of the increase in CIT for banks (from 1 January 2026) on deferred tax already in 2025.</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In the period under analysis, the Bank generated interest income of PLN 1,180.3, of which interest income on residential loans measured at amortised cost amounted to PLN</span><span> </span><span>1,133.0 million. During this period, the Bank incurred interest expense of PLN 918.9 million, including interest on mortgage covered bonds and the cost of hedging transactions which amounted to PLN 479.1 million in total.</span><span style="-aw-import:spaces">   </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The realized turnover (understood as interest income and fee and commission income) was generated entirely from the Bank’s operations in Poland. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, the Bank incurred administrative expenses of PLN</span><span> </span><span>53.5 million. Material costs of PLN 28.5 million were a</span><span> </span><span>significant item in the structure of administrative expenses, of which PLN</span><span> </span><span>20.0 million were costs related to services provided by PKO BP under an outsourcing contract. Employee benefit cost amounted to PLN 23.2 million. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, regulatory charges amounted to PLN</span><span> </span><span>17.3 million. A contribution to the Bank Guarantee Fund’s resolution fund which amounted to PLN 14.0 million was the main component of this item. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Tax on certain financial institutions of PLN 48.9 million in the reporting period was another material item of the cost of the Bank’s activities.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>A high level of costs of regulatory charges and taxes has a material impact on the Bank’s profitability.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank’s net allowances for expected credit losses amounted to PLN 7.2 million in 2025 (a net release of provisions) which translated to a credit risk cost ratio of -0.04%. In 2024, the respective amounts were PLN 5.4 million and -0.03%. The cost of risk is at a very low level as a result of maintaining strict control of credit risk, which translates into the very good quality of the loan portfolio.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="-aw-bookmark-end:_Hlk157429613"></span><span style="font-weight:bold; font-variant:small-caps; color:#00468c">Dividend paid</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>On 27 June 2025, the Ordinary General Shareholders’ Meeting of PKO Bank Hipoteczny SA passed a resolution on profit distribution for the financial year 2024, in which: </span>
			</p>
			<p style="margin:3pt 8.5pt 12pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>PLN 32.6 million was allocated to the Bank’s supplementary capital, including 8% of the profit in accordance with Articles 348 and 396 of the Commercial Companies Code,</span>
			</p>
			<p style="margin:3pt 8.5pt 12pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>PLN 97.7 million, i.e. the remaining portion of the profit was earmarked for payment of dividend. On 30 June 2025, the funds for the payment of dividend to PKO Bank Polski SA were transferred to the non-public market companies’ shareholders register maintained by the Brokerage Office of PKO BP. </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">The Bank’s funding structure</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The table below presents the structure of the Bank’s funding sources:</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<tr style="height:14.15pt">
					<td style="width:220.65pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:10pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:115.15pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">31.12.2025</span>
						</p>
					</td>
					<td style="width:115.2pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">31.12.2024</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220.65pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Mortgage covered bonds issued</span>
						</p>
					</td>
					<td style="width:115.15pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>47.0%</span>
						</p>
					</td>
					<td style="width:115.2pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>41.6%</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220.65pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Funds from the Parent Company</span>
						</p>
					</td>
					<td style="width:115.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>26.1%</span>
						</p>
					</td>
					<td style="width:115.2pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>30.8%</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220.65pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Bonds issued</span>
						</p>
					</td>
					<td style="width:115.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>16.3%</span>
						</p>
					</td>
					<td style="width:115.2pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>15.7%</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220.65pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Equity</span>
						</p>
					</td>
					<td style="width:115.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>9.7%</span>
						</p>
					</td>
					<td style="width:115.2pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>10.0%</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220.65pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Other</span>
						</p>
					</td>
					<td style="width:115.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>0.9%</span>
						</p>
					</td>
					<td style="width:115.2pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>1.9%</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220.65pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span style="font-weight:bold">Total</span>
						</p>
					</td>
					<td style="width:115.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span style="font-weight:bold">100.0%</span>
						</p>
					</td>
					<td style="width:115.2pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span style="font-weight:bold">100.0%</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>As at 31 December 2025 and 31 December 2024, by Bank was not in default in respect of any contractual liabilities. </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>As at 31 December 2025, the total amount of the Bank's financial liabilities, as defined in the Act on Bonds, Article </span><span style="-aw-import:spaces"> </span><span>35.1 as of 15 January 2015, amounted to PLN 16.2 billion and was higher than the forecast of financial liabilities as at that date by PLN 1.8 billion, of which PLN 1.5 billion was related to covered bonds. The increase in the value of covered bonds was primarily due to the business decision made in 2025 to expand and direct the Bank's covered bonds offering to individual customers. The new project proved to be a historic success for the Bank.</span>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'3 4'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">3.4.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc188971716"></a><a id="_Toc188973062"></a><a id="_Toc188973214"></a><a id="_Toc188973737"></a><a id="_Toc188971721"></a><a id="_Toc188973067"></a><a id="_Toc188973219"></a><a id="_Toc188973742"></a><a id="_Toc188971722"></a><a id="_Toc188973068"></a><a id="_Toc188973220"></a><a id="_Toc188973743"></a><a id="_Toc127369016"></a><a id="_Toc127448499"></a><a id="_Toc127453779"></a><a id="_Toc127518232"></a><a id="_Toc127518313"></a><a id="_Toc127526039"></a><a id="_Toc127533236"></a><a id="_Toc127540726"></a><a id="_Toc127542495"></a><a id="_Toc127885651"></a><a id="_Toc127369019"></a><a id="_Toc127448502"></a><a id="_Toc127453782"></a><a id="_Toc127518235"></a><a id="_Toc127518316"></a><a id="_Toc127526042"></a><a id="_Toc127533239"></a><a id="_Toc127540729"></a><a id="_Toc127542498"></a><a id="_Toc127885654"></a><a id="_Toc127369021"></a><a id="_Toc127448504"></a><a id="_Toc127453784"></a><a id="_Toc127518237"></a><a id="_Toc127518318"></a><a id="_Toc127526044"></a><a id="_Toc127533241"></a><a id="_Toc127540731"></a><a id="_Toc127542500"></a><a id="_Toc127885656"></a><a id="_Toc127369022"></a><a id="_Toc127448505"></a><a id="_Toc127453785"></a><a id="_Toc127518238"></a><a id="_Toc127518319"></a><a id="_Toc127526045"></a><a id="_Toc127533242"></a><a id="_Toc127540732"></a><a id="_Toc127542501"></a><a id="_Toc127885657"></a><a id="_Toc127369050"></a><a id="_Toc127448533"></a><a id="_Toc127453813"></a><a id="_Toc127518266"></a><a id="_Toc127518347"></a><a id="_Toc127526073"></a><a id="_Toc127533270"></a><a id="_Toc127540760"></a><a id="_Toc127542529"></a><a id="_Toc127885685"></a><a id="_Toc127369051"></a><a id="_Toc127448534"></a><a id="_Toc127453814"></a><a id="_Toc127518267"></a><a id="_Toc127518348"></a><a id="_Toc127526074"></a><a id="_Toc127533271"></a><a id="_Toc127540761"></a><a id="_Toc127542530"></a><a id="_Toc127885686"></a><a id="_Toc224126640"><span style="-aw-bookmark-end:_Toc188971716"></span><span style="-aw-bookmark-end:_Toc188973062"></span><span style="-aw-bookmark-end:_Toc188973214"></span><span style="-aw-bookmark-end:_Toc188973737"></span><span style="-aw-bookmark-end:_Toc188971721"></span><span style="-aw-bookmark-end:_Toc188973067"></span><span style="-aw-bookmark-end:_Toc188973219"></span><span style="-aw-bookmark-end:_Toc188973742"></span><span style="-aw-bookmark-end:_Toc188971722"></span><span style="-aw-bookmark-end:_Toc188973068"></span><span style="-aw-bookmark-end:_Toc188973220"></span><span style="-aw-bookmark-end:_Toc188973743"></span><span style="-aw-bookmark-end:_Toc127369016"></span><span style="-aw-bookmark-end:_Toc127448499"></span><span style="-aw-bookmark-end:_Toc127453779"></span><span style="-aw-bookmark-end:_Toc127518232"></span><span style="-aw-bookmark-end:_Toc127518313"></span><span style="-aw-bookmark-end:_Toc127526039"></span><span style="-aw-bookmark-end:_Toc127533236"></span><span style="-aw-bookmark-end:_Toc127540726"></span><span style="-aw-bookmark-end:_Toc127542495"></span><span style="-aw-bookmark-end:_Toc127885651"></span><span style="-aw-bookmark-end:_Toc127369019"></span><span style="-aw-bookmark-end:_Toc127448502"></span><span style="-aw-bookmark-end:_Toc127453782"></span><span style="-aw-bookmark-end:_Toc127518235"></span><span style="-aw-bookmark-end:_Toc127518316"></span><span style="-aw-bookmark-end:_Toc127526042"></span><span style="-aw-bookmark-end:_Toc127533239"></span><span style="-aw-bookmark-end:_Toc127540729"></span><span style="-aw-bookmark-end:_Toc127542498"></span><span style="-aw-bookmark-end:_Toc127885654"></span><span style="-aw-bookmark-end:_Toc127369021"></span><span style="-aw-bookmark-end:_Toc127448504"></span><span style="-aw-bookmark-end:_Toc127453784"></span><span style="-aw-bookmark-end:_Toc127518237"></span><span style="-aw-bookmark-end:_Toc127518318"></span><span style="-aw-bookmark-end:_Toc127526044"></span><span style="-aw-bookmark-end:_Toc127533241"></span><span style="-aw-bookmark-end:_Toc127540731"></span><span style="-aw-bookmark-end:_Toc127542500"></span><span style="-aw-bookmark-end:_Toc127885656"></span><span style="-aw-bookmark-end:_Toc127369022"></span><span style="-aw-bookmark-end:_Toc127448505"></span><span style="-aw-bookmark-end:_Toc127453785"></span><span style="-aw-bookmark-end:_Toc127518238"></span><span style="-aw-bookmark-end:_Toc127518319"></span><span style="-aw-bookmark-end:_Toc127526045"></span><span style="-aw-bookmark-end:_Toc127533242"></span><span style="-aw-bookmark-end:_Toc127540732"></span><span style="-aw-bookmark-end:_Toc127542501"></span><span style="-aw-bookmark-end:_Toc127885657"></span><span style="-aw-bookmark-end:_Toc127369050"></span><span style="-aw-bookmark-end:_Toc127448533"></span><span style="-aw-bookmark-end:_Toc127453813"></span><span style="-aw-bookmark-end:_Toc127518266"></span><span style="-aw-bookmark-end:_Toc127518347"></span><span style="-aw-bookmark-end:_Toc127526073"></span><span style="-aw-bookmark-end:_Toc127533270"></span><span style="-aw-bookmark-end:_Toc127540760"></span><span style="-aw-bookmark-end:_Toc127542529"></span><span style="-aw-bookmark-end:_Toc127885685"></span><span style="-aw-bookmark-end:_Toc127369051"></span><span style="-aw-bookmark-end:_Toc127448534"></span><span style="-aw-bookmark-end:_Toc127453814"></span><span style="-aw-bookmark-end:_Toc127518267"></span><span style="-aw-bookmark-end:_Toc127518348"></span><span style="-aw-bookmark-end:_Toc127526074"></span><span style="-aw-bookmark-end:_Toc127533271"></span><span style="-aw-bookmark-end:_Toc127540761"></span><span style="-aw-bookmark-end:_Toc127542530"></span><span style="-aw-bookmark-end:_Toc127885686"></span><span style="font-variant:small-caps; color:#00468c">Requirements regarding own funds (Pillar I)</span></a>
			</h2>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">General information</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Starting from 1 January 2025, changes were made to the calculation of capital requirements for credit and operational risk and the estimation of own funds, in accordance with Regulation (EU) 2024/1623 of the European Parliament and of the Council of 31 May 2024 amending Regulation (EU) No 575/2013 as regards requirements for credit risk, credit valuation adjustment risk, operational risk, market risk and the output floor (CRR 3).</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The changes related in particular to:</span>
			</p>
			<p style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>Updating the risk weights for exposures secured by residential real estate;</span>
			</p>
			<p style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>Updating credit conversion factors (CCFs) for off-balance sheet exposures;</span>
			</p>
			<p style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>Introducing an obligation to calculate the credit requirement for accepted credit applications for which no contract has been signed;</span>
			</p>
			<p style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>Changing the method of calculating the capital requirement for operational risk - from the BIA to the new standardized approach;</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In accordance with the CRR, the Bank calculates requirements in respect of own funds for the following risk types:</span>
			</p>
			<p style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>credit risk – according to the standardized approach; </span>
			</p>
			<p style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>credit valuation adjustment (CVA) risk – according to the standardized approach;</span>
			</p>
			<p style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>settlement and delivery risk – according to the standardized approach; </span>
			</p>
			<p style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>operational risk - according to the standardized approach based on the business indicator component (BIC), </span>
			</p>
			<p style="margin-top:0pt; margin-left:14.2pt; margin-bottom:6pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>market risk (foreign exchange risk only) – according to basic methods.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>As at 31 December 2025, own fund requirements regarding the risk of credit valuation adjustment, settlement and delivery, and market risk were nil, therefore, the total requirement in respect of own funds comprised the requirements for credit and operational risks.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:484.15pt; margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<tr style="height:14.15pt">
					<td style="width:220.65pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:9pt">
							<span>Own funds requirements </span>
						</p>
					</td>
					<td style="width:115.15pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">31.12.2025</span>
						</p>
					</td>
					<td style="width:115.2pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">31.12.2024</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220.65pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Credit risk (in PLN million)</span>
						</p>
					</td>
					<td style="width:115.15pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>426.3</span>
						</p>
					</td>
					<td style="width:115.2pt; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>531.6</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220.65pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Operational risk (in PLN million)</span>
						</p>
					</td>
					<td style="width:115.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>41.3</span>
						</p>
					</td>
					<td style="width:115.2pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>49.3</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220.65pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Total own funds requirement (in PLN million)</span>
						</p>
					</td>
					<td style="width:115.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>467.6</span>
						</p>
					</td>
					<td style="width:115.2pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>581.0</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220.65pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Common equity Tier 1 capital ratio (CET1)</span>
						</p>
					</td>
					<td style="width:115.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>28.7%</span>
						</p>
					</td>
					<td style="width:115.2pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>22.9%</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220.65pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Tier 1 capital ratio (T1)</span>
						</p>
					</td>
					<td style="width:115.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>28.7%</span>
						</p>
					</td>
					<td style="width:115.2pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>22.9%</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:220.65pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span style="font-weight:bold">Total capital ratio (TCR)</span>
						</p>
					</td>
					<td style="width:115.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>28.7%</span>
						</p>
					</td>
					<td style="width:115.2pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>22.9%</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The following tables show exposure values, risk-weighted assets (RWA) and own funds requirements, by exposure class:</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<thead>
					<tr style="height:19.85pt">
						<td style="width:217.15pt; border:0.75pt solid #ffffff; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span>31.12.2025</span>
							</p>
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span>in PLN million</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ff0000; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">Gross exposure</span>
							</p>
						</td>
						<td style="width:60.7pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ff0000; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">Exposure value</span><a id="_ftnref11"></a><a href="#_ftn11" style="text-decoration:none"><span style="font-size:6pt; font-weight:bold; vertical-align:super; color:#000000">[11]</span></a>
							</p>
						</td>
						<td style="width:53.85pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ff0000; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">Risk-weighted assets (RWA)</span>
							</p>
						</td>
						<td style="width:53.9pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ff0000; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">Own funds requirement</span>
							</p>
						</td>
					</tr>
				</thead>
				<tbody>
					<tr>
						<td style="width:217.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>Retail exposures</span><a id="_ftnref12"></a><a href="#_ftn12" style="text-decoration:none"><span style="font-size:6pt; vertical-align:super; color:#000000">[12]</span></a>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt 1.02pt 3.88pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>3,358.6</span>
							</p>
						</td>
						<td style="width:60.7pt; border-top:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>3,342.0</span>
							</p>
						</td>
						<td style="width:53.85pt; border-top:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>2,450.4</span>
							</p>
						</td>
						<td style="width:53.9pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt 1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>196.1</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:217.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>Exposures secured by mortgages on real estate</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt 1.02pt 3.88pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>14,082.0</span>
							</p>
						</td>
						<td style="width:60.7pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>14,051.6</span>
							</p>
						</td>
						<td style="width:53.85pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>2,810.3</span>
							</p>
						</td>
						<td style="width:53.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt 1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>224.9</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:217.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>Exposures to central governments or central banks</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt 1.02pt 3.88pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>786.2</span>
							</p>
						</td>
						<td style="width:60.7pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>786.2</span>
							</p>
						</td>
						<td style="width:53.85pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>-</span>
							</p>
						</td>
						<td style="width:53.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt 1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>-</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:217.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>Exposures to institutions</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt 1.02pt 3.88pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>422.0</span>
							</p>
						</td>
						<td style="width:60.7pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>422.0</span>
							</p>
						</td>
						<td style="width:53.85pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>-</span>
							</p>
						</td>
						<td style="width:53.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt 1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>-</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:217.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>Exposures in default</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt 1.02pt 3.88pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>82.1</span>
							</p>
						</td>
						<td style="width:60.7pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>46.3</span>
							</p>
						</td>
						<td style="width:53.85pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>49.4</span>
							</p>
						</td>
						<td style="width:53.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt 1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>3.9</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:217.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>Other exposures</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt 1.02pt 3.88pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>18.1</span>
							</p>
						</td>
						<td style="width:60.7pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>18.1</span>
							</p>
						</td>
						<td style="width:53.85pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>18.1</span>
							</p>
						</td>
						<td style="width:53.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt 1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>1.4</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:217.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span style="font-weight:bold">Total</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 4.25pt 1.02pt 3.88pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>18,749.0</span>
							</p>
						</td>
						<td style="width:60.7pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #ff0000; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>18,666.2</span>
							</p>
						</td>
						<td style="width:53.85pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #ff0000; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>5,328.2</span>
							</p>
						</td>
						<td style="width:53.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 3.88pt 1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>426.3</span>
							</p>
						</td>
					</tr>
				</tbody>
			</table>
			<p style="margin-top:0pt; margin-bottom:0pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<thead>
					<tr style="height:22.7pt">
						<td style="width:217.15pt; border:0.75pt solid #ffffff; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span>31.12.2024</span>
							</p>
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span>in PLN million</span>
							</p>
						</td>
						<td style="width:55.3pt; border:0.75pt solid #ffffff; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">Gross exposure</span>
							</p>
						</td>
						<td style="width:60.7pt; border:0.75pt solid #ffffff; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">Exposure value</span><a id="_ftnref13"></a><a href="#_ftn13" style="text-decoration:none"><span style="font-size:6pt; font-weight:bold; vertical-align:super; color:#000000">[13]</span></a>
							</p>
						</td>
						<td style="width:53.85pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 3.88pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">Risk-weighted assets (RWA)</span>
							</p>
						</td>
						<td style="width:53.9pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 3.88pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">Own funds requirement</span>
							</p>
						</td>
					</tr>
				</thead>
				<tbody>
					<tr>
						<td style="width:217.15pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 4.25pt 1.02pt 3.88pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>Retail exposures</span><a id="_ftnref14"></a><a href="#_ftn14" style="text-decoration:none"><span style="font-size:6pt; vertical-align:super; color:#000000">[14]</span></a>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt 1.02pt 3.88pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>1,996.5 </span>
							</p>
						</td>
						<td style="width:60.7pt; border-top:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>1,933.0 </span>
							</p>
						</td>
						<td style="width:53.85pt; border-top:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>1,449.8 </span>
							</p>
						</td>
						<td style="width:53.9pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt 1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>116.0 </span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:217.15pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 4.25pt 1.02pt 3.88pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>Exposures secured by mortgages on real estate</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt 1.02pt 3.88pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>14,715.0 </span>
							</p>
						</td>
						<td style="width:60.7pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>14,669.4 </span>
							</p>
						</td>
						<td style="width:53.85pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>5,134.3 </span>
							</p>
						</td>
						<td style="width:53.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt 1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>410.7 </span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:217.15pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 4.25pt 1.02pt 3.88pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>Exposures to central governments or central banks</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt 1.02pt 3.88pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>749.7 </span>
							</p>
						</td>
						<td style="width:60.7pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>749.7 </span>
							</p>
						</td>
						<td style="width:53.85pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>-</span><span style="-aw-import:spaces">   </span>
							</p>
						</td>
						<td style="width:53.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt 1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>-</span><span style="-aw-import:spaces">   </span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:217.15pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 4.25pt 1.02pt 3.88pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>Exposures to institutions</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt 1.02pt 3.88pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>74.7 </span>
							</p>
						</td>
						<td style="width:60.7pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>74.7 </span>
							</p>
						</td>
						<td style="width:53.85pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>-</span><span style="-aw-import:spaces">   </span>
							</p>
						</td>
						<td style="width:53.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt 1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>-</span><span style="-aw-import:spaces">   </span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:217.15pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 4.25pt 1.02pt 3.88pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>Exposures in default</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt 1.02pt 3.88pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>78.3 </span>
							</p>
						</td>
						<td style="width:60.7pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>42.3 </span>
							</p>
						</td>
						<td style="width:53.85pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>45.4 </span>
							</p>
						</td>
						<td style="width:53.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt 1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>3.6 </span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:217.15pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 4.25pt 1.02pt 3.88pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>Other exposures</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt 1.02pt 3.88pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>15.8 </span>
							</p>
						</td>
						<td style="width:60.7pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>15.8 </span>
							</p>
						</td>
						<td style="width:53.85pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>15.8 </span>
							</p>
						</td>
						<td style="width:53.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt 1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>1.3 </span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:217.15pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 4.25pt 1.02pt 3.88pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span style="font-weight:bold">Total</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 4.25pt 1.02pt 3.88pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>17,629.9 </span>
							</p>
						</td>
						<td style="width:60.7pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #ff0000; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>17,484.9 </span>
							</p>
						</td>
						<td style="width:53.85pt; border-top:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #ff0000; padding:1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>6,645.2 </span>
							</p>
						</td>
						<td style="width:53.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 3.88pt 1.02pt 4.25pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="-aw-import:spaces"> </span><span>531.6 </span>
							</p>
						</td>
					</tr>
				</tbody>
			</table>
			<p style="margin-top:0pt; margin-bottom:0pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Credit risk adjustments</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>For the purpose of specific credit risk adjustments, the Bank uses impairment loss, which was recognized in the Bank’s Tier 1 capital in accordance with the CRR and implementing legislation.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The approach applied by the Bank to identifying exposures at risk of impairment and methods for estimating allowances for expected credit losses and provisions for financial liabilities granted are described in Note 46.5 “Impairment of credit exposures” to the financial statements of PKO Bank Hipoteczny SA for the year ended 31</span><span> </span><span>December 2025.</span>
			</p>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Use of credit risk mitigation techniques</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank uses mortgage collateral to classify exposures to classes of exposures secured by mortgages on real estate and to apply preferential risk weights. Detailed information about the main types of collateral accepted by the Bank and the method of determining the mortgage lending value may be found in Note 46.2 “Credit risk mitigation techniques - hedging” to the financial statements of PKO Bank Hipoteczny SA for the year ended 31</span><span> </span><span>December 2025.</span>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'3 5'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">3.5.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc188973070"></a><a id="_Toc188973222"></a><a id="_Toc188973745"></a><a id="_Toc224126641"><span style="-aw-bookmark-end:_Toc188973070"></span><span style="-aw-bookmark-end:_Toc188973222"></span><span style="-aw-bookmark-end:_Toc188973745"></span><span style="font-variant:small-caps; color:#00468c">Internal capital (Pillar II)</span></a>
			</h2>
			<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Internal capital is the estimated amount of capital required to cover all material risks identified in the Bank’s activities, as well as the effect of changes in the business environment, taking into account the expected level of risk.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO Bank Hipoteczny SA monitors the materiality of different risks involved in the Bank’s operations.</span>
			</p>
			<p style="margin-top:6pt; margin-right:3.4pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank separately estimates its internal capital for the following risks considered to be material: </span>
			</p>
			<p style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>credit risk; </span>
			</p>
			<p style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>liquidity risk;</span>
			</p>
			<p style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>operational risk;</span>
			</p>
			<p style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>interest rate risk;</span>
			</p>
			<p style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>business risk;</span>
			</p>
			<p style="margin-top:0pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>model risk.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The internal capital required to cover individual risks is determined in accordance with the methods set out in the Bank’s internal regulations. The total internal capital is the sum of the internal capital required to cover all the risks material for the Bank.</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:484.85pt; margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<thead>
					<tr style="height:14.15pt">
						<td style="width:213.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:9pt">
								<span>Internal capital structure </span>
							</p>
						</td>
						<td style="width:119.25pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">31.12.2025</span>
							</p>
						</td>
						<td style="width:119.3pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">31.12.2024</span>
							</p>
						</td>
					</tr>
				</thead>
				<tbody>
					<tr>
						<td style="width:213.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>For credit risk</span>
							</p>
						</td>
						<td style="width:119.25pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>59.3%</span>
							</p>
						</td>
						<td style="width:119.3pt; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>66.1%</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:213.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>For liquidity risk</span>
							</p>
						</td>
						<td style="width:119.25pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>7.7%</span>
							</p>
						</td>
						<td style="width:119.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>6.1%</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:213.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>For operational risk</span>
							</p>
						</td>
						<td style="width:119.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>5.7%</span>
							</p>
						</td>
						<td style="width:119.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>5.4%</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:213.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>For interest rate risk</span>
							</p>
						</td>
						<td style="width:119.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>13.2%</span>
							</p>
						</td>
						<td style="width:119.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>9.8%</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:213.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>For business risk</span>
							</p>
						</td>
						<td style="width:119.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>13.9%</span>
							</p>
						</td>
						<td style="width:119.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>12.4%</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:213.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>For model risk</span>
							</p>
						</td>
						<td style="width:119.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>0.2%</span>
							</p>
						</td>
						<td style="width:119.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>0.2%</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:213.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span style="font-weight:bold">Total</span>
							</p>
						</td>
						<td style="width:119.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>100.0%</span>
							</p>
						</td>
						<td style="width:119.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>100.0%</span>
							</p>
						</td>
					</tr>
				</tbody>
			</table>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>As at 31 December 2025, the ratio of the Bank’s own funds to its internal capital remained above both the statutory and internal limits. </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In order to estimate the amount of own funds required to operate safely in times of recession, the Bank regularly conducts stress tests. The results of the tests carried out indicate the Bank’s low sensitivity to the materialization of shock scenarios and confirm that the Bank’s capital base will allow it to absorb potential negative events.</span>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'3 6'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">3.6.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc188973106"></a><a id="_Toc188973258"></a><a id="_Toc188973781"></a><a id="_Toc224126642"><span style="-aw-bookmark-end:_Toc188973106"></span><span style="-aw-bookmark-end:_Toc188973258"></span><span style="-aw-bookmark-end:_Toc188973781"></span><span style="font-variant:small-caps; color:#00468c">Disclosures (Pillar III)</span></a>
			</h2>
			<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Considering the scale and specific nature of its operations, in the financial statements and in the Directors’ Report the Bank discloses in particular information about:</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>risk management objectives and strategies;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>own funds for capital adequacy purposes;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>capital buffers;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>leverage;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>capital requirements;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>credit risk adjustments;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>credit risk mitigation techniques used;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>the Bank’s remuneration policy, in line with Recommendation Z;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>the main provisions of the Principles for the Management of Conflicts of Interest in line with Recommendation</span><span> </span><span>Z;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>the requirements referred to in Article 111a of the Banking Law and Recommendation</span><span> </span><span>H;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>operational risk, in line with Recommendation M;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>credit risk and information on impairment of financial assets in line with Recommendation R and IFRS</span><span> </span><span>9;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>liquidity risk management system and liquidity position, in accordance with Recommendation P;</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank, operating within the PKO Bank Polski Group, also provides information to the Parent Company for inclusion in the consolidated data.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Detailed information on the scope of disclosures, the manner of their verification and publication is contained in the Disclosure Policy of PKO Bank Hipoteczny SA concerning capital adequacy and other reportable information, which is available on the Bank’s website (</span><a href="http://www.pkobh.pl" style="text-decoration:none"><span style="color:#000000">www.pkobh.pl</span></a><span>).</span>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:16pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:'%0.'; -aw-list-number-styles:'decimal'; -aw-list-number-values:'4'; -aw-list-padding-sml:37.26pt">
				<span style="-aw-import:ignore"><span style="color:#004c8c">4.</span><span style="width:37.26pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                          </span></span><a id="_Toc224126643"><span style="font-variant:small-caps; color:#00468c">Business of PKO Bank Hipoteczny SA</span></a><span style="font-variant:small-caps; color:#00468c"> </span>
			</h2>
			<div style="margin-right:3.75pt; border:0.75pt solid #000000; -aw-border:0.5pt single; clear:both">
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-top:1pt; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Sale of residential mortgage loans under the agency model</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Acquisition of residential mortgage loan receivables</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Structure of the residential mortgage loan portfolio</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Mortgage covered bonds</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Financial market operations</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Bonds – Bond Issue Programme Agreement concluded with PKO Bank Polski SA</span>
				</p>
			</div>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'4 1'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">4.1.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126644"><span style="font-variant:small-caps; color:#00468c">Sale of residential mortgage loans under the agency model</span></a>
			</h2>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<a id="_Hlk190445569"><span>PKO Bank Hipoteczny SA has been granting residential loans in Polish zloty since 1 April 2015. Residential loans are sold under the agency model, through Poland’s largest network of branches, agents and intermediaries of PKO Bank Polski SA. The Bank accepts apartments and single-family houses as collateral.</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025 the Bank granted mortgage loans of PLN 1,232 million.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In accordance with Recommendation S of the Polish Financial Supervision Authority, the Bank only grants loans for which the loan-to-value ratio does not exceed 80%. Moreover, in compliance with the Polish Act on Mortgage Covered Bonds and Mortgage Banks, the Bank only grants loans whose value in relation to the mortgage lending value of the real estate does not exceed 100%.</span><span style="-aw-bookmark-end:_Hlk190445569"></span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The main criteria applied by PKO Bank Hipoteczny SA in the process of granting mortgage-secured loans are shown in the table below: </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank offers both variable-interest loans and loans bearing interest based on a five-year fixed base rate. It also allows the option of changing the variable rate to the five-year fixed base interest rate.</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:489.05pt; -aw-border-insideh:0.5pt single #e4202c; border-collapse:collapse">
				<tr style="height:14.15pt">
					<td style="width:297.7pt; border-top:1.5pt solid #e4202c; border-bottom:1.5pt solid #e4202c; vertical-align:top">
						<p style="margin-top:3pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Criteria</span>
						</p>
					</td>
					<td style="width:191.35pt; border-top:1.5pt solid #e4202c; border-bottom:1.5pt solid #e4202c; vertical-align:middle">
						<p style="margin-top:3pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Agency model</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:297.7pt; border-top:1.5pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Loan amount/market value of the real estate</span>
						</p>
					</td>
					<td style="width:191.35pt; border-top:1.5pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Max 80%</span><a id="_ftnref15"></a><a href="#_ftn15" style="text-decoration:none"><span style="font-size:6pt; vertical-align:super; color:#000000">[15]</span></a>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:297.7pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Loan amount/mortgage lending value of the real estate</span>
						</p>
					</td>
					<td style="width:191.35pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Max 100%</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:297.7pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Legal title to the real estate</span>
						</p>
					</td>
					<td style="width:191.35pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Ownership </span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:297.7pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Loan collateral </span>
						</p>
					</td>
					<td style="width:191.35pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>First mortgage </span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Recorded in Section IV of the Land and Mortgage Register</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:297.7pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Currency</span>
						</p>
					</td>
					<td style="width:191.35pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>PLN</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:297.7pt; border-top:0.75pt solid #e4202c; border-bottom:1.5pt solid #e4202c; vertical-align:middle; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Purpose </span>
						</p>
					</td>
					<td style="width:191.35pt; border-top:0.75pt solid #e4202c; border-bottom:1.5pt solid #e4202c; vertical-align:middle; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Residential</span>
						</p>
					</td>
				</tr>
			</table>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'4 2'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">4.2.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc91854372"></a><a id="_Toc224126645"><span style="font-variant:small-caps; color:#00468c">Acquisition of residential mortgage loan receivables</span><span style="-aw-bookmark-end:_Toc91854372"></span></a>
			</h2>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>As part of its business activities, PKO Bank Hipoteczny SA acquires residential mortgage loan receivables from PKO Bank Polski SA based on a framework agreement signed in 2015. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<a id="_Hlk157174746"><span>In 2025, PKO Bank Hipoteczny SA purchased a portfolio of residential mortgage loan receivables with a total value of PLN 1,827.5 million from PKO Bank Polski SA.</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="-aw-bookmark-end:_Hlk157174746"></span><span>The following table shows the main criteria used by PKO Bank Hipoteczny SA in the process of acquiring residential mortgage loans.</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:489.05pt; -aw-border-insideh:0.5pt single #e4202c; border-collapse:collapse">
				<tr style="height:14.15pt">
					<td style="width:297.7pt; border-top:1.5pt solid #e4202c; border-bottom:1.5pt solid #e4202c; vertical-align:top">
						<p style="margin-top:3pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Criteria</span>
						</p>
					</td>
					<td style="width:191.35pt; border-top:1.5pt solid #e4202c; border-bottom:1.5pt solid #e4202c; vertical-align:middle">
						<p style="margin-top:3pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Pooling model</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:297.7pt; border-top:1.5pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Loan amount/mortgage lending value of the real estate </span>
						</p>
					</td>
					<td style="width:191.35pt; border-top:1.5pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Max 100%</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:297.7pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Legal title to the real estate</span>
						</p>
					</td>
					<td style="width:191.35pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Ownership</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:297.7pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Loan collateral</span>
						</p>
					</td>
					<td style="width:191.35pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>First mortgage </span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Recorded in Section IV of the Land and Mortgage Register</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:297.7pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Currency</span>
						</p>
					</td>
					<td style="width:191.35pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>PLN</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:297.7pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Days past due or impairment indicators</span>
						</p>
					</td>
					<td style="width:191.35pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>None</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:297.7pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Purpose </span>
						</p>
					</td>
					<td style="width:191.35pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Residential</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:297.7pt; border-top:0.75pt solid #e4202c; border-bottom:1.5pt solid #ac8121; vertical-align:middle; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Assessment of borrower’s creditworthiness</span>
						</p>
					</td>
					<td style="width:191.35pt; border-top:0.75pt solid #e4202c; border-bottom:1.5pt solid #e4202c; vertical-align:middle; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Positive</span>
						</p>
					</td>
				</tr>
			</table>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'4 3'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">4.3.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126646"><span style="font-variant:small-caps; color:#00468c">Structure of the residential mortgage loan portfolio</span></a>
			</h2>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Portfolio structure by LtV</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The structure of the portfolio of residential mortgage loans in the statement of financial position of PKO Bank Hipoteczny SA by the LtV ratio based on market valuation</span><a id="_ftnref16"></a><a href="#_ftn16" style="text-decoration:none"><span style="font-size:6.67pt; vertical-align:super; color:#000000">[16]</span></a><span> and the LtV ratio based on the MLV is presented in the tables below.</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<tr style="height:14.55pt">
					<td style="width:306.75pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:9pt">
							<span>Gross loans granted to customers by LtV based on market valuation</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">31.12.2025</span>
						</p>
					</td>
					<td style="width:72.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">31.12.2024</span>
						</p>
					</td>
				</tr>
				<tr style="height:10.95pt">
					<td style="width:306.75pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>below 50%</span>
						</p>
					</td>
					<td style="width:71.9pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>86.2%</span>
						</p>
					</td>
					<td style="width:72.15pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>92.7%</span>
						</p>
					</td>
				</tr>
				<tr style="height:11.5pt">
					<td style="width:306.75pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>51% - 60%</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>5.0%</span>
						</p>
					</td>
					<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>3.4%</span>
						</p>
					</td>
				</tr>
				<tr style="height:10.95pt">
					<td style="width:306.75pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>61% - 70%</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>3.5%</span>
						</p>
					</td>
					<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>1.9%</span>
						</p>
					</td>
				</tr>
				<tr style="height:11.5pt">
					<td style="width:306.75pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>71% - 80%</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>2.9%</span>
						</p>
					</td>
					<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>1.3%</span>
						</p>
					</td>
				</tr>
				<tr style="height:10.95pt">
					<td style="width:306.75pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>81% - 90%</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>2.4%</span>
						</p>
					</td>
					<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>0.7%</span>
						</p>
					</td>
				</tr>
				<tr style="height:11.5pt">
					<td style="width:306.75pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>over 90%</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>0.0%</span>
						</p>
					</td>
					<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>0.0%</span>
						</p>
					</td>
				</tr>
				<tr style="height:11.5pt">
					<td style="width:306.75pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span style="font-weight:bold">Total, gross</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">100.0%</span>
						</p>
					</td>
					<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">100.0%</span>
						</p>
					</td>
				</tr>
				<tr style="height:10.95pt">
					<td style="width:306.75pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Average LTV based on market valuation</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>33.4%</span>
						</p>
					</td>
					<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>31.4%</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:4pt">
				<span style="color:#ff0000; -aw-import:ignore"> </span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<thead>
					<tr style="height:15.75pt">
						<td style="width:308.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:9pt">
								<span>Gross loans granted to customers by LtV based on mortgage lending value</span>
							</p>
						</td>
						<td style="width:72.15pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">31.12.2025</span>
							</p>
						</td>
						<td style="width:72.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">31.12.2024</span>
							</p>
						</td>
					</tr>
				</thead>
				<tbody>
					<tr style="height:11.9pt">
						<td style="width:308.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>below 50%</span>
							</p>
						</td>
						<td style="width:72.15pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>27.4%</span>
							</p>
						</td>
						<td style="width:72.15pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>26.0%</span>
							</p>
						</td>
					</tr>
					<tr style="height:12.5pt">
						<td style="width:308.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>51% - 60%</span>
							</p>
						</td>
						<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>14.7%</span>
							</p>
						</td>
						<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>14.2%</span>
							</p>
						</td>
					</tr>
					<tr style="height:11.9pt">
						<td style="width:308.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>61% - 70%</span>
							</p>
						</td>
						<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>18.1%</span>
							</p>
						</td>
						<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>17.7%</span>
							</p>
						</td>
					</tr>
					<tr style="height:12.5pt">
						<td style="width:308.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>71% - 80%</span>
							</p>
						</td>
						<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>19.8%</span>
							</p>
						</td>
						<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>21.1%</span>
							</p>
						</td>
					</tr>
					<tr style="height:11.9pt">
						<td style="width:308.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>81% - 90%</span>
							</p>
						</td>
						<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>15.9%</span>
							</p>
						</td>
						<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>18.4%</span>
							</p>
						</td>
					</tr>
					<tr style="height:12.5pt">
						<td style="width:308.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>over 90%</span>
							</p>
						</td>
						<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>4.1%</span>
							</p>
						</td>
						<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>2.6%</span>
							</p>
						</td>
					</tr>
					<tr style="height:12.5pt">
						<td style="width:308.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span style="font-weight:bold">Total, gross</span>
							</p>
						</td>
						<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="font-weight:bold">100.0%</span>
							</p>
						</td>
						<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="font-weight:bold">100.0%</span>
							</p>
						</td>
					</tr>
					<tr style="height:11.9pt">
						<td style="width:308.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>Average LtV based on MLV</span>
							</p>
						</td>
						<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>61.8%</span>
							</p>
						</td>
						<td style="width:72.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>62.4%</span>
							</p>
						</td>
					</tr>
				</tbody>
			</table>
			<p style="margin-top:12pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, the average LtV based on the market valuation of the loan portfolio increased by 2 p.p. (down 3.6 p.p. in 2024). The increase is due to the combination of the low value of the LtV at the end of 2024, the stopping of significant increases in property prices and sales/transfers of receivables higher than in the previous year. In the case of the MLV-based LtV indicator, a slight y/y decrease was observed. The MLV determined as at the moment of granting the loans did not require updating – in the Bank’s opinion, it is at a safe level, lower than the market value, and meets the requirements of the Regulations for Setting the Mortgage Lending Value of Real Estate by PKO Bank Hipoteczny SA.</span>
			</p>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Interest on loans</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank offers loans based on the WIBOR 6M rate and loans bearing interest based on a five-year fixed base rate. It also allows the option of changing the variable rate to fixed-interest rate in a period of five years. In the past, the Bank also offered loans based on WIBOR 3M.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The base reference rates used for the Bank’s loans are the WIBOR 6M and WIBOR 3M and a fixed base rate, which on average amounted to 4.97%, 5.11% and 4.71% respectively in 2025.</span>
			</p>
			<h2 style="margin-top:12pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'4 4'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">4.4.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc188973112"></a><a id="_Toc188973264"></a><a id="_Toc188973787"></a><a id="_Toc224126647"><span style="-aw-bookmark-end:_Toc188973112"></span><span style="-aw-bookmark-end:_Toc188973264"></span><span style="-aw-bookmark-end:_Toc188973787"></span><span style="font-variant:small-caps; color:#00468c">Mortgage covered bonds</span></a>
			</h2>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The key objective of PKO Bank Hipoteczny SA is to issue mortgage covered bonds which are the main source of the long-term funding for loans secured with real estate.</span>
			</p>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Mortgage covered bond issues under the Domestic Programme of Mortgage Covered Bonds Issuance</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>From the beginning of its operations, PKO Bank Hipoteczny SA has issued thirteen series of Polish mortgage covered bonds, including two issues of Green Covered Bonds. These issues were conducted under the Domestic Programme of Mortgage Covered Bonds Issuance of PKO Bank Hipoteczny SA. In October 2025, under the domestic programme updated in August 2025, the Bank issued 1N series mortgage bonds addressed to retail investors, with a nominal value of PLN 10 billion of issued and unredeemed mortgage covered bonds.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The total value of outstanding mortgage covered bonds issued by PKO Bank Hipoteczny SA for the domestic market (at nominal value) was PLN 1.215 million at the end of 2025.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>All series of domestic mortgage covered bonds issued are traded on the regulated parallel market of the Warsaw Stock Exchange and on the BondSpot regulated market. They are also accepted in repo transactions by the National Bank of Poland. The 1N series mortgage covered bonds are listed on the parallel WSE CATALYST market .</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, PKO Bank Hipoteczny SA redeemed two series of PLN-denominated mortgage covered bonds issued under the domestic programme, with a total nominal value of PLN 730 million.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<img 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" width="650" height="216" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline"></img>
			</p>
			<p style="margin-top:12pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Mortgage covered bonds of PKO Bank Hipoteczny SA issued under the Domestic Programme of Mortgage Covered Bonds Issuance and outstanding as at 31 December 2025:</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:2.85pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<thead>
					<tr style="height:22.7pt">
						<td style="width:40.85pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-right:4.25pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">Series</span>
							</p>
						</td>
						<td style="width:65.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">Mortgage covered bond number</span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">(ISIN)</span>
							</p>
						</td>
						<td style="width:43.9pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">Issue date</span>
							</p>
						</td>
						<td style="width:51pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">Redemption date</span>
							</p>
						</td>
						<td style="width:42.5pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">Series value</span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">(in PLN million)</span>
							</p>
						</td>
						<td style="width:43.9pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">Interest rate</span>
							</p>
						</td>
						<td style="width:38.25pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">Currency</span>
							</p>
						</td>
						<td style="width:31.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">Rating of the issue</span>
							</p>
						</td>
						<td style="width:77.95pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">Listing</span>
							</p>
						</td>
					</tr>
				</thead>
				<tbody>
					<tr>
						<td style="width:40.85pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">10</span>
							</p>
						</td>
						<td style="width:65.15pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">PLPKOHP00108</span>
							</p>
						</td>
						<td style="width:43.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">24.08.2018</span>
							</p>
						</td>
						<td style="width:51pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">24.08.2028</span>
							</p>
						</td>
						<td style="width:42.5pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">60</span>
							</p>
						</td>
						<td style="width:43.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">3.4875%</span>
							</p>
						</td>
						<td style="width:38.25pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">PLN</span>
							</p>
						</td>
						<td style="width:31.15pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">Aa1</span>
							</p>
						</td>
						<td style="width:77.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">Bondspot, WSE parallel regulated market</span><span style="font-size:9pt"> </span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:40.85pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">1N</span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">(series for retail investors) </span>
							</p>
						</td>
						<td style="width:65.15pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">PLPKOHP00215</span>
							</p>
						</td>
						<td style="width:43.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:8pt">24.10.2025</span>
							</p>
						</td>
						<td style="width:51pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:8pt">27.11.2028</span>
							</p>
						</td>
						<td style="width:42.5pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">1,155.2</span>
							</p>
						</td>
						<td style="width:43.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">in the first six-month period 5% per annum, thereafter NBP reference rate plus 0.25% margin</span>
							</p>
						</td>
						<td style="width:38.25pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">PLN</span>
							</p>
						</td>
						<td style="width:31.15pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">the issuer has not applied for a rating</span>
							</p>
						</td>
						<td style="width:77.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">WSE parallel regulated market</span><span style="font-size:9pt"> </span>
							</p>
						</td>
					</tr>
				</tbody>
			</table>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<p style="margin-top:12pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Mortgage covered bond issues under the International Programme of Mortgage Covered Bonds Issuance</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>From the beginning of its operations, PKO Bank Hipoteczny SA has issued sixteen series of mortgage covered bonds under the International Programme of Mortgage Covered Bonds Issuance, including nine issues denominated in EUR and seven denominated in PLN.</span><span style="font-size:8pt"> </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal">
				<img 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Hg8XiqdytaCkTpowUx78gx1TlzUM5M0+enyDHWIQfCFL3xhqAsEy+qnlI16rGzEuwTl3rCuMoM+zmfqw3p4ll0j7lcX1LPeO0Sa+gUOky/9jnajrVsI0YeKb79VswRw96pr4mqniHzQnuWJfGOMVflMY5rI7Bnql7jrvz1jVpFZnSagMkS1V/GvdM4qMss7Z0JLj3YuTfJQO6gjRMSRoGwCKEyivLYkHxh+xjn9nv7bZ/3CnXQqd58bf4RFPPYs+Vb9q7BN2Kp/NfZM6l/1odLj2CblJ2yLZOopw7YWQYSjjlmAkx5xdq/6GJE5IvO8aBGZdxT9gD5S/0E8qAVol/FQP2TCaqzz2U6KzGxIVWJ/RWb9pIXi2mH2rW99a+hfXUQV46zx30LoXmcjIrMx3vxlq4/9287jMvYnzu5lnxvvNuLV6nfmC2WjbKXIzDYkMI9FZgibLb0bzn0mEivn17zmNevey5ucreJ+ziVQpuar8pXtY86xEZFZezdvE648LSIyTyYi8+zoZ8zXtNG+bk1D32JeY75SjmbmoRZvxd2cQp8ySWQ2TzGH0keZ59f8S1q1D2Ox+a15fKWfRmX+I2we1pPeSRO2l4jM2wwDQCdORCTYrEeJzAYFnrUw2JTQXBNewhYjxWcEA42JKEXk0TgJHu5xpIBGreMxKBPaeGm5n7G8NOG4DIa2SbutBmttEZsmMotveZPyTBPGeiJzGV3C4klGINSREN10DNKt4zewGjwJCDokAy/BsxeZnfNLzCCi+G5pnwdviSomDwQugkK9eJHnpnwzKBOJlIP4i6N85E2nMyXg1pECOkKCt4GfwGrQJkTpCJU3Q16HSfiTLulhkBGqlMd3vvOdQQx1vzyTB4R+eUK0XO9MI8+rPLO93kRHmZSnJm/y8r6o4zIIceudVTxNZC6PTiKN7aT9mcwMKXWPIcNrcPwMXgkEInHoBf8eg41yMSA4520tSmRWtxlR6rlFAQsuRK3eExKO4FCnCaU8bsVPXouPF6fJa9vatCfp+NKXvjT8jghbba9WTnuRmTil7qjfhKn12niJzMqMN6p416UMXUvriMzKWZqFwSvTgKquqatL+xZ2pEcaDLoEN+3Qfbx+lYMFk5pMGMS1j/FxGfKvDGSLCNqBcjSB0O6qL2L0moALw0q1enznO995KBuGz/hFFAxav9d3aKfKQnrEnTDrb+VLsF3aJ6hqo1shMoNxo4zFTx+gHmjfkyYs8oYgykDxO32y8nO0xlrnY/tOXdNfWHARf+1eOSqftdrgNJGZ8aQuKvfaIrlRkVl91cfpi9UFzCoyq3smotKk7KVJ3RRP+am+qv92KmgPxiB1Tn+rP7QIo6x8ZteFMrODp/o5E6wSQdQLYelfGbDVvxKd9TH6p+pf1Xt5wntevhMQ9K/y0Xin/hpT9IXSZ8HIc3wHddrihzYhj8RP306QjsgckXletIjMO4q+nj2mLxmfu19by/Wz+hJ9S4nM+h/nw3ICsZiqD5l0Viz7hq1grHcv27Q//99vLJ4ZO91jIbl29tX4SAwuW2EjxzJVv6wvHL+I2fjCtrEobNzp7U7pZDuwJcVZ2iadJatfJVDbxuw+9tak3WjCtvOSuCsdxoF+V5J8tntRHlc+2aHV56dnGbN97/028qwfT40JRAdxdo/8tDha6epFZveYB1mItIA7Dsuzfcce7QUn5cYz1Pglz9hNY3tdnNnC0iAeBL0STDYjMnuO+sb29mzhL3WezMpLnJVz5ZuyUCbGPt+xwWpXHNtHXNh/PAoJZ+LLGaTiqn6w5XxOEGIXs+t46SrzmteVyMx+1YbkvWf2xyYaX81vhNULU57hMzYg24S9y2Zguzj2wXeEWnkvTPOcfn5aRzWa/7nXovakBX1t4clPfvKQD+6Tdrb//gjW4sKmEZa6oP6Uvcve0HbZ4GwkNks9b9pRmMqCva5u9ruKxbnedWSn5UZEZvMh82i2J3uy2uVGRWZ1ST3XdpW59j62F2vRSv9UdagcpjyP3W5HmbnvOK7i5ncVpnhqP9qoqzSNnrL3tAFxUq79sSBsRHEQF32KudtYgPW3/kG5qFfmPNrBRkRm+cdxx3PsxBunD8pWOVT/LZ/GdU6d0W71a+4znmjrk17mJ500BXVPeOW124vMjo/QDoQlXes5uIyRDm3c783HzH8qzux1fQ57XJvnEOk++tI07YItLb/Y9f2uTs4m5gzsbfOYscisnM3TpU/f3/fRvuccpi/lQDRGnho/tR1llJcS7iwRmbcZnbhGNesZy5POZNZICMEakY4WBlMNu/d6ZfwRARi+Br7+3Fp/j5kmMhsINHafryU6lMhsAPUyKgaoQZUowDBgQOpsNiIyTzK6aksGg6MXPXVyBhiriDqdSWcye57PCMGMzxLA5En/HIaZNNtK7j6ir0GZYVADBoOCsVTlYpJR2wyr4xJXna30ileJzNLF8O0hFhqkCJbEImGIH+FwrSMXCoMWr2Hx7o+fsFXc5wS0EpL2R2SWRww25cowYIQygAxsKJFZ+Stvz2SsTerE5ScBeWmNVV9GjPyXVzyt1xoMepGZuFlGhoWAOvusDAT3ak8lyhblAaJueXaJzMqkb3sWW8SpjpDoRWbCod8wAJXHevQis3oh3v3FIFyaUWQWp36CxtvKfeJi4NX3qJ/qe00o1KnyltZm5fE0kdlAry3zEO23ihqol/YdN1FeyOLCGKky02/oc/RX/W8ZfURKlz4MvcjcP1+6l/YdDaGubZXIDHWc0VkvY1EeXlJZ7aUwMdNHmWCJpz5V+/abSX1qIc12c2gXJbaqY/p3k+i16nYvMqsHZcBaeNS3m+SVl9JGRWbPdeSE+KvX0jSryGzC7Xc8fatt1a4Qxr0+yG4UhqCwq9zdY5IuHxmD8sECCM/72vLqHmEoh+q/9bXCqt0l0L8ShPWvJiAlMqt/JrjjMmbM6gd7QaYMXRNX4Zq4eo76U/maM5mXicg8J1pE5h1D/2Myr5+0a6I/A3YaJTLrpy0wG7/1w/oiC6N9X6qPJWDrt9jM+ixjMwFK/6cf1s8pdmOhfl+fJHz2jPHZdxaIPcf45zf6XOMkMWEt2FzGCaLTevcWbAY7JU329ZXsBbuL9OEVhnyziKqPZf+5v87ptejf26XmKcKQJmOoe9kc8ksaajcjO19Ynmnhr2xnzzIm+E4Z+X05QwjX2CzO9YJc4xSbUN65R39O2OhFZmXncwKhsmA/EfdLiLPTUFjyvIQeQgsBSjzYDMpL3rKR+wVTooi8Y7eZm0i3Mc9On/0VmdVL4RqXhKueGUOXOpGZQ4A4EwPlh7TIS5+Z07FL5LHxngMPu1Wa2ULu4bxD5GIL9S8Bl4/KTZw9nwha4o5FYJTILF8tzss3ZeT36nc5FVjA9ZmddgWbf2mfkxDnH/VHeyyHJ5+Lr4vNLb7l1CGNvhd/i/vyxYKM+kq0K/vBIrU5TJWL+ClLv5N/sx6Jog4pR+1JPNgOlcfylS0mLPWMPS5dFuKJmOr6tBcWThOZOcaob/oPc9WNiMzmVOZf6qlyM8+pNMwqMrOL2KTaBycTddD/tbUSLrUPgqd6ru1pn5xPzHe0W7Cn/U5d6vsG8zVpUz+rHWvTylk98LmyNDerI1LklX7APfoc5a3eKVNhEC7NMziEiJd6qC4RIqs+1DEx8kW90V9Ik3A2IjKLmziKs3SYG+oX6z42pnTrY/Q12oZ8JwDXQqO6bP6nDrFbpUM+al/aiz6lUJ7u8Vzjif6Fg1WJzJ4pz9VzeU0HUhfMW9nx6+H3FjNqPinONbYR7csJRJ2onbniKi/740/HTBKZawFXXM031dteZNYOPF+Z0FrGi5z6EH2O35ZzWI/wxVl+69tyPvPOEpF5myHIafgaet9JTGNWkZngtbTPC7MGrK0SmXUgDKlp3n1FiczC0HkREYkVOjwNvwbszYrM8k3+6SR5Sk5i2ov/xiKzjk1naLDpBeuxyMxo0aHpuBkHxERCRT/oWBkUdm0dd5lsVF4oy7VEZnlrIJQv8o0Bwiu0925ZC4OFdPht7zVSXpQ6/jqndn9E5ho8pcUAblWV4VnP6j2ZDS4GZQO6ejU2opShQWBpJBD2yFuDivZilXytujfpuAyGg4GPoaAMLHiIh0GKUKosiZzFZkVmdVe9JnrN+gKSrTguY5rIbGBWF9Vh51FrD+6RP72oyZPIgK089BHTRGYGuUmeCYn6VHVcWxIfBpIyYgQyCPr2NAlGKIGUEaWtV5zmITKDISv/TH5MFORJbUesoxjKS4gRLn9dPBV8ZsI1zWDxe54KtWOCkeTvWbZVl8jsGbV4Iwz9tElcH8ZGRWbxItQydk14iQ8Ms1lEZhNucZL+aRDu3cOzovdmMJ5oK+Lh+eqdeqNuaVeeqx32x0pZvKi+e9y/yo/qX6eJzBYxpEvdZKRXGMR6fYyJRy2SeI5JbvU5EZmXicg8J1pE5h3DWGQ8MwbMOhEtkdmEuRax9DlsIHZEvUCNzamv0/8Zq/TvbGuew+VgwM4w5rNnTO71kTw6y2uRd9jS6LgMcTa2i0O/QDYJuzaETRTsj2LzG+N/jW3snnqBt365FljdZ7wUD+ON8anSJv3GEnafsVzeETLLRpDe2hWlL3bUFtvGvbXrru7jmKJvtjDO1jGPMIcSL8KKsYCNyAnD7y00slHYPESrEiCJS5wtpIMIJo7Sz/vY70pkNnaISx1VyDZTJiWcjUVmdqKy9FvjjTizIdhSnmm3kc/kmbHNOyzMp/zO2CUsC8bycqMis7TUgr53MwhX3ShxdprILN/qGEVpYD94trTWEQ7Kl907Pi5DveS4Ie/cq2zNQS3I+P80kdmxaoRRsEXNDeQr23MWkRnKWHmPj8sYi8zKTtzULfOWOj5R2Gx+om0dfaP9qZfGdrY4iIGewzYpx4f1kPds4hItla88NB9WN9TxWpRQ7/Ur6sJ6XpSTRGbhaHfyWR3STjcqMouvtCtH/YxynVVkdh9bXFo9U9/k97yLfcYrvY7ME0d2pLyt88GVizgoK3NLcw11oebDtcDmPrs7/M1WVYctsFXfo37o69iWIGaqa0RQ80v1zLyR/ehZ6gIRmt0Ndq66ZC6rTUiX+uo56oO4KR9z8o0el2EuWQs6RF7lrQ+sOUaVA49pzxUXYrb808+DV38tctb7hPTNNJ06yshvhWku4F59iTiqfxZWSmRWRuat+mU7BKo9aDMWxtZKF/oj78xtPVf8iOD6iFo0qOMylKcFhPUYi8zCle/ySjkYD6SlRGbxVd7ahDFh0s56DizqsJ06/fnNPRaa5KGynzRPCttHROZthvCiARLrJolKY2YVmWtAJiSVaLhVIvOsTDsuY8xmRWaGm46XgDZ+mVwxq8hsMGJs6XwJy8VYZIYOkPCocyPA+Z6RVyuwVv+X9nmp82LorzrGYC2RuSB8Gqh5uig7nbYBdD1PZga2ujIWmQ3wtQJaYtxWHJcxpheZGbaMNfknnwycvUGlLhoExEFaJxlbBgjlok44mmMtpr34D35rgFJnTDQYGQxq9a/3Nt6syOwZBj8iM+N5FrZTZFa3iZraicUYC1CTRGaGTh0VUZPMSSKzRQzlIY3qfV+/Tb7KUJVfjL2xyDdG36YfYLz1L2zZSZFZfJXteDuXesLwEY4+TdrsYDCh9dmkq85pXgvGrr6R54K2bXI1PsplzLTjMiaxPyKzy6RCO1XPtI/1RGa/qTHHBGoadcTJWGRWT4kB2nZN6sXH5NcYpS3oo/2/tjuWB9V6/es0kVmY6rjnGlv63xMb6rgTgoDnMM6LiMzLRGSeEy0i846hL6kFMp56syz0TzqTWd9GpDbZL/uSnVaeXtW/6nv02fpldmGJzNNeEDZNZCZwsUV8XruVJlELo4Sx/pgnQriFvaV9YxqBnK1GpOCZySYokQbGO302YaeOvijv0T7PpIHtUC/CJSiIp764t8GIy0sTRGb2Rj9+sM96gbXsGe9UqHfeGP8mebmCvSCebHFlMOlMZr9nMyqrEvjGIjO7SpkRq3qbmyhj3uGZBNHyrOtFD/VKWJ69PyKzeYfxjA3Ve4GOX/w3FpnlCbGV3UlENfZKi7Kr+K0nMovn+MXnynuayNyfyaxcOaiwZ9iiWy0ysxfYfp5rTlv07wbiJFTvKFK+5oolAtd8R56Nd7JNw33uJxT2735hM5vrW8iuHbD7IzKb17CzzAeIh9JLIKu2uFGRWZuu8lJ/LRKIyywis7pBmBQHvyuUgzmRNPu/Mjcn6l/I5hlVRywWqQvsUWVQZ4jrO/U74qoNird2qny1q0IdU8bmKn5XIrO/x0fXsdlqsaryvGxF6a9jV/Td0tXvrt3smczmEvpIfYl5DvtfXNjE/VEl+oESo6WnRGZObdVH1hxbGdnpVy8TV/eku697/ZnM1b/IH32r8OWDNsUuXq8eaouewSmo37Wori3t04yEub8is3mVeKkLxkX5YPGu+uwSmcVBXprLTjsJQLsSpnrW94s9tWCqD9zIMVNh80Rk3mbqLLQaYCeJC7U9oH/x33oic70IxOdb7ck8KzslMjOEGOQ6smmi56wis3yuFcR+YOhFZkYLI7POl3X5v/B1eiYjYLgI21lu0wajtURm5WvVVfmLv7+Vq3Qq//W2bDIYGTQGkv5A+9p2w6Cvic52i8y24Bu4CIMmF8TO3lhVtwk7k7xpUFsl5S+RtB88J7GWyGzlVRuSN9oTQ8UkhKfJVnoyM/gZZwx4Il15wK7FdorMwtP2CZoGf5748sfWx35CxFCsLb7SPU1ktpruM3nXn581prw3lMO0s7jko77Jc/Vh/X07KTLb5qttWRgYvw1ZOLVVTZ54BkOHx6t7eea4GGq2ApYROwnlzAiWb+q2NsVLQz+oba31puPtFplRIqr6YlLKq249T+bKZ7+bJmho42Uw9p51dSa6iURtd9O/2f7N4OSRwZjsBRZGuOepv2v1r9NEZnlssmfSVi/RmYR6u7RPGK+xNCLzMhGZ50SLyLxj6BfZsLU1ea13kRSziszVvxCCqy/fCpEZ+lKT5vXsJf1rnZ3fn8tpfCCGicNSJzK7x73SwbbRT7vYPGx2/XsdcbTUHb1U8NRjcxubjJ3E4NrR2e9ym1VkZvewo43HvLuLWUVmDhBsGWNvHbO3PyIzAU2ZS+80jMnSpB7049ZmRWb2qfFIufR5vZ7IXAu6xl75xANVvvV1fDtFZs+v+ivNWy0ys9XM6djkFnR6HOG2tM8ZS1lslchMMBUuO7Kvz+YG2pA6UgLp/ojMdVyDeHmGMlVvy37bH5HZb9VfNqj5oTnOLCKz/DanqHcYTUK62ZDmXL0ND+VZ72eRV+at2qJ+RRw5vahDdvLKH3absGouWH2POaW+x5EUdXb7NJGZzStvzIHr90R6/Ue9Q0kbt6OP/dnvkN6syGxua+es+Mov8xLpM7fry18c5H05ts0qMtcu9sqHYvziP2HUO1TM9fQB+vX13vUE/ZuwjInjXbCeLX3q1P6KzGx9dVD9lg7jT+0sQInM+it1VFtXzsaV8Rybh3e9m2namdPqt7qjbY61h7C9RGTeZuq8GQ3LYGkQ6xuJgc4qrw5CY55VZGbA1plu1bC2SmQ2cPM25S02y3EZs4rMBpZ+kJpVZNbREho8h4HUQzwQz1lFZgKyVVlh8YgoepHZwCdPDFAmEoVBYWnfWZ4wOBpUDeS1xRv1ttN6w/M0kVn+K2sThzpahCHBYDIA13azaag75R1cL9RCGaM68DK0d0JkhnJUF5QrA6EXdQ3qjAeDR91fMBTVed8xmtdjLZGZ0CVOBCZ5aFAxoLm3L4OtOJNZuTOgtUWG83oLA9slMmuntehhEURdUHYE/3rjLtQZiyIGZc+qvJ8kMnsW48S9tiRV/fIs95Vhpr1Jv3t7Y0889Vf6oarr8qh/MQf2R2Tu68hGRObykpCmmswUtSVR/8CwJi6X18MY/QVDifEzSYBnTKnLDOeabKlT6hbDaa1dLTshMkO/6bfaySzHZWhL7u9fGghlo20QOnzOqBVepVHbIiLU+eBVj/xrN4g8N44It5/4mghX/9pvYx33r9NEZvVOWcpHLwvpjWUT2DrixgRBf9V72EdkXiYi85xoEZl3DP0i8VKfbtF4rUXAYlaRmV2rOPV1NcHfKpF5VtgC+m7j1aQzM9kRS53ITNRjq7EfCL6O26jLOFJjTTm7jEVmY4X5DruFnWAMlTaCWc+sIjO7ia2rfHqbfFaRuXZREUXdtz8is3yxQG+sGKejh+ixtO84rV6A3KzITORVX9hq/Vi2nsiM8oBkKytjdcEcpxbat1NkFle7h8TRnGurRWY2N/t+kshc7UZa2SlbJTJXGY9FZvFkbwvLEWHY7HEZk9gfkRnKmahXNv0sIjO7lX0uv815J8F5gx05SWTm7FL1U14pB9679Y4cZaReV38p3eqo9moHxrjvKZFwLZG5XurOS7b/vUufoRy0B+1d/vQOJ5sVmdVJtqz5L1G0tJuxyCwv5YG+SzubVWSeNt8Zi8xQB/SXxih5JV/rHTFrQeOYJDLb+eLZ7Ps6fnQzx2VMoz+TWX5qO+JjDFBuPeqNtLm3d7oq5Jk5kDzUL81yZGHYOiIy7wA6VqKtTlNH7RByAznhzwRZwy+RclaRWUMxWBjMhGFwZ6AZkDW4WURmK606U3HSeQub4aCT8huGwFqrPrOKzDpqgo1nMbwOP/zw4TgFHaq06njWexFGHXPBqNeZCsMg6ewv4uCsIjMMMoQQBquO2+SCkVxnR7mPF6fOnyDIA9E9DCqdaW3JMgBItzgJX3mKFy8PYorv1xKZGc7K0HcMK3WCACg8BuIsnaH6YjArb0BnD1llZKgY+EpU2imRGeq7spQOgnmdLyUuhB1GgTpqwkRIFGflaHKnPNba9llIA6PUwGOVWt5qA3UWnvTXYFoDs/KVN+oNI5GoJu6bFZndYxGktj6t5QW1lSJzTTqlm7BsUYTQW5Mr7Z+BK4/UQffx1ixPnBLEhakdS6NFHHWlBmuGEIPCZNMz1FEDvqNdajugeDpzuPoibUX7lo/yWl6aBJiceT5vCuG4LELMKjJDuMpXe+NN4m+T9UlG1yTUBWWm7JS1yY/42HasT1CX9BkmOCZcDM1JCwc1wSrP7PFiHMHV4qE89a+02npW52euZWDtj8hsMqFfqnx1KUP1eprIrH4oD3XLs9YTmYVlUiJfTKTkmbzj1W0SXhMIix3SySDULtUXeW0BdDxxKlFaHdWGeqb1rwxg9b7612kiM0x+lKnnC99YYxJuu3e1P/W3+jFjnvqrv9D/Gxv1sQcwEZnnRIvIvKOUjSnr2TOTHCzcUy8qnVVkrhf66X+22pN5VozVZdP1L+gtxiJzvddj/O6SMcYZYbIH+rGDjW3R2rhkEVua3Gfc6HdVzSoyy9c6lqvmQPWcWURmIhr7hH1jzNhfT2Zias0Tph2pYpxd2nfM01Z6MhOhiHjS1tuYa4nMypIt40gDNoly9685qLpr7JT+7RSZ3UcQZf85y3WrReY62kU8iIiFNipPhCm90rlVIjObwPPYFr0tZ07N49ecrBasF0lkBvGbzWVupi9YT2SWv8Ra5WquNqlflIfV79V7gODeOrZPvaz0W6yp92Kw7/tjfBx5YB6jLvZHWo5ZS2SWnqV93r5VzmO0dx7a5nL1MkRsVmTWJ/m9Oq4MCN7yWFr7uJhP1svohDWryFzexITafrdgLzLLD/121SHhmFupCzys+yOQJqHOema/UIVyTKTjiPNOiMzGD45J+gX1iFbQH53h//JQfPUhY+SRsVaZmJvM4skdto6IzDuEzsUg7aVkBkeDJMOIGGmlvyq+M88MMhpxdZwGeucy6XT7DpwHM085AhDhSmfGY4CQxtApL+kSGMboJIgsnuf3BivPMvAb3Iki4zd59mi80iN8HeBaMAYIaAZfaS/RgTDKQNeZW/GURh3BJHgtE2GJaTo1AwSRo7wcGYLC7QdMHhU+45VRaakJAuHLd8IxyDA8rMa6z2BosCDuy1/PNGgQvvqO3f+JLQYbYclLwk2J874Xxth4K0xarNYyTPye+MHgnnVLh3QzbDyDSKssCIrKsO9MCSfCN9CtJzIz4hjI4rzWwCHfGcruI8T3qLuMafVIfHrBnPGl3OvNwNoDQ4QXwnpx62GMmHzVi3aIjwRRg62y68NSDiYMJS4SWd1DCCsvnHrz9KS2p77VeWQMXu2FgVkCuvqtLWrTBrppb482OWA0W3Dqvd8LBkK9UbmM9NrixmDqRWaDKuNY3DzXGW7j86bE3yTEJFC46hmxePyCBAabe+ShyW6JzPJFn6RtMEzVL/nDYOkNZgO9/ocRU/VYWuS7lWf5Wu2+v+pFH8rB3/0LFBkkPmNM18SUwUO4ZgD6TntVv5ZmFJkLz9G/MbjqXHNiQJ35bqHK5/qbaUaJdmeSRWSdtF1Z/TRp1gYqrvq49V4Aqy9kUCmL8vyZhjaj3Y/zVTn7Tj3URkz4CfLjCYJ6bgxQn4kl6227Lq909U/8PMc5zP02NfHXB+tDxMWz9YkE3zHGKMK1/O8nnIX6o45UWOqR59XZa77XfvVBk8QZdVQ5EXikUZwZqZ7V56vFH+3WxMtz9PlEd+PEWmPgAUBE5jnRIjLvKPpGi88lHhnjqu/3nYkv8cyi3UZEZsKaCa6xuvpJAkcd2zaLyGyxTZVg29SL+WC8Mkax09badSgd5gDC12frEytt/mUfLu07s7leJEUUY2MYf6sPrHM9y2HCWGZ8Yx+zb8WhHACIiiXOErnZKfrV2vLsufXy7PVE5rI1xV+YJf4Q+9glk0TmXqixo4WIaP4kDfsrMrO/pNdvlX/91nfmAeqI/CF+iVPtwHEfu2kzIjOhhUhPsLTgWs+2ILI0RWRWr+SxcU/eVr0hpiozNl+JzMreOEoornc37K/ILK317gVHlRh71fdyKiAiijOhrZ5VRxyMReYSbOu+scgs/uaf0sxOKFFMecov5VkvL9sqkZlARsCtl6DJV5d46BPUt9qxt2gis3RbrJKHxLf1RGbPItKLk3L1+yoL8x9tShur8jN38bfv6z0x+rn+yDL1gA1p7ubS/mvOpG2ze+UZ55cqJ3lnzlRnPq8lMhNsPVcbtMBSfaOw2K/m1+JoPlxHeZQ9qN/fqMhcc3v3165rOobner4+ii5TeaDtcMyRp+zfivMsIrN6XefbG2OqThkHSmQ2f3MPjaXmhOqjxZj+GM1paOsWtBwxUp7Dxrg6JlAfg50SmcFG1749nxNOzVVq/PK5/qJe+Ap1yrjnO2182pnNYfuIyBxCCLuIaWcyH6hs5LiMEMKGiMg8J1pE5h2HQFXvxSCIWngkHnKQ4JRgclwT1VlFZpNpTgCEAtvrLZpZkCY6EKlmEZl5rxE+CCfix2OTiGShdGnf+b/rvaywzsYleHhupY2ji/QSN/pFXnEiPEqLeHMMsCOTKFSef/UeDgudxEBCCFGtPPn6F/wSOYlCnuM+z/fcpRlEZnDGIXrIR0IkcZWgRTQZi8wEbumywE5Y8Vx5Thiql27tj8gMi7fED2KgeMhDO0aVn3tqJ59wCKvi6T7p9tn+isywk4dgSwASprrESabe+SMtk178Jx4+k6/io2zUAWUqP8RZXRIfdUkdUw83KjJz3CD+EsuUqXJWz5VP7y3KUUA5EYWk3xF37pMOdRTiTSRT3oQ2Cxd2mU3yVieSc1RRpspCGgnZ4kH8lC9bKTILi6eoYxHUBYtARGT1Tj/Rb+nfbpFZG1AH6+IgQZibJjLXc9RHv19PZIZ+TT+nrP2rjukTzUNKxCViqjv6RM5tyl6+cpAZO6HVDjvP1geUc0eh3qlbykS70o7dr++pl22vJTLXopo67vnqlDDET79Qgrb6pM0rN/VGv2qBoNK5lterstQvLO176Zy+wt+eyfmuRFD9GiFZmWp3nlFirfvrfUqziszipL14jvHAAoB+gKOG/CjRX7tS1wmz6gXnjHr56Ti/xvi9PBNHv698qT6zBOKdFJnBaVAeyg+iel+vifr6Rn2NRQppVg7yyeLwJCeXsP1EZA4hhF3EgSwy85jmPdG/6JIxwXDhJRxC2FIiMs+JFpF5LhDmeLM5Q9mOHEINIY+wYsJbXnEm1XbI8Vwrr0Vjs4mtXSv9+aV+R1TkIc170K4SXp928NhVYbJMBCV49GJcQRAjZHme3xOmCQGEbGEQOGbZBSZtvJjtLBGWtBEgCTi8jceiis+k2+4PAi9PRqJS/yz/Jy4STMSfEET46AXmyhue4sKSP7zRiC1LnchMHJRHRJlxXOS7bd7ENfEmPhEFPYvIwzYoAbJ2ZImP73jM9i+is+3fc4gR/TnZ0if+5XGunMSVUFgesgQqz7WDRhhELrZHHR8GAgqRR1hEI6KtPOL56NnKjmDv9wTXWaln84LkaSkf7LghntaLs3g5i7M8rR1gykI+8ez1HWGS92W/K5Owpe4Kkwcp29L3vD3lo/j3EAKJtdJQ5w97HsFZ+H7jIoYTBMdHdRHrHZXgeVWeBNISwNwvXCKXfKwdTARPaSdU9Ts+lb281FbVVUc8ELX6NFoYEhZBvcpTvhGo5ctY7FwL9Ub8CKp+K63q0/jMWIsK4kPQX09k1k+Ivzzt69OkZxNLK+/q8hxeyvJQe1M31LlJR0awo8VdvC0UrYe4qcfy3m8s3ui7em9f5aG/0EeJizLVR016vjaintmhOUnM5e1MWO3D0jdW38MrWB+mrvUvjSvURQsBVaf15RYqeoFVHbOzQvsmiFd/qMxmOZefGOpeCwt+q64St8fxUdf02Y5TdJ80EYr7+wiowiFu15n38lY7lt8WAnqPbOMP4VfdE6b+SP2u+q598vDVDnyvH7QwUAL2eniGRS2itN/rt/XP/VE9+lT9gz6wxP+1MHZU/7LW0XzauXrWH10J7cfiC89z5aVfr7ojr+wc0QZr3LY4SiBX5mvt9AnbR0TmEELYRRyoInN5IC3te+EKY4mhytCqs91DCFtKROY50SIyhz1OfybzVpyVOe1M5hBCCCHsLBGZQwhhF3GgiswwieTx5VxJW6P8y8uBV8C0F3yEEPabiMxzokVkDnsEC8S8zBzB0Huq8jJ0lIDdSFtBROYQQghhMYjIHEIIuwjbgrz8wgss1jrXaq9iG5xts7aledO8l4Gstw0xhLBfRGSeEy0ic9gjEJQdd2Bh3IuUbYG27dk5vM4N3arzMiMyhxBCCItBROYQQgghhDAmIvOcaBGZwx7COZvOi7UDibBMDHaetLOBt4qIzCGEEMJiEJE5hBBCCCGMicg8J1pE5rDH8AKsT33qU8PLwLzEy4uztvKFTHZ5vfOd72zvfe97l1/sFkIIIYSdJyJzCCGEEEIYE5F5TrSIzCGEEEIIYRcSkTkcUPCaePrTn97Of/7zt6c+9anzjs7g0XHe85633ete92q///3vNxWWc2m/+c1vtm9/+9t78oxaL3Zzdp/z/LbS+2WMvLv3ve89lIsX1YQQwgFKROY50SIyhxBCCCGEXUhE5nBAQUC8//3v3/74j/+43fe+9513dNqrXvWqZj55netcZ9Mi83e/+9121rOetZ3vfOcbxOa9BsH3L/7iL9qNb3zj9otf/GJLwvQSude85jXti1/84vJnf/jDH9p1r3vdoVy8XC6sDcH/85//fHvEIx7R7nOf+7RDDz10+Q3yY771rW+1xz/+8cN9r3zlK1eVo7C+8IUvtEc+8pHLYVlUGPPLX/5yaDv//M//3A455JD2wQ9+sP3ud7/bULxtp33ta187/F44FnymbbF11uOLXvSiYfHhaU97Wvv+97+/aqHD3x/5yEfaQx/60CHuz3ve84Z4jlGnhDO+UtfCAhKReU60iMwhhBBCCGEXEpE5HFDsZZH5G9/4xvBSlb/+679uX/rSl7YohovDv/zLv7QTn/jE7RrXuEb76U9/uunw5PfDHvawdupTn7q94Q1vWP48IvPs/OY3v2l3vvOd2ylPecp2kYtcpF32spdtpzjFKdoFL3jB4ezFggD73Oc+d7jPLoIrXOEK7S//8i/bpS996aHe4thjjx1eDOSeC1/4wivC+uQnP7kcFoH3Sle60nDf5S9/+Xae85ynnfCEJxzEYosGs/DpT3+6XeISl2inO93phjDESd269a1vPXjM9/F27xnPeMZhAeeKV7xi+9u//dt2lrOcZTj3sYRmovpNb3rTIU4Xv/jFh7BPdrKTtctd7nKD932hbkmPdElDXfe4xz3al7/85U2VRQjbQETmOdEiMoewCnbb3/3d37UznelMwxi8E/zsZz9r73//+/MywV0IJwXnf09zfNgKzCsf9KAHtVOd6lTtiU984rY9J4QQdhMRmcMBxV4WmXlyMqY+8IEPDGLWXuPnP/95e8tb3jJ4HW/FcRlETQIfcTEi88ZRBs961rPaH/3RH7ULXehC7Qc/+MEgOt/vfvdrxznOcYY8LHg6mxQSlr/2ta8NefziF794EFtvcYtbtF//+tft2c9+9tAu//7v/34IS/kQjoWlfYCIfPe73314O/3d7na34W/1gchsseDII49cN97aCUH8uMc97rDIIAy7AIjVwu3fdm+C8o//+I9DPC1ySPMnPvGJdrazna1d9KIXbd/5zneGPuUBD3jAUF+ufvWrt5/85CfDpPS2t73tkDcE5P7Zpz/96dsNb3jDLSyJELaNiMxzokVkDguMsZAzAzv6Jje5Sfunf/qnYRePRdntPK7NGGpx+HjHO96w+2ij2E3F5rB7aLxLyosD2TTSwj6BtLBN2Bi3uc1thnu2AwL24x73uMHO3evIU3WHrSiv2UpHHHHE1LwlELOj7DrcyDxJXXnIQx4y2HoPfvCDtyTudru97GUva+973/uWP5Me8dNtP/zhD9+S5+x1lKP5rzal/9DGJu1QNVfQzu9whzu0W93qVu3Vr371qnoyDksbnrRL0g5f9UGdM3/4+Mc/vqG5pHurnQpDnNSDSfPtH//4x+2Zz3zmEB9zlq985Sur+kW/+9jHPjY419iha6Fi0kLWYYcdNjyvv9z/mMc8ZpgnhbCoRGQOBxS9yMzINMgwGGzdd5bxGAbFhz70oUFsdB111FGrjBwDBS9EBpAt9YxTHhaEszF1tMArXvGK4XIswNJIZOZJ6Q3ZnjctXpMgbBmMXv/616/wxjRoMeDE7W1ve9uqLfx1lrNB2j3i3g9cvnesgPg4NqCQd+6Xnj59Rx999CDIVVjjfJBfBlxxFeaHP/zhmY46+OpXvzrc72iEyith+bzP+3e/+93tV7/61ZphEQJf/vKXD17fJit3vetdh9+/+c1vXiEyM1be9a53DeF6hrwcGyVV/tLz0pe+dDAa1puISK/yl+fKrbBIII2E2D583r7qqe/Ux0nHOpThLh7S8o53vGPVhMUES1n6XnieU4aPCReB1XdE9/W8xaXBfYxr5VnwOj7RiU40iKnqofgz7P78z/98OCqjnifdPJb/9E//dFgY8eyxR2+FZVIpLBcDj6hbE0R5wXPYYoHyWw/10e+f8IQnrPB81h8QhU18ymjUXkxQbnSjGw0COvyG9/af/MmftMc+9rHD38rFERnf+973lsOT/+oQQbuew/A8+clPPhiVIewCIjLPiRaROSwwb33rW4fjy4xnN7jBDQYB6FznOtcwLh588MHbJpZuVmQmgvst2298rBy7144kze9Od7rT8Bl7xS4sdsjtb3/7bRGZ2TLsBHGywL6XkX+PetSjBrvPrq9b3vKW7TKXucxgZ9n5ZcF/jKPyOBuwIdlts6KucCTwO/9uBTyVhff85z9/+bOIzBvDkXhsf7v9zLWufOUrD21SfehtaPO4613veu0EJzhBu9rVrjb8X59jvvzDH/5wOSxt56QnPekQ1lWucpXlsEqwNWczt7LT8BznOMewyHT2s5996Kte+MIXzjT/VG/NmZT9Oc95zqG/45hCS6h5QGHecoYznGHYAelZBx100LBIRXSu+Y95uPiq93ZIcjyRNo44/Q4Nc5GrXvWqQz9785vffNht6TKn2ovHYoa9RUTmcEDRi8wGAFvXz3zmMw8DlEHJmaqFQYzBqdN3r6MoDEyE4RL5DF6MHp8bwNzHAHavgaEXZQlkjFUDFAHOlnvPXupEZgaWlc8aoGy/usAFLjB48K634sqj0+BqO7+4u98WPwOh8FynOc1phgGdyFr5Qcg2Oah7xP9mN7vZsjgsXn/1V381GIX9sQVWgsX90Y9+9HJYjH5HD0gfz1VpMAEpw8E9T37yk4eBvvLKv7xhemF8Es95znMGQ9NAazIgfV7eKG6V954rjQyNY445ZmpYxFjlbYBXFwzu4kRU7kVmn8lP+VJ1pM+D8nKRf57tPuVKcKw8ngTjidHA+7Y/D/ra1772kEaGT4VPDFeGwpdGdeaOd7zjCi8c+eGFliYp8lQ85IkjJ4j+VReUDa9c9ZOxJN4f/ehHh4kXz9yqA+LlGIk6ymIjWDRgUGk3DC8eBcKSf70ILG2MJfn8jGc8Y2JY2qPJnTRPOgrDZ9LledrJZrZEqs/qAo+XEpkJz+KnzVf786/zltUdRu80pNVvL3nJSy5PTHk+H//4xx/OgFY/tXdtdaPnSYewQ0RknhMtInNYUIyBvJaNl+w7gkm9k4ANQhSycLwd7LTIDDYMp4q1bMrN8JnPfGawcQ4EkVkdYaOz2znQqDdsIEKbRX72Vz/XMf9g717sYhcb7FLzp1rwnwUL+565lj2+EXiRstEjMu8fyvNa17rWMJ9U1tochxP9iPLnRFK84AUvGO7TJvUx5WQi//U/+gJzJvc88IEPXA6LYCssnr4w/2SHm0uYS9e8Vz9l3tML29PQb5gbmddwPIK5Tu3Q9D30Feaf5ndEac/SbxDC3WsnZM2DxdvRgRx6aArEarsp7bCtNlA7L82hZj0OMIRFISJzOKDoRWar5wYXnbgXjDE8/+Zv/mYYqAxmvBd9xrPR34w/xwIQl9xvsPRboqLBgrervxkzBj4Gxz3vec9lwco2H781gDCuCE8GzKVOZH7Sk540hEWkNOjYisMgE69JntE9Y5FZPAxgVot59xqgbMexeltCmvQTMInZPIKlk8AsHKKu/JpVZOblXaKs/xskvQzOwG4bk/gTLYmfDGrGAKHUCrU4vu51r1szfWORWbwYnMqSMSI/DdYMDPHibbrWsSEMVXVgreMyiKDC9Dwrxz4j3JYoaCJFNHSkgrQwhGyhYrysZWzOKjKb2Mgv9Y6honzuda97DeETKsVDPqs38pnoafXefeUlrK7KG79T9uJHjOXZYZui5zOc/Z53tXutuPut7zeyPVHelZdKHXGhLiondWw88WQoylOTiElbydQtYcmXMSZmfidc9dzf+4vyVW/lfR2XIT7VjtW9HoaqMjj3uc89sY4pl2of/XEZFp2Uu0Wpk5zkJIMhbPFAe5z0gsMQ5kxE5jnRIjKHBYXNwY42frHtyumCzcmmYpMRccb43ljKRnjKU54y7ILrx302Ko9D37mH6GJHUO+AME1kJt4Qbvy7lkPG/ngy2z1HsBK3iq80W+Bmw4srhwe7sCa9ENjiMpvKfcRJ75UoeGKyydihnB3MN9zXO7ywQdlm7CEvHhbepB118tNuMXFlo9SORHa++Am3v+Rv5S27z3yj7hOG/B3vapQOv+vF8Le//e3Db+ziWwtxFn92FmeXfkeecmPH2VXYe4tzCCHiyRe2v7JZb65QsF153Mu3/h0h6pm0qS/irQxrjjQN4qGyMxdTvwmlfstxyFyiRGZip/mEZ6rHyneSbStd7Hb3sTnX230pDG3H/f1ih12v4kHw7O/1LhB57Ts7WaftLBA/8XCfOWxfN2GuyqnCc13mJDX/Yc/avem3njWLWKvM7fxTz/q6xVlH/pnDKH/zRfMq85K+LXDM0H4JtnZmev44LPkkLPM4YamrylqfVHXuc5/73DB3Nzf5+te/vm689RVVT8rmrzm2+Jjfw5F9HHh4L9euYeWhPZnL2MUorvoS7ajvg2rnpjl/tUvlZm5y/etff9uO6glhu4jIHA4opp3JbLAgpBLhGGpEUt6RDIp+4ORVSlzi0UqoK5GZeFwrmWB4GOSszhoYGCiXutSlhsGHwVqMz2QmCBqIGCwMF/E1qM1y9tJYZDY4EbQJuOUJ7TNxY9QYKAlbRGZi52c/+9nhHp8xGBics4rM7mNoyDNeqWVUMboJz+W1wECoLUEMJc/zGcO4z79JrCUy9/FiwIgXI3Ato3EWkbk/k1n8fOaZnu+yZUr+MrILEw+GgrOFp012ZhGZ6/xhYqTjRwrGuN8pN+GYgJh0+aw/ukSdUp+Vj7BKZK5tg+oug0s+mFiJs6MyxFnaGG/q+0ZEZosI5zvf+Ya4MO7Bk5r3NC+A3tBHicwWNsbPYXzxvCYiq7894miiQXyvlwm6p4ww/xLO1b26vCyoP9ajUN7SqW1q170HPw8C8evzHyUya/uTDD/pVOctpvR1U7y1ZxNnR5WYINTClcn6XjxLPexqIjLPiRaROSwok0RmY5exzZjIvmNP9vfb2WOs851/a3cguxFsGXYI+9BLdo29bBx20jWvec3lXUpjkdk4TeARHq/EfvfgJDYqMksXO6WcPzxPeolhbBO7wSzoS5cFY7ufytPWvRwgfFf3EcfYIuVR6UguNjsPRvGyI6scUcCG5sXod37P/hR3NmLZl+w7u63kgbDPe97zDvkmLeY2hEQ7K+WPfPVOCXYzG6VsWdv6+7wXjjB4ZdYC+LT5jsV+eTbLURaO82Nzs2uVX9noNT8xV+p3jdldyMZmjx5++OGDU4fdnrN4Mysn9ZPda24F+WFexia12C+tnAX87ZzbaR7PhEr5KU/Ue/nEO5YAywYskVmdcHybOk4slF/sy0KdMJdRnspdmbKN5fNaOwf9TrlLS29TmiMs7dttB/XVvFKdky7pUy/MdXr7l51rnufZ6qb41tzM7kaYq2qDbGz1wRyBbc8eFgdzHOnzW+kRDpt2f3AMydI+xx5pKO9+ddUcolCm6redkdNe/Ek0F5b52XheoU4pY0462hwdYNLxg7OgT/LycnW55ijmskv7HGf6+Z/v1WNOSpPOnkbtylQva15B9Fcm5jPyxPxPex4fexnCIhKRORxQTBOZDWoMOYMDg5XY5v8Ms34rO0HQAGCw1dFPM7oYgEudyEz8M9D7re1bxVhkZmQYsA2gziqzOj2r8DTpuAziqYGUccIIGb9UoI6cIGwyGBiJ/RnBmEVkZijySBaObW+8iF3Sz6BkLEib/OfdLSyDLc+A9Vbwi1lFZgbd0jaIzFa+lzqRmTguz4iNVpkrzZUPymFa2c0iMqsnDBhlapJV4UsXQZRwyihXR8RLvenTu57IXNRRGgwgBievWl4QG0XZWqUXFxOtMtwYSQzQjYjMwqr6Jd7TjEDlYJJm0snQ03b91v3y0ASlLpOUSQs1JpqMcROC3jNK2f3DP/zDhkVmv1Ne8prhvN5RGLw0xN39+5PvIWwjEZnnRIvIHBaUEplVU8KSs4rteiK8EdmIgf24x/YjKLMDjXfGTLYfu9nvjf1sU3avcdh2dM8g7BHs2ES8Qo3tY5GZ7ce+IEb1duA0SmT2LGJl2VUutpKxe2kdkZnjCbFTXM0D3MO2Yd+zt9mg4mrnFvGS7W9RuQRxtpa8KJGbcMQ+Gh+XwY5hi7q/FvyF47fu5w0L+SA+5jDsRqKw843ZiY5R6z1p5Z93UshT3sHlWOIZxERhuZ9YzzFGuutdGlshMhP4vCB5aZ8gS5yVD5McMtit0i+9bCP1iOipvGd5yfMkkZloX3OScvjhEct+rrOW1/KEF5+1jsvwPccPecUGFab4lg1bx4Wo1+qRMjU3M6e83e1uN/XYwFlFZvmiLTgK0u7U8h5nYxLRS+AUN4Km+YT81ybt3hUWAVadVp7K3+fqiPmQ79R57UWd49kurRaY1H1zqo163Eozz/albteg8IjeFl36NuFZPJzlqwWccVkJi2AvLN7RPe7lrc37WNja+GbEWuWgfZuLaYvqgfPoPduu4Z4q93KwGqN8zc2Ub/9icPEj8Ovz9FnC1lb1XftznGEIO0lE5nBAsZbIbODRgfPyZZgtTRCZbashMjIyGFmzisyMGQYVz+hexB2LzCBAMhgYeAwDQqb71vMoHYvMqBcNmgSIN2GTB0a/rU/arVxbKWWcGHzdX1vyZhGZGVC2B7nHyjmxtC4DZr/FSJ5Z7b7GNa4xGN8GXkbvemfRLZrIzDBl8MpzBn2fZqvxaxnBs4jMjLryclUX+vCJsrYmKp/y3JaWvq7OKjJDOOq2BQD1hzFDLJ/17cvKwnY09VW59oabyUp5xfQirnAPOeSQ5S2GfVgmlBXWtFX/QpvWXhmdPEvGiyRrIY95DTGW5WM/GRO/MrrHkycvT/Qbz+tRLxiXvuMZNIsXuLwyOfWcvh6GsABEZJ4TLSJzWFB6kZloQphlb7FBjHt2dpXzAPuXIMVO689bHS/UlshMqK4XHxuPLVj7LRuBbdaLzGyOOu7NzrtZbJUSmQlsbP7ernKJz9KMIjP7tT9egJjHxuJ0wO4hvrLfevvB79k1nsHjUpyniczEPHYN0ay37dh/BL1y0vA88TFPKAhQbD2idu/sIJ/YvHZ/VT6XyEwMJUxWGbPPeO2aK1Xeb1ZkBqFZnnqeslUPpJFN29tMPFjFlf3Lhq2XLosTsXM91hKZ2bnlLa7+SUPV0fHxFj3ricz9MXnmCOxYdU05ec6k3YnmFvKCWDnt2LRZRGZlxEnE83hYV3sg0FvM0VbVC3GpOZ1du0WlwZElylp5Squ2IO+F5xniYs6mbrJ36zsvJXc0x0Z2P/qdl6qrf+a6tWNBvdVOifH97oQSmdVBu2b7Nu//FrjMNYQ1zssS3DmPeJ75FfG34qu9maPLv7qcBT7pJejEbH2duijvhSFv6og9CzM9JTLruya93NI8UPnrB/rdzlBm2pty81vP0P7NO3untRAWjYjM4YBimshMyCIe1qDLADBQ2F7Wez/aAmigJsQyVmYVmRkRBg+r570R2YvMwrKFqV5qZ4D04gDGB6PEGU5rMRaZhWdQ8q8B0Eorg51hYJBm1NfZV75nKEifLWHuIbDxlJ1FZBYO8drz+218Yxh9nmcwNkgzShjcnseQWcs4WTSR2Wo0A8RKNk/gjTCLyMywYQwp+zoneBIlMvN63h+RWXrLAFZuDFK/MWlhqNVEZBp1BIQ2oe6NV9fllQUMbaQ3fOsFIOJULwSst0ALi7E3PitN+6320WPiZKKpfc1yLlzFi4EunerypLpC7GZE8jCpvBUHBiQjr5/oiJP2aqLM+Js1Hr3IvF0vSwphP4nIPCdaROawoEw6LsNnBFdCLK9MY6sxk0BkPPRZv8g8q8gsvEkiM7uBdzSbw6LvrMLWVhyXMU1ktn2fPUgYY9cRR6Vb/HrqXSx1Zuw0kdnuK/f5jq1Ul3R7vh2X7jdPMS9Zz7uXnWdBQH7yQC07aprIXGW81SIz5KMw5K1ni5PjRuq4Bc8nDC/t8woVd7ZSzZnY4eu96HkjIrPy3mqRWfi9yGyeqS2wHc0dqjzNQ2ruNi1Ns4jM0sExSl0loFb4HIC0NSKmOm8uI17yu98luJ7I3CMfHY3HVuchbQ5gTjfLQk+P/sFCkXajnVTe26GoXtTRlEUvMvd1GATXcmghdk8rR2Wh/OqF8XWWuHbwpje9aZgP1sUBa9I56zQCecipqsRszzNXkIfOW+4pkVmej3cUy1uCtfpnfraeJ7g2as7gfvkUwqISkTkcUEwTmYl4jMFaMbdaSAA0CBGwCoIeg4GXJ4NhVpGZd6VtP+MXovQis3sMeMQ1XsQFwc89vRfIJMYiswHb38TF8ioxWDNoGOkMW0dlMLhKKAYjRBwIy/KhF5l7MXV8JjOvDPnAI6F/yQTDw5EORF1GOgPAudAFg0deO2drrbOxFk1klq7y0PFvb9DI/7XOmC6RmYHW39eLzMrDdsbartZ7oxCgeRn7zO/do+6U0YxZRWbGT3ne1oq9hQD5N/Y+noR84QHvmpTm8lTQvojNJdbysCcK29ZXRqTPGE8mmuOjNVBnPvdnsQlffSrP4lk8mWsCYwLFK2jakS3aVJ05V+fCMWRtS2Us9i9b4X2gvxi330JZqadj4byOy9AG4pUQFoyIzHOiRWQOC8q0F/+B7WOsJxpxIqgdXwSjftzeCpGZaEOsY78tgshMaGMzmUdwVnHe7iSRmTfl0r6dkmyzaSJzvduFOOgosv5yVIC4sUsc90UgXsvm7O0kzgv9DrGdFJk9d2zns1vZq0v7jn3j6cwWcqSezyZd0sHbdS1Rc9FEZrYp0VT+OTKkL091i/07LT2ziMzqEtu0ji3sw3cfm7rOR5d/2lovaG5EZK6yVJfraBZzXHPatfKvh8Bsjqw9cujo0XdYTDH37EVZ8bWIo10RhAv1xa5ZYZmLrkftsJBeR/1sBMKzvke769+D0+/wkOc9nGfMDzju9J7R8tlL5dURfc+041J63CPPPcccPoRFJSJzOKAwCBDdDNQ6e969zn+zdYwnQB3er+NnLOj4DdoMKoMEA4uBWy/tmFVkLlGLUW1gMhAz5gzmS/vOpBXWIx7xiOUzeBkERCwinHhs1JOZ8esoAM/04kAeqs6oYgRb2WYoM+YZBowugqp7iJD+tgWPWCzuBEhGNm9lLx/g8ex3DNAyDhjH8kpeWM11D2OIKCwvy6ObYU5c9WI4cWb8iKM3bO+kJ7PvDOrCVA7y24sxZhWZQfRUbxg88k16iI0MvMMOO2zqs8vjQF45WsM2LQK+iUaJzCBWWplnwNm66D4GjrRZxVcHGRzKmXeEeiSeXq5iYqLM1hOZGTxEbEane9QBxjvRs99SOQlCPa8ChjSvGwa839dVoqn7nCGmXilHhpk8NhE18ZHn7pFvwpLv2uY4LPeYNMgTXsPakHpErObJ7A3ssxi42rzfWGSwiNQ/R5nWJEg5MaLF20RK+Zpwao+MyDIItTWTXXVb3olXhSf/tCNp5AHtmdq/77wA0KRK/e8nJyEsCBGZ50SLyBwWlLVEZkIawZItytOW0MaBwLhu3C02KzKziYhJ7F1jP/t4I8dlbIfILL3sMGH4vN7PwVbr4TxQzxDeNJGZiOY+ovA0W5atz/Zgo7D7pmEhnyMA+99xJn1e7ZTITJQ0rzBPGB/FZheXcJU/gZ4dTWRkL1mcYOO75BXbS3kIa60zdRdNZOa8YW6n3rNfN+L1O4vIrHx4FZeX77R0KH9xYAP39WpWkVl+aaPlwatuqavaobZZLw5cC2E4nk87Up5jRw/twBxd3vV1Tf9CrFUPy5lDXM1dpoXl70nHMZoPS69jc2Z995H6Y6FAOzL3GJchz2L1SB2v+YF71Bf9Tp+XnskBR33kINP3JWshPe5fmvC+mBAWiYjM4YBDR07QtBKpk9bxE+0YMv2gbCBw5lN5ILuIeSVEY1aRGQwe4hnvBoOh7w2WhMF6EzeDiTFk9dbz3GfVloC3nng26UxmXiTCJ+Z5njQzzPojGsTbZwZz9zA8iMS9VyyPZoYmI2JpnycBg5UB19/H8HCeM0PDPZ47frmCiYZVfMaLNDIqGd07fSYzbJPiGbu0Tzyu8+tmFZlhxZ2HLmOSQc7DlXG23oo0MdNkhEDtd8qNF28vMkP5eEuySUCVoXPX+rdrEyzFgeFt8sUjmhHLSJ/lTGZHfzDO3F/lxhjuPXUnwciS/1Un+otIra30WzIZleq89Jp48sbpt8etFRbvizpGRl00wfOdNHtpyOte97qZBGZhWCyZ9Bzx4onfn5kmTBMP5b60b+uqCa8JQ1EeR5MuEwMTKM/VB/A8ICz7Tllr334/6aWEIcyZiMxzokVkDgvKWiIzsde4RoSxcG6BlS1mbOfsUGxWZK4X/xFp6gWCFuHXY7tE5nLGkHYvF3NfiXScOmoHF6GVcCpNNZeYJjLzUq4dleYnZUvVEWXulXdEQeGx9XvsmlIe7D/ip3SJ4/hlxBsVmQnp/a7GWUVm8Sgxd2yfywt5zKmGhyuHG8+pnZI9HF04d7BTJ+14KxZNZFYntAHpYrP2cwTOHurztBdFl8gsjr3DUS8yKzPisvrNC5xHeGG+wF73TPXeXE46zGuKWUVm9rF5i3pcO/w8m8OM+Yc52Fq4145e5c3envTeFfeYq6h/XqBdn2nv4mgOL999xmlDPM3PJ4VlXudYi/4oP21d3RCWdM+CNlDvcHH036SyIriX01rlrXroWEhtTBlXOzZvNd8ee0QX0meOWsd5FOq/vkffoD6HsKhEZA4HJAZMQizDlpFoAJ60qqyTN/gzKl0MhfGLBhh6vuu3HQlP2Ab5/n7hWYn1TN+Lw/gcKwMZI0uY7mOkzyKeGfD8Rpj9qqzwxbGeNxazPLvOGHaPQXLSsRXCrzxzieOk++Qto9U9nju+x/MIdJWnwpnlbcT1G+VR+VXx6X8vLT7j+bqep4DvlVHdX/lWn/VCrvRXHo7rQJ9/0j7NUBwj/PqdZxJ2xyJziZN9GU7KL2FVnZFXVV4EfmGoR76f5vkxLjdhrJd/ldeTrnE9rGdUmUlvX683Epb0V1wntcv1UOemPYuROg6Lga9+TCtfz58Wnmf16ZQOfUDFfdb2HcIciMg8J1pE5rDA8NolEhOFiTh2BNmpQzQhQFnUNk4aS3lOEvaIpX7H65EDBkFqsyIz28iZvYQ7no/9S8ImsZUis3TayeccYWIfMZEDRS1As6Xr+ALxd98tb3nL4T5ib91HqOPsIA0WoXknsnmk/1nPetaQL0Qr4rV89ixiV3lsSodFe+nynogS3wmN8poTC6cQ8SW2CqMu9s6sIrPPHJNH1OddTRj2nHpZ4izHZXBwUU7yRB0hmDpOxGfqB29s6RIXdWbSwoF8szNuad95zWu9A2arRWbPEx5xVN7KQ3VyFpEZ7Eies9JvB6G2wUFCPaldfdPwTh1576gEThdecschaWmfyAy2pbYlfHWRsOw4SKI2z3/1V/o4fKhvjnZx3Ix2SYiVB+uJzL7j6KINEE/Va8KyhSXtqurQNDivqM+O0SE29/WR0061YfVSvqgLvI49w2KS35WA67g59W+tsLQlcysOYxy2fCcvlQsnj/XiC+m34KEfIKZLc/8sC0Xy1aVsiMAWl5Sv4zDkVb8gp5w4m6iLyl076MNTd4Slb7XwYtHFQpO6ou7qe302y9w5hHkRkTmEEOYA42AswPNAZkSOz/ALIYQ5EJF5TrSIzGGBsUjsKKnaTabKEtSIWYTCfjGbWEJIISC7j6Bq5xKhdLMiMwh3dmL5Pa/atY5Q2EqR2UXkI8TyKuR5yWmgx5Z+O/UIqEv7dkIRq/qXmRFJCWjCIPw5Sq3OoRUn4jIxUBzkhZ1YY89HoptdfuxHIijvSL/jZEK09vnShJ1WhLhZRWa41+e8iH1H3COCLW3gxX/iTuSrHY/qDQ9h3tnKl+BWXs3TjtBTR4h4hLppuyC3Q2TmDat8lvbt5pS3fj+ryFxxtxhQu2nlgzqx3m42gilx13GDfuf9H7UrrkRm8DRWRhZ8fMdr2XF7vdOMctSm1Is6CpE4Kk2znMnMOcKCSNV/bc+O2FleXq0dTaqLLgK6YwsL3vgWZpSZuBK11fVaWJCP08KyyFJh2dWrjyCEL+3brelvu0BncVDRjnkoT3oOwdeCSdUb4ZnDOcZG3mj7yrf3LJfX03Zu2g1bOxeUg0UCda52VPMg50mf3Y9h0YnIHEIIOwyDjTHFOOH9U97mJj4MTwZRCCHMmYjMc6JFZA4LDhGEsEKArGstga7urXvq76LCWOs3/X3jHWXrPb+/b5rH6KTnjT/rj8sgBk+Kz7RnrnXfWnnY5/Msz+nDGD9/UlxmzftJz9nIi/9myZNZy3Jcf9a6pz9qZK20ziI4zlJHiml1bdY6sdbvPOvggw9eJTLXfevVmT6s+r68cfvvp5XDLM+YxLjPWK//mFavNxrW/uZ5Me0508JaK2/WapOT6ksfVnY+ht1CROYQQthhGBhWp53BzHvFiruzuq1g2x4ZIyKEsABEZJ4TLSJzCAvJtBf/HQjwwHa8R78Lz3tYdFneAxK2D57MPGr7s5wdXyLvvd8khBAWiYjMIYQwJ3gvO2vMli/b7Gyji8AcQlgQIjLPiRaROYSF5EAVmTlHOO/Xln3nQtf7ZZyn7DgDRw+E7UHee7Gj4xccZ+HdNI5mcSSDs7aPOuqoeUcxhBBWEJE5hBBCCCGMicg8J1pE5hAWkgNVZMZnPvOZ4WVszvl1vJvL+c/OiI2DxPbiLGIvDezz3ovwnvOc50w9uzqEEOZFROYQQgghhDAmIvOcaBGZQ1hIfv3rX7enP/3pwxEF/n+g4cWKXu7oxY8ETh7MEZh3BvXtDW94w5D3dkF6sV3yPoSwiERkDiGEEEIIYyIyz4kWkTmEEEIIIexCIjKHEEIIIYQxEZnnRIvIHEIIIYQQdiERmUMIIYQQwpiIzHOiRWQOIYQQQgi7kIjMIYQQQghhTETmOdEiMocQQgghhF1IROYQQgghhDAmIvOcaBGZQwghhBDCLiQicwghhBBCGBOReU60iMwhhBBCCGEXEpE5hBBCCCGMicg8J1pE5hBCCCGEsAuJyBxCCCGEEMZEZJ4TLSJzCCGEEELYhURkDiGEEEIIYyIyz4kWkTmEEEIIIexCIjKHEEIIIYQxEZnnRIvIHEIIIYQQdiERmUMIIYQQwpiIzHOiRWQOIYQQQgi7kIjMIYQQQghhTETmOdEiMocQQgghhF1IROYQQgghhDAmIvOcaBGZQwghhBDCLiQicwghhBBCGBOReU60iMwhhBBCCGEXEpE5hBBCCCGMicg8J1pE5hBCCCGEsAuJyBxCCCGEEMZEZJ4TLSJzCCGEEELYhURkDiGEEEIIYyIyz4kWkTmEEEIIIexCIjKHEEIIIYQxEZnnRIvIHEIIIYQQdiERmUMIIYQQwpiIzHOiRWQOIYQQQgi7kIjMIRzA/OIXv2jf+MY3Vl3HHnvsvKMWQghhvkRknhMtInMIIYQQQtiFRGQO4QDmyCOPbE94whNWXI973OPaEUccMe+ohRBCmC8RmedEi8gcQgghhBB2IRGZQwgr+OIXv9gOPfTQeUcjhBDCfInIPCdaROYQQgghhLALicgcQlhBROYQQggtIvPcaBGZQwghhBDCLiQicwhhBRGZQwghtIjMc6NFZA4hhBBCCLuQiMwhhBVEZA4hhNAiMs+NFpE5hBBCCCHsQiIyhxBWEJE5hBBCi8g8N1pE5hBCCCGEsAuJyBxCWEFE5hBCCC0i89xoEZlDCCGEEMIuJCJzCGEFEZlDCCG0iMxzo0VkDiGEEEIIu5CIzCGEFURkDiGE0CIyz40WkXmh+O1vf9s+9alPrbq+973vzTtqIYQQQggLRUTmEMIKiMxPecpT29eO/lGuXLly7errxz//9by71N1MROY50SIyLxQ/+9nP2vOf//wV1/Oe97xhQd53IYQQQgjh/xOROYSwAiLzgx726HbmKz84V65cuXb19fiXvHveXepuJiLznGgRmReeX//61+0xj3lM+8///M95RyWEEEIIYWGIyBxCWEFE5ly5cu2VKyLzpojIPCdaROaFJyJzCCGEEMJqIjKHEFYQkTlXrlx75YrIvCkiMs+JFpF54YnIHEIIIYSwmojMIYQVRGTOlSvXXrkiMm+KiMxzokVkXngiMocQQgghrCYicwhhBRGZc+XKtVeuiMybIiLznGgRmReeiMwhhBBCCKuJyBxCWEFE5ly5cu2VKyLzpojIPCdaROaFJyJzCCGEEMJqIjKHEFYQkTlXrlx75YrIvCkiMs+JFpF54YnIHEIIIYSwmojMIYQVRGTOlSvXXrkiMm+KiMxzokVkXngiMocQQgghrCYicwhhBRGZc+XKtVeuiMybIiLznGgRmReeiMwhhBBCCKuJyBxCWEFE5ly5cu2VKyLzpojIPCdaROaFJyJzCCGEEMJqIjKHEFYQkTlXrlx75YrIvCkiMs+JFpF54YnIHEIIIYSwmojMYS78/ve/b1e5ylXai170onlHJYyIyJwrV669ckVk3hQRmedEi8i88ERkDiGEEEJYTUTmA4z/+7//a+9973vbQx7ykPbgBz94xfWkJz2pHXPMMTsSj9/97nftVKc6VXvYwx62I88LsxOROVeuXHvlisi8KSIyz4kWkXnhicgcQgghhLCaiMwHGP/7v//bHvSgB7Wzne1s7V3velf7zne+s3x973vfa//zP/+zI/GIyLy4RGTOlSvXXrkiMm+KiMxzokVkXngiMocQQgghrCYi8wFGicznPOc525e+9KW5xSMi8+ISkTlXrlx75dqoyGy3zytf+cr2oQ99aPj/mJ/+9KftUY961NBPrsV///d/t6c//ent/ve/fzvkkEOGRdzCOPyBD3yg3eMe92hve9vbhr/774488sgV98+RiMxzokVkXngiMocQQgghrCYi8wHGLCIzg/nNb35z+8EPfrD82R/+8If2iU98or3nPe9p//Vf/7X8+a9+9av2vve9r/3rv/5re/vb397e8Y53tB/96EerwjRZ/9a3vjXc9+53v3u47+QnP/m6IrPfmWyLj995/re//e3hTGeTfJ+9/vWvb5/73OeGzybx29/+tn3qU58a7n3DG94w/K4XD6RNXrzlLW8Z7nnjG9/YPv/5z6+Y+I/zp9L81re+deIEg4guDPEV94985CPt2GOPXXXfb37zm/bRj350Oaxf/vKXK743ifFbcXvta187pLPi5Rn+rjgrn63wRI/InCtXrr1ybURkNi686lWvaqc97WnbC17wghXjhL5aP3z5y1++He94xxv67Gn8x3/8R7v5zW8+hOF3+uaDDjqovf/97x++Nzbc+MY3HsY2QrO+v/jkJz85vK/gJz/5ycY7760nIvOcaBGZF56IzCGEEEIIq4nIfIAxi8jMg+vMZz7zIBoXhNqb3exm7ZKXvGT74Q9/OHzGsL7lLW85XLyyPvjBD7anPe1p7TKXuUz78pe/vOKZxN2b3vSmg9cWUfUlL3lJ+7M/+7N1RWZirkm9+/zOJP8a17hGe/SjHz2IAT4jMl/sYhdrL3zhC1f93iTgjne8Y3vGM57RPvaxjw2/uepVrzr8TVzGi1/84naJS1yiHX744cM9r3vd69o1r3nNduihhw5Cbs+HP/zhdqtb3WrIG/n0hCc8oV3pSlcaRISCCP/EJz5x8GATv3e+852DoHD3u999yMeCGH/wwQcPaZF3T3nKU4b7vvCFLwzf/+IXv2i3u93t2p3udKfhHO2rX/3q7Q53uMMQJ2Ky+D3wgQ8c4iRd8l1Y/SLA/hCROVeuXHvl2ojITBwm8J7pTGdaITJb2PQeA4KSvvZc5zrXmiLzM5/5zHbe8553GH8gnHvf+97DWGE81E8Ly/+POOKIYUzRp+vb73rXu7bnPe95Uxc5d5iIzHOiRWReeCIyhxBCCCGsJiLzAcZWisyf/exn24lOdKJhMl7wbL7a1a7WbnCDGyx7FhMtT3e60y17cWGW4zJMzJ/85Ce3s5/97MvCa8XfZxUP3Ote92rnOMc52s9//vMVcSHSEnJLeLWFmVB7qUtdahB5Cc1XvvKV2+Uud7kVv33Na14zxO+oo45a/uzoo48exIXe64y3Ga+3hz/84cPfhAIvUbze9a63LDCIs3Sc5SxnaV/5yleWPxMPAnp5H0vvrW9960Ew99k3vvGNdpKTnGR4IeMY8Tr96U8/eDnXb4njt7/97Sd6km+EiMy5cuXaK9esIrMx7p73vGd7/OMfP4xzY0/mgvfx+c9//jVFZguv1772tVd8Ztw4wxnOMPTPxtLDDjts+NwCJWHbMRwWay0mWmBcECIyz4kWkXnhicgcQgghhLCaiMwHGCXSnvSkJx08gm3pdfGINcnFZkRmYu5tbnOb4T6/ISbzxL3CFa6wYvvvRkRmwi7BteL/uMc9rp3xjGdc4S0tnFOe8pTtu9/97vJnjpHwGe/kokTmC13oQoNYME1k5oF8nOMcZ1nEJZjf5z73aZe+9KVXiNvSdJrTnGb4Dp4vvq94xStWpOO5z33u8LLFEplNShwX8uxnP3tFmgkPJzvZydq///u/rykyf/zjH28nPvGJh7ywHbvyhrC+WQ+4iMy5cuXaK9esIrOFRQuk3//+94ddIZsRme9yl7sMY17/e7ty9Odf//rXh8XEF73oRcPnxhjP5UVtbLLL58c//vEwvvl3zkRknhMtIvPCE5E5hBBCCGE1EZkPMLbbk3ksMh9zzDHtIhe5yCA092cm74TI7OVMxz/+8QfhtdhfkZn3GYH5Fre4xYojNMYi85ve9KbhvM7+pVCTROZPf/rT7YQnPOEghPfIS+Kz560lMlsQsEgg/294wxsOXszlOb1ZIjLnypVrr1yziMzE3Mte9rLD0UbOxd+syOy3dq7041GJzN/85jeH45ocv2H8efnLXz7stjEWXOc61xnOa7Yz5wEPeMCwANyPX3MgIvOcaBGZF56IzCGEEEIIq4nIfICx0yLzd77znXbBC16wPeIRj1jhYbsTIrMzkU30CcvF/orMvNsuetGLDmHWWc4Yi8y80/ztDM8+HWOR2bbo4x73uO2KV7zisje56yY3uUl79atfPfxmLZEZhGgvjTr3uc89CNvSyhtvsy//i8icK1euvXKtJzLbCWIR9JGPfOQwLm2FyCwMQvH1r3/94Z0B7tW/233iOy/VdaTU85///OV3GrjXi2KNlURoY9UhhxwyjCmT4rFDRGSeEy0i88ITkTmEEEIIYTURmQ8w5iEyX+ACFxheerTTnswE4VOc4hTLx0lgsyLz2CN7ksgsT7761a+uSMdYZOatRhheS6hYT2SG+Nt+7UWDwj/1qU+94niQ/SEic65cufbKtZ7I7KWrFkIdUaQ//dnPfjbsWvHyvX5BsZhFZMaxxx7b3vWud7VXvvKVw/sI7na3uw3e0sI0Jui3X/va1w7jsBfaXuta1xoE6Ote97rLYy8vZ0drjF9Au4NEZJ4TLSLzwhOROYQQQghhNRGZDzBmFZnPdKYzDRPgYn9FZlt9vdToqle96jB5L3ZCZHa+8QlOcIJBPCj2V2QmVHuZHwGgP5ZiLDJ/+MMfHjyU3/a2t61Ix1hk9mInL0O0ZXoa00Rm4RGpvfyv9w4/8sgjh2cTNTZDROZcuXLtlWs9kdl4d6tb3Wr5sptEn36JS1xiEJrHAu+sInOPXSfnO9/5hmONxhgjHZPxjne8Y/g/sdnRGjjiiCPajW50o03vTtkEEZnnRIvIvPBEZA4hhBBCWE1E5gOMWURm4uaFL3zhYdtuTbAZ0ya7XlBUYuwsIjNBlOB62tOedjjKoURRoi1R+LGPfezUuG5WZHb2pXR4Rk3SnWUsHRsVmcXljW9843AkBSHZ3+Lyta99bfCWLpFZ+MK74x3vOHiyVZ7Yin3Ws551WWT2e5+d5zznGdJW26Ftoz700EMHb+m1PJmlaVyGn/nMZ9rZz3729oUvfGFqns5CROZcuXLtlWvWF/8V+3Nchvuc6zzp/GSf3fOe9xzGRWH3GEN4K9/5zncexgvjreMznA0NC4bjXUA7TETmOdEiMi88EZlDCCGEEFYTkfkAYxaR2YSZV5UzJB/60Ie2l770pcNvvGjuzW9+8/IW4llEZrj/Fa94Rbv2ta89iKMvfvGLBwHb0RPf+ta3psZ1syKz3zvr8kpXulK73/3u1172spcN25Kf+tSntotf/OIbEpnr2fLjmte85iAEv+pVrxq2Q/M8K5EZtkHziLvLXe4y5J3nyksCdYnMMEGRPmdxPv7xjx/uve9977vsQb6WyMyb3DPE/ZnPfObwW8eDHH744ZveWh2ROVeuXHvl2gmR2Y4Wns8E4VpI9VsLnfrl293udsM9Y/Tjdvp87nOfW/5MH+4sZguWXjRrLJojEZnnRIvIvPBEZA4hhBBCWE1E5gMQHldeTNe/EG+MCbJJrkky4ZbgyZDuJ91+T1B19EP/OxNnv+nvNfH2XOEdffTRw/clQq+FIzbEtd8uXPHq4y9scRwLrBUf8fRMkwLP9X/eYb4nGjhSoz96wj28lMdxFA/xJ44fc8wxw/NshR5PMggV4uM5vnvOc56z4riMwu89v+4V1/Ja8514S+8Y8eb55sxr+eO38mArXhAVkTlXrlx75dqoyGyXjZ0odq5M6k/1946O6s++N64cfPDBK17S9973vncQoBzH0R+x1PPJT35y+E0/bnn+S17yknbb29521XdzICLznGgRmReeiMwhhBBCCKuJyBzCNjPpTOZFJiJzrly59sq1UZE5rCAi85xoEZkXnojMIYQQQgiricgcwhbi+A3HiHziE59Y9kDjmey4DkdbOE5k0YnInCtXrr1yRWTeFBGZ50SLyLzwRGQOIYQQQlhNROYQthDHaThX2Uv+DjvssGHrs6M9DjrooPae97xn3tGbiYjMuXLl2itXROZNEZF5TrSIzAtPROYQQgghhNVEZA5hi3GOs5c3EZsf9ahHtWc84xnD+c27hYjMuXLl2itXROZNEZF5TrSIzAtPROYQQgghhNVEZA4hrCAic65cufbKFZF5U0RknhMtIvPCE5E5hBBCCGE1EZlDCCuIyJwrV669ckVk3hQRmedEi8i88ERkDiGEEEJYTUTmEMIKIjLnypVrr1wRmTdFROY50SIyLzwRmUMIIYQQVhOROYSwgojMuXLl2itXROZNEZF5TrSIzAtPROYQQgghhNVEZA4hrCAic65cufbKFZF5U0RknhMtIvPCE5E5hBBCCGE1EZlDCCuIyJwrV669ckVk3hQRmedEi8i88ERkDiGEEEJYTUTmEMIKIjLnypVrr1wRmTdFROY50SIyLzwRmUMIIYQQVhOROYSwgojMuXLl2itXROZNEZF5TrSIzAtPROYQQgghhNVEZA4hrCAic65cufbKFZF5U0RknhMtIvPCE5E5hBBCCGE1EZlDCCuIyJwrV669ckVk3hQRmedEi8i88ERkDiGEEEJYTUTmEMIKiMxPeOKT25s+cFSuXLly7errK9/+4by71N1MROY50SIyLzwRmUMIIYQQVhOROYSwAiLzoYceOu9ohBBC+H/s3QeQlFXat/H63ldXXdMa1tV1VcxrWMyK2V1FxQiIGVDWgApmzAkMrxIkmlAUFFQQJYiooKgooCKIWgRBVBAEkaBQBoz3V/+zdXqfp5+eoWeG5pxmrl/VXSszPd09PdOz3VefPk9YROZAjMgcPSIzAABAFpEZQAqRGQBgROZgjMgcPR+ZH374YXvssccYhmEYhimz+fDDD0M/nFgtEZkBpBCZAQBGZA7GiMzR85G5bdu2dttttzEMwzAMU2bz5ptvhn44sVoiMgNIITIDAIzIHIwRmaNHZGYYhmGY8h4ic2kQmQGkEJkBAEZkDsaIzNEjMjMMwzBMeQ+RuTSIzABSiMwAACMyB2NE5ugRmRmGYRimvIfIXBpEZgApRGYAgBGZgzEic/SIzAzDMAxT3kNkLg0iM1CLLViwwCZMmJCaYcOGEZkBAETmQIzIHD0iM8MwDMOU9xCZS4PIDNRiWrXcs2fP1HTv3p3IDAAgMgdiROboEZkZhmEYpryHyFwaRGYAKWyXAQAwInMwRmSOHpGZYRiGYcp7iMylQWQGkEJkBgAYkTkYIzJHj8jMMAzDMOU9RObSIDIDSCEyAwCMyByMEZmjR2RmGIZhmPIeInNpEJkBpBCZAQBGZA7GiMzRIzIzDMMwTHkPkbk0iMwAUojMAAAjMgdjROboEZkZhmEYpryHyFwaRGYAKURmAIARmYMxInP0iMwMwzAMU95DZC4NIjOAFCIzAMCIzMEYkTl6RGaGYRiGKe8hMpcGkRlACpEZAGBE5mCMyBw9IjPDMAzDlPcQmUuDyAwgRZH5no5d7IERXzLMKp/ZC5eHvgsA+A8icyBGZI4ekZlhGIZhynuIzKVBZAaQosh8d4cu1vmFOQyzyufzr38MfRcA8B9E5kCMyBw9IjPDMAzDlPcQmUuDyAwghcjMhBwiMxANInMgRmSOHpGZYRiGYcp7iMylQWQGkEJkZkIOkRmIBpE5ECMyR4/IzDAMwzDlPUTm0iAyA0ghMjMhh8gMRIPIHIgRmaNHZGYYhmGY8h4ic2kQmQGkEJmZkENkBqJBZA7EiMzRIzIzDMMwTHkPkbk0iMwAUojMTMghMgPRIDIHYkTm6BGZGYZhGKa8h8hcGkRmAClEZibkEJmBaBCZAzEic/SIzAzDMAxT3kNkLg0iM4AUIjMTcojMQDSIzIEYkTl6RGaGYRiGKe8hMpcGkRlACpGZCTlEZiAaROZAjMgcPSIzwzAMw5T3EJlLg8gMIIXIzIQcIjMQDSJzIEZkjh6RmWEYhmHKe4jMpUFkBpBCZGZCDpEZiAaRORAjMkePyMwwDMMw5T1E5tIgMgNV8P3339uTTz5pt99+uzVp0sQ9ufjhhx9Kepm//fabu7wTTzzR5s+fX9LLEiIzE3KIzEA0iMyBGJE5ekRmhmEYhinvITKXBpEZK7RgwQK7++677ZprrnGxs3379i5E/v7770Gujy534MCB7jqVOvDmGzFihDVq1Mh++eUXmzt3rs2cObPkt4Mis277Aw880L788suSXpYQmZmQQ2QGokFkDsSIzNEjMjMMwzBMeQ+RuTSIzKjUvHnzbN9997Wrr77axU6ZMmWK7b///nbZZZfZ0qVLV/l1Ulhu3Lix/e1vf7PPP/98lV2uYvKVV15pJ5988iq7TCEyM7VpiMxANIjMgRiROXpEZoZhGIYp7yEylwaRGZV655137I9//KP16NEj9zHF1qFDh1qdOnXsmWeeCbKiWSuIJ06c6FYUryr6Pv/973/bCSecsEq/ZyIzU5ummMj8008/2euvv25XXHGFNWvWzNq0aWPTpk0reNrvvvvO7rvvPhcD9HWF6P6szzdv3jw3Z599tp122mn2/vvvu9P8+uuv9txzz1nLli2td+/eqXdR/Pzzz+5dDp9++mk17nFAtIjMgRiROXpEZoZhGIYp7yEylwaRGZUaM2aMrb322qnILHPmzLHtttvOLr74YhdYRP87duxY69u3r3Xv3t1F4PwY+80339iAAQOsV69ebh555BG3Gjn/dLNmzXIB++GHH3ZB5+OPP06d5q233nJfm79dxldffeW20tB1UBDSv/MtXrzY+vXrZ48++qg7D53/7NmzKw3Hy5Yts8cff9yt6t5mm23srrvusgcffNDtkaw9mp9//vnU6WfMmGEdO3a0L774Ivcx3T76Q6av0/VT+Bo9enRuhXjS119/7b5/XbcnnnjCTjrppExkVjB77bXXcuf1wgsv2I8/1nwVKJGZCTnFROY+ffq4dzJMnjzZ3X8eeOABq1evXuqdDf7v0VlnnWVbbLGFi8bF3j/0t+Dll1+2Qw891P0tkkmTJtmZZ57p7ps33XST+xvivf3223bcccfZokWLqnZnA+JGZA7EiMzRIzIzDMMwTHkPkbk0iMyoVEWRWeFl2223tQsvvNDFHAXPG2+80S644AL75JNP3NdpFWDnzp1zYUd7OyvE6DTTp093q5EHDx5sdevWtVdeeSV33lqRqNNppaLOq0OHDrbjjjvau+++mzuN/ijssssutnDhQvdvhSYFWx0cT2Hps88+s2effdYOP/xwF4C0ClEUk+vXr2+XX365C8G6DorEug46XUW0YlqrFLVNx5ZbbmkTJkxwX68DAeoyFLCStNJ7rbXWsjfeeMP9W9HqjjvucJFaq8N1/fS/DRs2dLdbMn598MEHbksOxXhdpuKWrrMimo/MutzrrrvOxW59D/oD+a9//ctat27tnvjUBJGZCTnFRGbdx8eNG5d7gUb367322su9cORfLFJ4VgDQ/bpVq1ZVisx6MUz3Tb2wpPPTtGvXzu0Dr8vUCzqnn366e5FLc95557noHGqfeqBEiMyBGJE5ekRmhmEYhinvITKXBpEZlaooMg8aNMg233xzt6JQYUWxePvtt8+9tVxGjRplf/3rX3MBWfF4gw02cKucPUUfxZpjjjkmF6sVSnVwPa0eFq08VkzVZXj6o5CMzIq2Wunbs2fPXHhSGNaBChV2/WrE8ePH2/rrr++ut6d9pbVS+NRTT82tyi7Eb5ehuK634Isuq5jIrOty5JFH2lFHHZWKwP3797dNNtnErcj03+vxxx/vwrO/LoW2y1B4/stf/uJ+Pv66aVXzDTfcUOPVlERmJuRUZ09mvRijF4oUlguFXt0vqhKZtYpZL1jp/ih6kUr3fUVs0d+RBg0auL8/+jun09b0xR0gQkTmQKwWRGa9kK5FBIXezVUqegFRL9BXtqigWERmhmEYhinvITKXBpEZlcqPzIqlenB+wAEHWNOmTV1s1QPtJk2auEibDC16MK8Q3a1bN/fvQpFZIfWSSy6xffbZx60IXL58uVsdvcMOO7g9Tv2TD0UevxpZ9EchGZl1/bTCeO7cuanrr8tU7NW2G1IoMutyzznnHDviiCMqjVCliMwKw2uuuaa7XqLV1xtvvLELvV6hyPzee+/ZRhttZFdddVUuKuv66fas6WpKIjMTcqoTmUeOHOle5Bo+fHjBz1clMuvvwSmnnOLe4eDvS7oP6u+Uj9jarkd7s2s7Hv0d1NY22qpDcVrvLGBFM1YTROZALNLIrMcg+nurv4F6fKgXvPO3LSvWRRdd5N6BsiqPraGt3v70pz/lXjCsCSIzwzAMw5T3EJlLg8iMSvnIvP/++7uDYWl/U8UaxRbtTSrz5s2zgw8+2K688kr3oNu/hVzbSfz5z392bzmXYiKzKGIrBGvvYwVnXYf8A3bpj0IyMusAYFo1nb+aUKuU9YTi2muvdf+OPTLffPPN7vomT1MoMuv7Utxab7313OXr56HtSFbGiiAiMxNyqhqZdd/S9jcHHXSQLVmypOBpqhKZFU+0F7P/++bp79jVV1/t/hZpn3S9wPPiiy+6F9f0Dg69A0N7o2uboEJ7wQNliMgciEUYmbV9mV5c0+MUvYND71LT397zzz/fvZusqojMDMMwDMOEHCJzaRCZUamKtstI0sHtFKEVihWFW7ZsmRsduE77B0uxkVkUXbXPqbaE+H//7/+5gKSv9/RHIRmZ9WSlUGRWVNJ2FJdddlnufGOOzG3atLG///3vqaheKDL7692pUycXxPScVMFZt211VxV5RGYm5FQlMus+qXc86D6udwFUpNjIrPva9ddfb2eccUbqnROi7XuaNWtmt956q7Vo0cLtCa2tbbS3uqKLXujR12vfZt0vWc2M1QCRORCLLDLr76Fiqg74nNwWTY83dAwJHRNCL35XBZGZYRiGYZiQU2xk1vO6Dz/80J566im38GjKlCmp53p6N766zyOPPOLeQa8X35OfV9sZMmSIe6es3xI2+bVTp07NLKosZ0RmVKqYyKztGhRQFZUru3NUJTKLgpAOgqf98/SkQHs3f/vtt+5z+qOQjMy33HKLbbbZZu4JRJJisLafuPPOO92/Y4/M+l61+jv5ZK2iyOw/N3/+fBs4cKBbTb7hhhvaq6++WuH3UAwiMxNyqhKZ9buqA2IqIvsXswopNjLr75fupx07diz4ea1Q1gFI9cKatshQjNYDBa1m9lt16OO6rNXpgQJqLSJzIBZZZNZjNb0Inh+ZRYsJ9DhR23h5emyix2fawkxTaM/6iiKzLkuPa/R12oaoULzWEzI93tPowK86rT5WiN7hor/ZOo2uox4nEZkZhmEYhikmMqsBKRDrnVtqNzoAvJ776R1deryj56AXX3yxWyD5+uuvu2NOqA+NHj3afb1eqFf/6ty5szsfvfvfNy09Brr33nvdu2HzFziVMyIzKlVMZNYTAr1lUhE0P/ImFROZteWDDoaXfNu7njjoTq0Vu/q86I9CMjI///zzttVWW7m3ryd99NFHLj5rtaOUKjLrLaRJ1Y3MemVM10+rI738yKzrofPV2/qTf4z0va6zzjru9qsJIjMTcoqNzPo/9IYNG7oVdNr/vTLFRmb9fdFe58mDjBaiy2vcuLF7QUf3Z/23P8CpvlYPPCoKHkAZITIHYmUUmfUit66yHveIXmDr1auXe/FfMff+++93T7z8gYq9QpFZj/0UbfVCn75WW6Fpqza9c8SvCNLfaR0c+cwzz7SHHnrIPT7VkzstdEi+2KjHTrpMvcNOT+x0fnqsusYaaxCZGYZhGIYpKjJra1g9/hk2bFjuY88995ztu+++bisxrWpWq0keU0uPPXRgeLUavchdv35994K3HvOoG/nHRNpeVg2qsoZWjojMqFQxkVn0loBdd93V2rdvn4srerCvoDxhwgT372Iis1atKCYr+vrQrFd6tGKwXbt2uScj+qOQjMxa6aInGDpgl98PVR9TnNZeqX4lzMqOzKInGLouulz/JEjnr+91+vTp7t/FRmbtA6sV2yeddFLuj41uTz0ZO/roo3P7xOpgiltssYV7hcxfps6rbt26ucusLiIzE3KKicy6n+pvzR577OFWFq9Iocis+5Le9qS/QZ4O2qd3Tei+VBE9WNDWGHowoZiif7dq1cq9Mq37Yt++fd2WG6vTq9GotYjMgViZRGb9zbvjjjvc4x1/0FMFYr2zyj9eUexVdN55553di+FefmTW46oLLrjA/W31j7EWL17sHpspUvt3u2nRgN6hltwiSY979txzT/f/C/4xkR5X6TL199wfr0JPBnVdicwMwzAMwxQTmXVgdz3+UUz29Bhnhx12cM//9JxPzzGT22PoxXBFaD1+0mMfbf2qRUp6PHLuuee6hYU6vd5tr60YV7fnjURmVKrYyKw7iVaaaMWJ9ivVkw6FHX2df7JQTGT2e6zqFR4dZPCee+6x22+/3e1zqm05PP1RSEZm0R1Xd2h/+fpvfW1y35tSRGbFZV0/fe+6XjrIoEKxrrs/v2Ijs+hVLu0hrWiuWKXz1JMx/RH0f7x0W2hrDZ2nvk9dvv5XB+Op6f6GRGYm5BQTmbVqWP/HPnLkyKL2Ps6PzPoaxYGddtrJvbDlTZo0yTbddNPU/TGf3sbdoEEDt5WPpwcfl156qVthp78DyXciAGWMyByIlUlk1uM6HUdCj430grgWBehvc4cOHVJf74/doZXJfiFCfmTWu0AUhXXwZ0+Pl/S4Sfs++8UC2ppIW14kVxTpc1oxpAOv6sU/PYnTIoNjjjkm9ZiLPZkZhmEYhvFTTGTWO7X0nDG5kE+Pi+rUqWNdunQp+DVqQWpLejyiRU2KzHqMpH/rhfPHHnvMbfd17LHH2uTJk2v8mCQ2RGZUSncEPSEo9tUVnU6n14N83fn86hFR2Cl0XnqCkdy/VKfTxyo6n+TX5AcmnU4fr+jrKroOOm1yRWNF8q9r8nz95frLzr9uhS7D376VfR+aQuG4mNNUB5GZCTnFRGbFBf2ftw7Ep6jrR3taFTrwpQ7SoBe3kvc/PajQ27mT+33qa3UQP63Iq4geKOjyk39D9N/aqkdv2dYDkdXt1WjUWkTmQCzSyKyDMesFdO03qEUEenKkv5l+yyIFaG1HkQzAohf4/BMuv+1ZMjLr/PXCulYjJ7e8qG5knjVrlntCqHfAJR8HEpkZhmEYhvFTTGTWO/Z1kHltz+pVFpm1IEmPl/wiTcVkLQzUthl6jqjHK3reqIWWeqeX9nHW9hp6R762YszvV+WIyAwghcjMhJyqHPgPQEkRmQOxSCPz5ptv7rbr0kFvXnrpJbeXYPIFbr07S5FZn0/yK3f01lGtapZkZNaL7doWTU/Cki/kVzcya1XQjjvu6A6kk3wRn8jMMAzDMIyfYiKzwrAO1qfHI+ok2qNZ213o8UTy3fGiBUt6J/p+++2XW7SkxyX+Hf7a6lTv1tfjJb1QrwMSKy4rZE+dOtUdb8hv/VrOiMwAUojMTMghMgPRIDIHYpFG5kIH/kvSVkH/+7//a88880zq4z4ya69mPTmTQpFZB1JOHjS1JpFZ23Z07dqVyMwwDMMwTMEpJjKLHlto9bG2/dK2rP3793ePibRdbJLi89Zbb+22dExSfNaL9NrKVSudFa11YOQ33njDHRRQ7/jSafSYZ+zYsTV+jBIakRlACpGZCTlEZiAaROZArEwjs1bf6C2l2qYiSUG2UaNGblsjf0yLZGTW6ImbDl6sPQuTX1edyKyQvdtuu7mDsiZXRhOZGYZhGIbxU2xkTtJjIq1W1opkf9wHvaCthrLrrru6bcQq2/Lirbfeco9rdGwxvStMj4/0ArtGx5LQlhnljsgMIIXIzIQcIjMQDSJzIFamkVlPsnTgYr1NNBmLtcJZ21fo7aFe/oH/dABVnUZPuLzFixe71c/VOfCf9tzXgZq1pYdHZGYYhmEYxk91IrO+Ri+KT5gwIfcxPV7RgeEbN26cevyTT1tv6GD0OraFaPuMJk2a5CKztssYM2ZM1R+URIbIDCCFyMyEHCIzEA0icyBWppFZ9ETr8ssvt9atW7u3gSown3vuuW7fwuRBUfMjsy5DK6BPOukkF5DHjx/v3praokWLKkdmfz20OloHHNTXvPvuu24/RD0JrOzgrsUiMjMMwzBMeU9VIrO2s9DjGoVgbQvmVysrDl999dV26KGH2ueff17peSgga+WyVjHLl19+aaeeeqo7OKAOWqzPaTuNckdkBpBCZGZCDpEZiAaRORCLLDLridTEiRNtyJAhLt6uiELvqFGj3JHYtUJZB7NJ7o0sir6Kv8m3lOqJmp7ADRw40O1nqMvSEzZ9TBFadHR2rQDS/3r6nI7OrieLyfPT9dDlPPvss+56aCX1kiVLMtelOojMDMMwDFPeU2xk1ovTt956q7Vv3969CJ58HKHP7bLLLlavXj1r1qyZ2xpM07JlS5s2bVrudNou7MYbb3SPV/zX68V3bY9x4YUXWtOmTW3EiBGVbrVRLojMAFKIzEzIITID0SAyB2KRRWZkEZkZhmEYprynOttlYMWIzABSiMxMyCEyA9EgMgdiROboEZkZhmEYpryHyFwaRGYAKURmJuQQmYFoEJkDMSJz9IjMDMMwDFPeQ2QuDSIzgBQiMxNyiMxANIjMgRiROXpEZoZhGIYp7yEylwaRGUAKkZkJOURmIBpE5kCMyBw9IjPDMAzDlPcQmUuDyAwghcjMhBwiMxANInMgRmSOHpGZYRiGYcp7iMylQWQGkEJkZkIOkRmIBpE5ECMyR4/IzDAMwzDlPUTm0iAyA0ghMjMhh8gMRIPIHIgRmaNHZGYYhmGY8h4ic2kQmQGkKDJ36drN5i35iWFW+Sz/+bfQdwEA/0FkDsSIzNEjMjMMwzBMeQ+RuTSIzABSFJm7desW+moAAMIiMgdiROboEZkZhmEYpryHyFwaRGYAKURmAIARmYMxInP0iMwMwzAMU95DZC4NIjOAFCIzAMCIzMEYkTl6RGaGYRiGKe8hMpcGkRlACpEZAGBE5mCMyBw9IjPDMAzDlPcQmUuDyAwghcgMADAiczBGZI4ekZlhGIZhynuIzKVBZAaQQmQGABiRORgjMkePyMwwDMMw5T1E5tIgMgNIITIDAIzIHIwRmaNHZGYYhmGY8h4ic2kQmYFabM6cOTZq1KjUDBgwgMgMACAyB2JE5ugRmRmGYRimvIfIXBpEZqAWmzFjhvXv3z81vXr1IjIDAIjMgRiROXpEZoZhGIYp7yEylwaRGUAK22UAAIzIHIwRmaNHZGYYhmGY8h4ic2kQmQGkEJkBAEZkDsaIzNEjMjMMwzBMeQ+RuTSIzABSiMwAACMyB2NE5ugRmRmGYRimvIfIXBpEZgApRGYAgBGZgzEic/SIzAzDMAxT3kNkLg0iM4AUIjMAwIjMwRiROXpEZoZhGIYp7yEylwaRGUAKkRkAYETmYIzIHD0iM8MwDMOU9xCZS4PIDCCFyAwAMCJzMEZkjh6RmWEYhmHKe4jMpUFkBpDiI/Py5csZpiTz22+/hf41B7BiROZAjMgcPSIzwzAMw5T3EJlLg8gMIEWR+a677gr+R59ZfWfatGmhf80BrBiRORAjMkePyMwwDMMw5T1E5tIgMgNIITIzpR4iM1AWiMyBGJE5ekRmhmEYhinvITKXBpEZQAqRmSn1EJmBskBkDsSIzNEjMjMMwzBMeQ+RuTSIzABSiMxMqYfIDJQFInMgRmSOHpGZYRiGYcp7iMylQWQGkEJkZko9RGagLBCZAzEic/SIzAzDMAxT3kNkLg0iM4AUIjNT6iEyA2WByByIEZmjR2RmGIZhmPIeInNpEJkBpBCZmVIPkRkoC0TmQIzIHD0iM8MwDMOU9xCZS4PIDCCFyMyUeojMQFkgMgdiROboEZkZhmEYpryHyFwaRGYAKURmptRDZAbKApE5ECMyR4/IzDAMwzDlPUTm0iAyA0ghMjOlHiIzUBaIzIEYkTl6RGaGYRiGKe8hMpcGkRlACpGZKfUQmYGyQGQOxIjM0SMyMwzDMEx5D5G5NIjMQIR+/vln++WXX4JcNpGZKfUQmYGyQGQOxIjM0fORedy4ce5xE8MwDMMw5TVff/116IcTqyUiMxCZH374werWrWunnnpqkMvXH1wiM1PKITIDZYHIHIgRmaPnIzNPUAEAAP6LyAxUQLG3b9++dv7557swdvvtt1vv3r3tiy++sN9//72kl0tkZlbnITIDZYHIHIgRmaNHZAYAAMgiMgMFKCI/8cQTtt1229kbb7zhPvbbb79Zhw4d7KCDDrJJkyaV7LKJzMzqPsVE5u+++86GDh1qd955p5vp06dnXtz5/vvvbdiwYe4FoH79+rl/F7JkyRLr0aOHO11y7rvvPlu6dKk7jbanGTlypHXs2DFz/bR9je7zigpALUJkDsSIzNEjMgMAAGQRmYECFJyuuOIK23rrrVPBSaFr1113teuuu65keyYTmZnVfVYUmRWFGzdubJdddpk77ahRo2y//fazESNG5E7z448/2vXXX29du3a1GTNm2KOPPmpXXXVVLhonKRLPmjXLPvnkEzc6vWLy0UcfbYsXL3anGTJkiLVp08bef/99O++889zpvAEDBtjFF19sv/7660q6lwFlgcgciBGZo0dkBgAAyCIyAwUoSrVu3ToTmb/66ivbZ599XIRSDM6n03bu3NmtklRM++yzz1Kf15MRRbF27dq50en0NckVmoUisz7/wAMPuNXVniLbs88+61ZXK3r36dOnwpWcVUFkZko9K4rMU6ZMcauXZ86cmfv917Y1DRs2dKFX/9YK5uOPP96++eYbd5ply5ZZo0aNbODAgSv8Hdf9uH79+u60Oi/NOeecY4MGDXL/feutt7r7sd69oMs74YQTbPjw4TW+bwFlhsgciBGZo0dkBgAAyCIyAwVUFJm1klJbaPTv3z8VhhWiOnXqZM2aNbN58+a5UKzTbrnllvb888+708yePdv22GMPt9pSWwHoNGPGjLFtttnGxWIvPzIrojVv3txt0+Gvi1Zr6mNdunRxYfnzzz930eyUU06xb7/9tkbfO5GZKfWsKDLrvqXAm/z3lVdeaYcccoi7b+r+o/uaViMnT6P7w2mnnVbwBaCk7t27u6is8xL978EHH2xjx451/9aqaK1cXr58ubtv6rRslYFaiMgciBGZo0dkBgAAyCIyAwX4yPy3v/3Nxo8f70LvW2+9ZUcddZQLsPkRS3Fq5513tnfffTf3sYULF9pGG21kd9xxh/u34u0GG2zgViR7Op+zzjrLBeKffvop9zEfmRWvdXmbbbaZjRs3Lhe233vvPdt0001t9OjRufPS2/wV2fzKzuoiMjOlnqoe+E/BWauJTzzxRPffc+bMcdtn+BdwPG15Ua9ePbc1RkUUjvWCjfZf9rT1TX5kvuSSS2zu3Llu2w7ty677pV7cKdU2OUCEiMyBGJE5ekRmAACALCIzUICPzOuvv741bdrULr30UrvwwgutRYsWbruLL7/8MndaxacmTZq4VcR6y77nI/PNN9/s/l0oMisst2zZ0g444IBcuPaRWXGrd+/etv3229vgwYNTK6d1EDJF5nPPPdeFsJWJyMyUeqoambXtzCabbGKPP/64+7e+vk6dOqk9muWll16yf/zjHzZx4sQKz+vFF190wTq54l/3Ld2XnnvuOffft9xyi3vBRiuetS+0XtTROxC0erp9+/aEZtQWROZAjMgcPSIzAABAFpEZKKDQdhlaVfzxxx+7oHzEEUfk9lvWqsr999/frXxMxqeaRuZtt93W7f+swJwftbRFxjXXXOPOXyuor732WhfCtE9zTRGZmVJPVSKzVg9rP2a9i8C/uKP7oV58qWpk1v1GW19oz+X8g/hpVbRC8yuvvOJOo3cOnHzyyfb222/bBRdc4D6vdwmcccYZ7mNALUBkDsSIzNEjMgMAAGQRmYECKtqTWT744ANbe+213UH7RHst6637OpBfch/ZmkbmnXbayR3Y7OGHHy64clJv++/bt687GJqek66zzjrWtm1bt19tTRCZmVJPVSJzt27d3Krl5FY0us/tueeeqb3MRZF57733dgcOLEQvDO2111726quvZj6n+9ioUaPcCuapU6fa/fffb1dccYUtWbLEDjzwQHe/0CrnNm3a5A4KCKzmiMyBGJE5ekRmAACALCIzUEBlkVkH9tPB+i666CL3b21XoUisA4WtzJXMWjH9+uuvu9isJzKFQrOil6KyVjFruw7F72HDhtXoeycyM6WeYiKzIq4OjKkDbfbo0SO1XczixYvtuOOOs549e6buC9pL+eijj3afL0T7MGvbjcr2bBYdSFPnP3nyZHc/1gEHp0+f7j6n+7P2WScyoxYgMgdiROboEZkBAACyiMxAAZVFZv173XXXtY4dO7p/a4uK0047zRo1auTe2u/VNDLrwH8KZwpaG264ods2Q/QxHeBs+PDhqbf8a/XleuutZ88880yNvnciM1PqKSYyz58/3w4//HC3dYWezCf5A2Jqn3T/4ovuS9o/WfspJ4N0Uv/+/d19Kbl3ej59bYcOHdz56O+Attj417/+lYvMereA9mqu6DKA1QiRORAjMkePyAwAAJBFZAYK0CpFrZLU2/TffPPN3Me1wlErjBWAk6sltQesgrQCr75WwUtfp1WTNYnM/t/XX3+9bbXVVm47AOnVq5fbHmPQoEEudmmGDh1q9erVsy+++KJG3zuRmSn1rCgyK+zqIHtaTax9kAtRKNbBMbVyX7//o0ePdjFYW2no36effrpb3Z9ccawV0VoZrftdRbR6uUGDBu58PO1//vTTT7v7vO6XekEHqAWIzIEYkTl6RGYAAIAsIjNQAe3Fqiil2KXVi9qDWasb9ZZ8rbJM0spKBWYF6CuvvNLtIztp0iS3pUb79u3daRTWdtxxR+vTp0/u6xS7dNA+xTR/0D79r2KZVml6Cm2XXnqpHXvssbZo0SK3YlrXTauntUesrts999xjH374YY3fxk9kZko9K4rMM2fOdC+8HHnkke7+17x5czc6uKZfUSwTJkxwL8DoNArB2rdZv/+KzDqt7kPJ+4P2XNZ2GhVFZp1W+5z369cvtVL5008/dddb10Gfyz9oILCaIjIHYkTm6BGZAQAAsojMAFKIzEyppyoH/gMQDJE5ECMyR4/IDAAAkEVkBpBCZGZKPURmoCwQmQMxInP0iMwAAABZRGYAKURmptRDZAbKApE5ECMyR4/IDAAAkEVkBpBCZGZKPURmoCwQmQMxInP0iMwAAABZRGYAKURmptRDZAbKApE5ECMyR4/IDAAAkEVkBpBCZGZKPURmoCwQmQMxInP0iMwAAABZRGYAKURmptRDZAbKApE5ECMyR4/IDAAAkEVkBpBCZGZKPURmoCwQmQMxInP0iMwAAABZRGYAKURmptRDZAbKApE5ECMyR4/IDAAAkEVkBpBCZGZKPURmoCwQmQMxInP0iMwAAABZRGYAKURmptRDZAbKApE5ECMyR4/IDAAAkEVkBpBCZGZKPURmoCwQmQMxInP0iMwAAABZRGYAKURmptRDZAbKApE5ECMyR4/IDAAAkEVkBpBCZGZKPURmoCwQmQMxInP0iMwAAABZRGYAKYrMnTp1sjFjxjBMSWbRokWhf80BrBiRORAjMkePyAwAAJBFZAaQosjcrVu30FcDABAWkTkQIzJHj8gMAACQRWQGkEJkBgAYkTkYIzJHj8gMAACQRWQGkEJkBgAYkTkYIzJHj8gMAACQRWQGkEJkBgAYkTkYIzJHj8gMAACQRWQGkEJkBgAYkTkYIzJHj8gMAACQRWQGkEJkBgAYkTkYIzJHj8gMAACQRWQGkEJkBgAYkTkYIzJHj8gMAACQRWQGkEJkBgAYkTkYIzJHj8gMAACQRWQGarGZM2faoEGDUtO7d28iMwCAyByIEZmjR2QGAADIIjIDtdisWbPspZdeSs1TTz1FZAYAEJkDMSJz9IjMAAAAWURmAClslwEAMCJzMEZkjh6RGQAAIIvIDCCFyAwAMCJzMEZkjh6RGQAAIIvIDCCFyAwAMCJzMEZkjh6RGQAAIIvIDCCFyAwAMCJzMEZkjoqC8vDhw1MzdOhQIjMAAEAeIjOAFCIzAMCIzMEYkTkqy5Yts8GDB6dm4MCBRGYAAIA8RGYAKURmAIARmYMxInP02C4DAAAgi8gMIIXIDAAwInMwRmSOHpEZAAAgi8gMIMVH5uXLl6+2AwBYISJzIEZkjh6RGQAAIIvIDCBFkblz5842ffr01XZ+//330DczAMSOyByIEZmjR2QGAADIIjIDSCEyAwCMyByMEZmjR2QGAADIIjIDSCEyAwCMyByMEZmjR2QGAADIIjIDSCEyAwCMyByMEZmjR2QGAADIIjIDSCEyAwCMyByMEZmjR2QGAADIIjIDSCEyAwCMyByMEZmjR2QGAADIIjIDSCEyAwCMyByMEZmjR2QGAADIIjIDSCEyAwCMyByMEZmjR2QGAADIIjIDSCEyAwCMyByMEZmjR2QGAADIIjIDSCEyAwCMyByMEZmjR2QGAADIIjIDSCEyAwCMyByMEZmjR2QGAADIIjKjJObNm2dNmza1Pn36hL4qqCIiMwDAiMzBGJE5ekRmAACArNU2Mr///vvuwZ+CWVV9++239uSTT9pPP/1Ugmu2cixfvtyee+45W7BgQerjn376qXXv3t1mzZoV6Jr9x+eff2577LGH3XXXXRWeRqHvrbfesp49e7oH6yvb0qVLrV+/fu628pYsWWI9evRwvx+ePv/ss89W+4nCqFGj7KOPPsr9W9/X4MGDrW/fvvbbb79V/xsIhMgMADAiczBGZI4ekRkAACBrtYzMCkiPP/64/fnPf7Znnnmmyl/fq1cv22qrrUoSPleWMWPGuO8vGTcVNB9++GHbZJNN3P+GDGnFROYff/zRWrRoYZtvvnm1XgxYEUXezTbbzJYtW5b72NixY93tdtlll9kvv/ziPjZ69Gj3scmTJ1f5Mr788kvbfvvt3WV53333nR122GFWp04dF7rLDZEZAGBE5mCMyBw9IjMAAEAWkbmAK6+80jbeeOOoI/Njjz1mf/jDH1KRWbRNxaBBg+yrr74KdM3+o9iVzAqaw4YNsx9++GGlX4cbbrjB/vjHP6Yis/5bq4w/+eST3Mf0ooJuy+pE5rffftvWX399e+KJJ3If0/elFwFeeeWVsoyZROb/GD9+vF188cX273//OzUPPvjgCr/2559/ttdff939/vsnoHpR44UXXrBLL73UfS5Jn9MLIAsXLqzWzwwASoDIHIgRmaNHZAYAAMiqdZFZK08VekaMGGFDhw61N954IxchtW2Ctj5o0KCBrbfeei7kKtgmw8/8+fNdINLXagWsVuMm/frrry5Wvvzyy9a/f393ft98803ua4cPH+4+p6/X+VS00lXR9d1337WRI0e6bTEUk7VSWd/buHHjrGXLlrbGGmvYPffcY08//bTNmTPHfZ0e7D7//PP2xRdfpG6P2bNnu/PS6HwVwfLpNAq+um2GDBlib775pluVW4g+riim89NtNHXq1NTni4nM8vHHH7vr6y9HP4MJEya420e3k4JwoSiof+t7fPXVV91pFXR9WNc2J6+99pqdfPLJttZaa9mjjz7qbkPdNrqcF1980YVU3Z66LS+44AJ3W3bo0MHdlnPnznXnoZ9VfsTX9dV56Wc6bdo0a9euna299touRj711FO50ytQvvTSS5ntMvS7pN8J3W4K0ckA7mlLD32tRj8PnXbRokWZ0+lnqG0//M9AwXtlbPFCZP4PnUbx149+dxo1amSdOnWq9Ov0O3LqqafaLbfc4n6f/WXp91m/J/o91Ap+/e55ur81adKk4P0SAAIhMgdiROboEZkBAACyalVkVpA79thjrW3bti7wKPJefvnldtppp7l9mBXoFAcVkrQ6VeFOsVJBUec5Y8YMa9iwoVu1qq+97rrrXOxdvHhx7jK0bcKRRx7pwundd99tRxxxhLtcxccTTjjBbrrpJhdnFbfbtGnjQqiP0J4euF500UVu72CFwwEDBriv7dKli4tQH374oV111VUujD7wwAMuXvnAqjC8ww47uBAqipyKnwqpipqaG2+80a644orUA2OF56OOOspFYV2mQugll1xi55xzTiaEKpaff/75LsLrtLqtdbv27t3bRXYpNjLre9L19XtI62ejrSYUj/Uz0vdev359t7dyMgxOnDjRzjzzTPe967Y877zz3OkUiHUbvffee3b66ae7AKyfo74fxVuF9D333NPuuOMOd366LXVb6LZ86KGH3Plpn2v9THbbbTe79dZbU9e3W7du9pe//MV93Weffeau/zrrrON+lvpav0JaP7+99torFw11WbqtdJ0V8fXfCrlnnHGG+97996bzVKDUdh7ar1o/T13Xf/7zn+529/S7qsu++eab3e+T4rh+1+68887MCx9VRWQuTL9nhxxyiPvdroh+frov6O9AMvjrfqifqVbN67K1D7neMaF4rRCt3wvtC16OK98BrLaIzIEYkTl6RGYAAICsWhOZ9bH777/f7bWsKOdpNapiYteuXXOBp9B2GdqG4l//+peLej6kKvodfPDBdvXVV7uPaRo3buxCVP7b3hVkt9hiCxeqvJkzZ7rgqRjtV7wq6F544YXWunXrXCxUhNIKSF2Wj8kVbZeRH5kVW/U9Ky5733//vdWrV89djr9tOnbsaNtuu607vafz3nnnnV0Q87eNQq3irVZp+oCq89PHjj/+ePd5qU5kVnDT5Sn6J+k89D34GK/bQ6s+W7VqlQt5irv6twKuV2i7jGRk9gptl1FMZJZC22VIfmTW9dtnn32sT58+udtS34fi/zHHHJN7oUKrrDfYYAP3IoWn3z39Tun30v/u6Wfz17/+Nfdz1XkqputFj5o+4SEyZ+lFKP3OVRaC9fNs2rSpW6WcH/r1u60XivQuCtELEjo/v33L2WefHfX2PABqJSJzIEZkjh6RGQAAIKvWR2ZF27333tuuvfbaXMArFJkV/RQTkweoU+DU6sTDDz/cxdWqRmad5qCDDnJ7tPqD0GkFrw7cl3wrvY/M++67b24bjGIis7bcUEhW/M1fLa1tNnQ5iq4VRWZtLbLrrru6LSF8BNftufXWW7vV2Z4is8KwVtv6B9srMzLrZ6nvVbFV9HPRavFDDz3UhXof/XQ9dFt5sURm3Xa6fXV+flsTT1Fc11HRUQpFZm2pctJJJ7kVzj6qv/POO+50eoLjf091Ofpe87foqCoic5a2TtGLTPodq4jui3Xr1nWxP5/+NuhdENoWQ7QNil6Y0f35rLPOcj93vWil296/UAMAgRGZAzEic/SIzAAAAFlE5iIj87333mubbrppag9lrVZUTNQ2E4p7KyMy6wGrtnhIhtHqRmZt+6AtFJo1a5bZq1chTHFU20hUJTJrawndhsm9mld1ZNb1feSRR2zNNde0Aw44wN1misf5YonMuu11wDjdHvmRUiuc9fVaSS/FRmaFSH1MX6uPa4XtyloJS2RO02m1HYtuk8pOowMC6j7Uvn17u+aaa9yWNorJ+pnp83oXxH333efuS/o90tYw+r3R1jN60UCn1xY8uq8nXywBgECIzIEYkTl6RGYAAIAsInORkfn222+3dddd1606bN68uRvFW+1ZPGnSJHf+KyMyK0Rts802qchU3cisSKzzLxSZdVA5HzOrEpm1vcN+++2XOr9VHZn9baK9prV/84Ybbuh+XtoqInm7xxKZdV2193KhyKyVzX/605/cXspSbGQW3dYKk7vvvrt7YUK/N9qbuaYH/yMyp+lnpNtYL8hURPd9/a5olb/2Y9bfFf1d0N8Cv52Ofr/0u60DUervh/ZB1+pmBWb9DdDPzt/X9SIQ+zMDCIzIHIgRmaNHZAYAAMgiMhcZmbt37+5iZv62E0krKzJvtNFGqZXC1Y3MixYtcttK6Drlr3JVzNT3o9NXNTLvtNNObisOL0Rk9vQ9arWoDram0Kq9on2gjyUya7RtyS677JL5vdDPU5FZv5tSlcgs+p3TamittNftuNlmm6V+v6uDyJymrTK0Yl4H9auIfne1dc5xxx2X24dbdD/ccccd3bYuug9NmTLFfUwHEdWBMnV/0u/a0Ucfnfu56bbXSmj/9wgAAiEyB2JE5ugRmQEAALKIzEVGZu2VrI+NHDmywstdGZG5X79+ts4666S2f6huZFbsUmhV7MwPZIqlderUcdehKpFZAWzLLbdMBd9VHZn1v6NHj06tClaIrV+/vrv9/ZYmKyMya6Vw/u1W1cis21eXsd1227nTJ+n7UBj2e3AXE5l1flolq+uQ3H9Z+2SvtdZa9uSTT1Z6m68Ikfm/9Duplch6ESP5e5RPP4dOnTq5rXOS70LQ/Um/R6+88krq9LqfKCxPmDDBbX3i/1v0d0oH/vR/EwAgECJzIEZkjh6RGQAAIIvIXCAy66B4CsrJA3Dpv7U1ximnnOK+RhSWpk2b5oKv/ntlRGbF4Hr16rntE3ysWrx4sdumY5999slFZq2uVFD0YcpLRmbRCkrF4549e+a+v2+//dYdNE9bgPjbptjIrACp20sru/2KTd0eWsG5qiLz+PHjXSjWdfbXQVH4hBNOcPvh+ttS+xxrixPdfl6hyKygq9tS4dbTSm0dmE3nmVxVrt8NbUuh6ytaRayVyNoCISkZmUUHddOqcgVLvwpckVz78Wq/Xx8wi13JrOuh2yp5IEr97LRq1gfw6iIy/5f2XdcqdN3vC60i1+++//3QQf20lUzy4I56UUr3oQ8++CD1dfrdvPHGG9156n6u8/cvQOiFDD1xrekBHAGghojMgRiROXpEZgAAgCwic4HIrBWtOmBemzZt3L6/OoCeaGsG7furKKgQpHCrFYd+BezKiMy6ngrFDRo0cG+Z79Onj9sOQpen0/rIrK9VeDz33HPd2+4VdSU/MovilfYEVrhWDNX3qoOU+dhZlcis0yqA6vppaw9dP4XRu+++e5VFZl0XRW7tx6ztMfT96/rfdtttLqB7H3/8sbtOWo2s1b0KvYUis67ziSeeaC1atHDn5QOyfq6XXHKJW9mulchaqaoYqMDrg6Oui4LyMccc47524sSJ7uP5kdnfJnqhQiusdX66DroNk9e52Mis70W/h/o59OjRw/1+6XwHDhyYuszqIDL/l55E6mfeqlWrzPYVn376qdWtW9dtVaLz0wsF+pno56D7lkYvIuR/rbbK0Irn5LsV9DPs0KGD+xuj3//kqnoACITIHIgRmaNHZAYAAMhaLSOzKMwpAiW3vFDM00phrU70FH8Ue5JRWMFIDxr19Qqtybe/Kxzp9DofrVhUFEoGK4VQfTw/SOn66GuSexnrNIrGuqz86KWwrVXIOi99D7rO+u9kjNbqXV1HnYc/X/2vYmb+Hsw6rS5fp9V1zF8lqZXa+rrk96rLUnBNrgQWfa0ipy5b10mXqVW5ye9boVO3U/7X5tP10uX6bSV0efl7L+u204rh5PYBOr1eIPDfv74mf6Wpzk8/V51m7ty57nvTeeRfr4puS9EqVV0/fVyf12XmR1ydxn+tD8b6+ely8n+u/vz0ufzfLf95/dyTq6d1e+u0+h79+el/dZvrfPz1y/9drC4i83/p91kBX7dH/n1a91tFZL0I5On3Qy+A6EUGbXGjF2Hy93HX6ma9+JW8DjqNXrRSpNYLBaxiBhABInMgRmSOHpEZAAAga7WNzACqh8gMADAiczBGZI4ekRkAACCLyAwghcgMADAiczBGZI4ekRkAACCLyAwghcgMADAiczBGZI4ekRkAACCLyAwghcgMADAiczBGZI4ekRkAACCLyAwghcgMADAiczBGZI4ekRkAACCLyAwghcgMADAiczBGZI4ekRkAACCLyAwghcgMADAiczBGZI4ekRkAACCLyAwghcgMADAiczBGZI4ekRkAACCLyAwghcgMADAiczBGZI4ekRkAACCLyAwghcgMADAiczBGZI4ekRkAACCLyAwghcgMADAiczBGZI4ekRkAACCLyAwghcgMADAiczBGZI4ekRkAACCLyAwghcgMADAiczBGZI4ekRkAACCLyAwghcgMADAiczBGZI6ej8yHNf8/2+O0+Oe2B4eHvskAAEAtQGQGkKLI3LVrV1u2bNlqOwCAFSIyB2JE5uj5yLzXKbfZNg1uiX6u6TI49E0GAABqASIzgBRF5m7duoW+GgCAsIjMgRiROXpEZgAAgCwiM4AUIjMAwIjMwRiROXpEZgAAgCwiM4AUIjMAwIjMwRiROXpEZgAAgCwiM4AUIjMAwIjMwRiROXpEZgAAgCwiM4AUIjMAwIjMwRiROXpEZgAAgCwiM4AUIjMAwIjMwRiROXpEZgAAgCwiM4AUIjMAwIjMwRiROXpEZgAAgCwiM4AUIjMAwIjMwRiROXpEZgAAgCwiM1CLTZ061R577LHUPPDAA0RmAACRORAjMkePyAwAAJBFZAZqsfnz59u4ceNSM3jwYCIzAIDIHIgRmaNHZAYAAMgiMgNIYbsMAIARmYMxInP0iMwAAABZRGYAKURmAIARmYMxInP0iMwAAABZRGYAKURmAIARmYMxInP0iMwAAABZRGYAKURmAIARmYMxInP0iMwAAABZRGYAKURmAIARmYMxInP0iMwAAABZRGYAKURmAIARmYMxInP0iMwAAABZRGYAKURmAIARmYMxInP0iMwAAABZRGYAKYrMnTp3sfHTF9rkWd+EvjoAgDCIzIEYkTl6RGYAAIAsIjOAFEXmdv/X0U5uN8qu7Dk+9NUBAIRBZA7EiMzRIzIDAABkEZkBpBCZAQBGZA7GiMzRIzIDAABkEZkBpBCZAQBGZA7GiMzRIzIDAABkEZkBpBCZAQBGZA7GiMzRIzIDAABkEZkBpBCZAQBGZA7GiMzRIzIDAABkEZkBpBCZAQBGZA7GiMzRIzIDAABkEZkBpBCZAQBGZA7GiMzRIzIDAABkEZkBpBCZAQBGZA7GiMzRIzIDAABkEZkBpBCZAQBGZA7GiMzRIzIDAABkEZkBpBCZAQBGZA7GiMzRIzIDAABkEZkBpBCZAQBGZA7GiMzRIzIDAABkEZmBVeytt96y7bbbzl588cXQV6UgIjMAwIjMwRiROXpEZgAAgCwiM1BFP/74ow0cONBuv/12N926dbPZs2cXPO3XX39tXbt2dV/jjRo1ytZdd10bNGjQqrrKVUJkBgAYkTkYIzJHj8gMAACQRWQGqmDYsGFWv359e+655+yXX35xH/vwww+tYcOGLiZ/9913qdPfc889tuWWW7onIx6RGQBQBojMgRiROXpEZgAAgCwiM1CkKVOm2LbbbmuPPvqo/f7776nPff7553bAAQe4qJz83CWXXGKbb755JjKvt956Nnr06FV23auiOpFZcb1Pnz52/vnnW+vWrW3ChAn222+/FTztsmXL7IknnrAWLVrYOeecY/fee68tXLgw9/lff/3VBfiWLVtar169UuFeYf/ll1+2GTNm1OybBACsCJE5ECMyR4/IDAAAkEVkBoqwdOlSO+WUU+zoo49OBVFPYVmBWRF65syZLoz27dvX6tWrZ+uvv77ddttt1qNHD5s3b14uMr/wwgtuRfRDDz1k3bt3d19XiL5G23PodL1793aRNnm52pLjySefdOfRpUsXe/fddysMvMWoamT+4Ycf3PfXoUMH99+zZs2y008/3d58882Cp1dU3nfffW3JkiXudvr3v/9tF1xwQW5luC5fX79gwQJr27at+5699957z4499lj3OQBASRGZA7HAkVmPIe6//34XUfNHj0fyX2gvFV3OuHHj3AvT33///Sq5zGIRmQEAALKIzEARtDJ3q622sptvvrnCgKsD+tWpU8fF3p9++snt03zWWWfZpptuahMnTrRPPvnE7c3st8u48MILbfLkyfbpp5+6gLzbbrvZRx99lDs/PbmaNGmSnXDCCfbMM8+4CP3II4+4yKqPy/Tp0+2www5zgVfbdmh1sC5fq4Grq6qRWSuy999/f/vmm29yH+vZs6c1bty44PXQE1Q9afTfo2L83nvv7VaD69933nmnG93OL730kjVp0sTFa41itJ5s1iSiAwCKQmQOxAJH5p9//tm22WYbO+mkk2zatGmpmTNnziq7HnrM1KxZM9tiiy1s6tSpq+xyi0FkBgAAyCIyA0UYMmSIrbPOOi6IVkQreHfZZRf3hEhBVCraLiN/T+ZFixa5vZ7PO++83IperfRt0KCB237Cf0xPuBRvTz75ZBeyX3vttZW+v3NVI7MOfnjqqaemPqbV1DvuuKNbhV0ZRWUFdq341gpxRWmFZEVqUdxXVNdq7TfeeMOOO+641EpuAEDJEJkDsUgisx7PhKTHCHoc8Oyzz+YeV8VidY3MWjH+9NNP2xVXXGHXXHONjR8/PrVyXd/3HXfcYe3bt08tLhC96+/tt992j08BAEDtRGQGinDffffZ//zP/9jgwRU/SJ8/f77tvvvuLrj6fYSLjcz6vFbsatXQ8uXL3cfGjh3rTqe46mkFr1Yt77rrru7yQkdmPfE48cQT7brrrkt9XHsma2W2rl9FFJR1WVp9rRXLou/vsssuc6uxdd66DRSWv/rqK7d/s574aMXziy++6C5jVb1lFwBqISJzIFYmkVn/H6z/T9b2WBq9Gyv/nUY6jV6E17u9dPBkPS7IPw6D3umlr9djAb1rK/n/7frcq6++monMetH9/fffd1+nYzXov5PvntJ/a+X1yJEjc6fRauiV9U6o1TEyKzCfe+651rFjR/v222/d7XfooYe6yO8/r3fh6eehn6eOw6GwLHrcq8dzejzKYzMAAGovIjNQBG3R8Ic//KHSmKtVu4rMp5122kqJzE899ZRtvPHG9sEHH7jz0+hBf5s2bWyfffZxD+xDR2Y9WTvkkEPs+uuvT31cTwoVmbU1RiF6AvLggw/afvvtZ8ccc4zbWsRTSL788svd7dCvXz+3mkZPDnX76LZo1aqVPfDAA+52njt3bs2/YQBAIUTmQKwMIrMiro4HoXdb6XGNYq7+W6tck+840ovFekeStvvq1KmTOyaDYrIeB2j0WEfHYVC41LvFzjjjDPcxH4P1wvpOO+2U2qZDj4f0uOPuu++2119/3T1uOP74491jA1130fEcFEh1XjqNHk/oRXFdj5psKeatjpF5zJgxbvszxWX/M77pppvc4y39t15EOPzww13gX7x4sTtOiR4zihZE6Occ297ZAABg1SIyA0XQKhgFX709sKIVGgqg22+/vXtA7p/k1CQyP/bYY/bHP/7Rzj77bLv44otzo8js924OHZl1W2ibj6pGZv+1uiytVNZpp0yZ4j6uJyhataz9r3VQQD3p0RNDPVHVAQa1yllPPrXSRk8wWTEDACVBZA7EyiAyKyrrOBQ+MopeCNdWWbfccov7t/6/+sYbb3RbiRXaU1nHZ9h6661T73rSi8o6iLLOX/IjswK2VtDqBWj/eEnXV4+PDjzwQPvyyy/dFmNHHXWUm+Tjr8cff9w9Jvv4449rcOv8x+oYmd955x3389NBqUXbXrRs2dJuuOEG9+9XXnnFjjjiCPffCv16557eWaafc9OmTV3IBwAAtRuRGSjCF1984Z686AG1f2tgkkKnnrzo4IDJJ0s1icwvvPCCO50O6FeR0JFZtAJJ+ygn6YCE2tJDcX5FtIq5bt26LiD7lUvag/m9995zt7ue7GgVjZ686rL0dlvRx7Xiyd9eAICVisgciEUSmbfbbjtr3rx5bgYMGOD+f1ovBuv/fzXJxzd6LHTllVe6KKwtvSqLzPr/boVhvVCt41J4+m/F63vuucf9Oz8ya89fvaCvF549XY5egF9RZNaK5jXXXNMdN6KmVsfIrBXKepyl0KzI//zzz7sX+fWYTvT4VZFZP2d9/zpGiF4U0GIAPYbVz0jbp+h/V8ZqcQAAUH6IzEAR9IBaW2boCOda6ZFPqz0aNmzoDsjnVzFLTSKz3q6oy9N+0BWJITLrSZaeaCTpNtKTQu2lvCJ6cqiIrFXL/gCHng4qo9tFT3b8baQnNKInP6eccgqRGQBKg8gciEUSmStayayIqG27tLVV/v9vazuKzTbbzK1Sriwy+wMea4/f5HksWLDAXXaXLl3cv/Mjs/69ySabpB5XEZlXTmT2t7+2vdA76fzP0dPjUkVmvcign59Op9ivx656PNqrVy/3zja9G02P0XinGQAAtQ+RGSiSQrIOcKftHXRgGr/qVm8ZfPTRR91qj/y3YOrJ0F/+8he3MtcrNjLr8rQdRL169XKrmfWAXSt8tVWEVonEEJl15PGDDjrIPbHz11HXT2+d1G2k710H5NH3o1Ek1moZTwfz0W131113pQ7Io+/voYcesquuusrdJvq3DgqoFcy6DO0Fee2117JaBgBKg8gciEUemT/99FP3DqRCkVn/36w4qT2WK4vMWumsPZP1ric9XvCrpc8880z3/+36vORH5quvvtr9O/kCM5F55URmfU/aGkMH/9PjSr0IoMego0ePdp/X74W+53bt2lnXrl2tbdu2bh9t/fy0uEALLfSYWI9ZGzVq5PZtBgAAtQuRGagCrd7QUbYVPu+88073YFv/q9XGPrIm6S2GitJa1dGtWzd3mmIjs/94586d3ef0FlSFWO1DOHHiRPf5GCKznsxpxZFuE11f7RfdoEEDF599cN5hhx1cmNf3ptXdenKir9MTFoVkrYbR0eeTtJpGB/JRVPd02+nttfqcjmKuo5sDAEqCyByIRR6Z9VhGB/DT3sjJF41FkVnvwlLIrSwy+wPH6V1MyXeA5SsUmf/617+mDjBHZK55ZNYL9jogs6Kyfzym21w/I33MR3/9vPU4eMiQIW4RgbZMGTp0qDv4orbaEL2L7bDDDlspe18DAIDyQmQGqkEPxvUkRqP/ruwtgfq8nkDptP5o6vp3ctVu8jzz6fQ+yPrLS36u0HnVRFUjs+h66QmH3vaqAx9qTz5P+yfqIEDaU1n0v3369HEHk9H07NnTbYuRb/Lkye7tlsnbRN+7ts5QqNblsYoZAEqGyByIRR6ZFRoVhxUS9aKvp8ckWt26xx57uO0UKovMemeTXjzXO6F8QC4kPzLrMcP666+fCphE5ppHZh1vRO8q02O4JG2Hsfvuu6eON+Jv8969e9tFF13kFhDocZ1e/JeFCxe6VerJg0ICAIDagcgMIKU6kRkAsNohMgdikUdm0V69f/vb39yLwf6Fbr2IvOeee7p3YEllkVn0eEOX8/DDD+fOQy8eDx8+3L0bSvIjs/YF1n7QegeVXwGt4KsXrYnM1Y/My5Ytc1tcaFu45MKJDz74wN3e+e8c0yrmE044Ifdz0mpmvfAgeuFBn9O2KgAAoHYhMgNIITIDAIzIHIyVQWRWiBwxYoQ7AK+C71NPPeW2zdLB3/wWGiuKzKLz0FZht99+uzvAco8ePezmm2+2JUuWuM/nR2bRO6R0sOVbb73VbdPw+OOP2zHHHENkrkFk1s9z8ODBbmW5D8daba53omnFeXJLE51WxyJp3bp17mf9xRdfuK3ddPvrdtZWKsktTQAAQO1AZAaQQmQGABiRORgLHJkVERWFZ8+evcLTaq/eKVOm2IwZM9xevvnbh82bN8+tPs7fu9lTiNb2Cjqeg45j8cknn7hVtZ5Wxerr8yOn9v3V4xVdrlbVaq9mH5n1eR0HInmQZlEY1kHpVkb8XN0isygqK/rrIMva+uKaa65x4Tl/SzOtWO/UqZO7fT3dzjrIs8KzorR+lgAAoPYhMgNIITIDAIzIHIwFjszlJn9P5lVhdYzMAAAANUVkBpBCZAYAGJE5GCMyV0irbSdMmOBWN/uD/yr4nnnmmdaqVSv3+VWByAwAAJBFZAaQQmQGABiRORgjMldo6dKl1rhxY9t9993dwegUmvW/hxxyyCrdooHIDAAAkEVkBpBCZAYAGJE5GCMyV0p7Aj/wwANu/9+2bdtaz5493b7OqxKRGQAAIIvIDCCFyAwAMCJzMEZkjh6RGQAAIIvIDCCFyAwAMCJzMEZkjh6RGQAAIIvIDCCFyAwAMCJzMEZkjh6RGQAAIIvIDCCFyAwAMCJzMEZkjh6RGQAAIIvIDCCFyAwAMCJzMEZkjh6RGQAAIIvIDCCFyAwAMCJzMEZkjh6RGQAAIIvIDCCFyAwAMCJzMEZkjh6RGQAAIIvIDCBFkblzl642fe5Sm73gu9BXBwAQBpE5ECMyR4/IDAAAkEVkBpCiyNytW7fQVwMAEBaRORAjMkePyAwAAJBFZAaQQmQGABiRORgjMkePyAwAAJBFZAaQQmQGABiRORgjMkePyAwAAJBFZAaQQmQGABiRORgjMkePyAwAAJBFZAaQQmQGABiRORgjMkePyAwAAJBFZAaQQmQGABiRORgjMkePyAwAAJBFZAaQQmQGABiRORgjMkePyAwAAJBFZAaQQmQGABiRORgjMkePyAwAAJBFZAZqsUmTJlmXLl1S06lTJyIzAIDIHIgRmaNHZAYAAMgiMgO12OLFi23q1KmpGTFiBJEZAEBkDsSIzNEjMgMAAGQRmQGksF0GAMCIzMEYkTl6RGYAAIAsIjOAFCIzAMCIzMEYkTl6RGYAAIAsIjOAFCIzAMCIzMEYkTl6RGYAAIAsIjOAFCIzAMCIzMEYkTl6RGYAAIAsIjOAFCIzAMCIzMEYkTl6RGYAAIAsIjOAFCIzAMCIzMEYkTl6RGYAAIAsIjOAFCIzAMCIzMEYkTl6RGYAAIAsIjOAFEXmDp262Avvzql0xk5ZEPqqAgBKh8gciBGZo0dkBgAAyCIyA0hRZG73fx3t5HajKp1rH50Q+qoCAEqHyByIEZmjR2QGAADIIjIDSCEyAwCMyByMEZmjR2QGAADIIjIDSCEyAwCMyByMEZmjR2QGAADIIjIDSCEyAwCMyByMEZmjR2QGAADIIjIDSCEyAwCMyByMEZmjR2QGAADIIjIDSCEyAwCMyByMEZmjR2QGAADIIjIDSCEyAwCMyByMEZmjR2QGAADIIjIDSCEyAwCMyByMEZmj5yPzex9+bNNnLYh+vlq0NPRNBgAAagEiM4AUIjMAwIjMwRiROXo+Mn/99dehrwoAAEA0iMwAUojMAAAjMgdjROboEZkBAACyiMwAUojMAAAjMgdjROboEZkBAACyiMwAUojMAAAjMgdjROboEZkBAACyiMzV9Pvvv9tdd91lDRs2tEWLFoW+OihT+j0aPXq0nXHGGTZx4sTQV8chMgMAjMgcjBGZo0dkBgAAyCIyV9Nvv/1m5557rm255ZY2b9680FcHZUq/R4888ohtvvnmNmDAABedQyMyAwCMyByMEZmjR2QGAADIIjJXE5EZK8sPP/xgc+bMseXLl4e+Kk4pIvOvv/5qY8eOtaOOOspGjRpV4ekU2cePH2/nn3++NWvWzM4++2x77LHH7Lvvvsud5rPPPrNrrrnGLrjgAnvhhRfsl19+yX1u5syZmdMDAKqFyByIEZmjR2QGAADIIjJXU0WRWcHrxRdftBtvvNHat29v1157rT399NOpECYKi3379rW77747dxp9zJs6dao7D/2v99NPP9lDDz1knTt3dg9uRVFOl9+1a1e77rrr7IorrrCXXnrJRT1PUa9jx452/fXXW48ePTIPiKdNm2Zt27Z123/oMnVeX375ZcHve9asWe48brnlFnfdFfXyb5f33nvP7r33XmvTpo099dRTqe+rMh9++KF16tTJbrjhBrvvvvsy11Pfq06j21Xz+OOP526H/Nt2yJAhdvXVV7vTde/e3UVcbWvy8MMPuycF+pxiZj7FSUVKfZ2uh26LBQsWFLy+P/74ow0ePNidVuenn2F+3HzjjTfspptucqfRz+fRRx/NnEa3v07z0UcfpT7+1VdfuZ+3fja6vfOvhy5/4MCB7rwVXXv37m3ff/99xTdwkVZ2ZNbtfuedd9p+++1nG2ywgQ0bNqzC0+rndMQRR1i3bt3s559/ts8//9z23HNP932KPqbbWv9eunSpnXbaabnbTZG+devW7mcMAKgxInMgRmSOHpEZAAAgi8hcTYUisyKoYuHf//53mz59uovCevDZvHlza9KkiX3zzTfudAsXLrRGjRpZnz59XChUqK1Xr55buemD7MiRI23bbbe1V155JXeZCog6nyOPPNKdhyhQ6vIUQ7/99ltr166d235BkXnJkiUuuilS6nO6LAXJrbbaymbPnu2+/tVXX7Xtt9/ehVVFOo3C5nbbbZcK3Do/nfbwww+3KVOmuNMpIG+22WYupIpC+v333++un85f38vNN9/s/l3Zam+FQ4VgfW/6vnQ9FVV33nlnmzFjhjuNbkuF1KZNm7rbQef9xBNP2IEHHmhvv/126udy5pln2j/+8Q8XynU9FZz3339/F+D1MZ2XQucOO+xgw4cPz21RoYCun4Niu66D5plnnrE99tjDBg0alNrKQt+frm+vXr3c6ZYtW+Z+focddph74qHTKnbWqVPH7bmsy9TPQN+DbsNkxNeLAPoZaFWu9+6779qhhx5qzz//vDv/t956y/baay977rnn3OcVWHVb6Oeu20LXvX79+u73yv+eVdfKjMyKxHox4uWXX3b3ib333rvSyKyfv16k0e0l+nmeeOKJdtFFF7nbVMFat7H/3bz44ovd75xoT+ujjz66whcFAABVQmQOxIjM0SMyAwAAZBGZq6lQZFaIbdy4sR1yyCG5CCyvv/66rb/++i4UisLxRhtt5GKeKJ6NGzfOrRCuamTWFgTrrbeeC775unTp4sJkcnWrzm/ttdd2wVi0Glj7Aes6elpNqiirlbx+RbRi4QEHHGAPPvig+95F0fSOO+5wkU8f0/ew++6727PPPpsKt1rBetttt2VWc3sKqgq5Cr7J66CV0EOHDnXnpdtjl112caf1FKe1klVxVf8tugythD311FNdnBVFV4VJH6hFIVI/J23L4G9zxWr9XPr375+7DMVOrZzV9+5Xbev0LVu2dC8e+C0udB07dOhgW2+9tYupuj30dbo99G9Pq2632GILe/LJJ3Mfy4/Mut7HHnustWjRInf76/wvv/xyF8/1PWi1+CabbOICtjdp0iS3AjimyJyksL7PPvtUGpnz6fY9+OCD3Qp33Qbz58+3fffd1/0+il7U0YsC+rnr9vG/iwCAGiMyB2JE5ugRmQEAALKIzNVUlcj8/vvv2xprrJELxgq6ipmXXnqp2xKhkJpGZoVGrUa+9dZbUx/X+a211lputagUisw6b30PrVq1yoVhbe2xzjrr2Ny5cwteXwVAbYmgy0x+74qEp59+ultdXGifXJ2/tpFQZF68eHHB89b3rVXCxx13XGZ7DK1mXnPNNV1g9eenyKyg7AOwVhnrNmvYsKH7b9GKWK0o1nXz56kXAXRbJiOzKAL/+c9/zt3GCsXrrruuW2Wc/P4VmfX7MHny5Aojs+KoVn/37Nkzdf7JyKzV27qt/aplTz8D/awU7vX9brrppnbOOee4IL8yxRKZ9TusFzX0+6Gfl+jJ3EEHHZRb4a7V6XoxRfcX/Sx1f9LKda3m10p+AEC1EZkDMSJz9IjMAAAAWUTmaqpJZNZWB9rG4k9/+pPttttubsWwomHywG81jcw6P4VRbeeQVN3IrBXLCqs+0ha6PbQqWLFY369Cq0bXT6uItdezX22cpFW7Z511llspXNHezbo+OmCcbtv8g+O99tpr7nppb2QpRWRW0NSq4Xvuucf9W1toaDW4tmfwVmZk1r+1d3G/fv1yt6NGK7vr1q3rfn/0u6D4uvHGG9tOO+3kPqc9pv3q7ZqIITLrtJdccom7XbRnuf991++I7nfad1wvWuh3R6vytaJ9wIABbsWztnvR7/1ll13GAQABoPqIzIEYkTl6RGYAAIAsInM11SQyi2KgVls2aNDA9Hxiww03dHvX+r1oaxqZtZ2C9l7OXw1b3cisFdEKmhVFO33vWlWr66wH3f7gfBp9nwqjhSgaKhAq+OYHZE8P4P/5z38WjMxvvvmmi8wKv1KKyPzZZ5+5VcPa/1i01YVus48//jh3mpUZmbV/sb4nvRCRvB11+cmDA+r7U4jW7aLfIa1+1rYkhQ6GWBUxRGbRfUFbqOg21PYn/kUKbWty9tlnu32atYp5xIgRdvLJJ7u9wvVihG5j/T4ef/zx7v4BAKgWInMgRmSOHpEZAAAgi8hcTTWNzKIwqQep77zzjtuDV5FwzJgx7nM1jcwffPCBW8msg88lVTcy63z0dckD1uV/L9ofV6tqtVdzsRQOteJUK3Qr2t5At5Eio0Kz3zbB0ypWBVntBy2liMy6jXUAP62eFe05rdtiwoT/RtaVGZkVkrVSOrlHdUV0ufq90Kpq/W7oeiW38aiOWCLz/2/v7l2mOPc4Dvf+E2mUtBYqIaWFhWghNjYRjIiV+ALpFNQ2RKIk2BlBTmWj/4GFnY1WFhLIi2IlFtFDPAi/w3eys+zMHA/xMck9g9cF0zzZ3XnZXRg/e+e+e1l0MdPL9Iv95ZzzWcm82tnyHub7ks98InP/3Thy5Mhg7msA3ovI3EiJzLMnMgMATInMW7TVyJxAliCc0Zf94niRkJlYmuAYeWwWkbt9+/b6Me8TmTNyePv27d00FZu2Gpmz4F6OJ3Mgj/XnkTibx/SLCv4ZeW6mOUhk3TyGTbmuWRTx008/HYzkjSx0l+f2i9391ZE5x5d9f/bZZ/XLL790f0tEzuP6KTr6x/1VkbmfT/vs2bP/83ply74TazcXU3z8+HF3XJufma2YW2ROPM7nql84c1NGsCcm58eKTBGzb9++9Xcj84BnpDcAWyIyN1Ii8+yJzAAAUyLzFn3ISObEyIxaTlTto+GNGze66NkvfpcFzDK6+fTp0+spKjJqMyM1v/zyyy44x7sic2SaisS5J0+erEdNZ77abdu2vXdkTsS7du1a7d69u5v7t/9bRplmwb9cj0wBklHJOcYsTheZDiPn9sMPPwyi+qY85uTJk3XgwIF1yM3fvvvuu+74+mPP1CI5937u5sTbPXv2dOfev/ZfEZkTrnNuec1c3127dnVTWPTyuufOnau9e/euR3bnmuW9yhQlHxqZs99Mc5L5uvM+5XMVGeWe/eYcM+dwvzhg/xnKgnebMXyr/snInHPJvNrZZ2REdqZA2ZQfLfIDQ/896+WHlIMHD64fn/+eaTOyn1z/TKkxfi0A/jSRuZESmWdPZAYAmBKZtygRKyNNE80SfyMx8MSJE3Xo0KF1LI4EtE8++WQdvBI4EzITPbN42+XLl+ubb77ppgPYDLGJlZkLOa+Zxxw7dqwLl5kLuH9c5l7esWPHYFRtLxEuMTPhLYsLJvZmRHLCXD9iOqNed+7cOZi7NseeY8so6M2Rsgmv169f7+Jdzv3ixYvdgoA///zz+jGJrTmXo0eP1ldffVUXLlyor7/++p0LBm4+L/MOZ/Rprkmel2u0OYVG4mGCdubizb7zuJzH5oKCeQ8y2vvUqVPryJxIn3mfjx8/vg7Ked3Dhw93r9VH/D4y79+/v5vbOEH3zJkz3T42r0M8f/68O8bs69KlS92I2sTSPDfvTz4fec8Son/88cf18xKAMzXI5gjbxOPPP/98MAI88xEnMCeq5xjzWufPn+9G6/bv7ffff9/9qJFF//Lfc/0y0jv7/hD/ZGTOdyGLPuYc895l31988UU3/UWi8aNHj7r3LqPJN78bOcdc8/wQ0v/gkvc770lGoue7lmv3PlO3ADAgMjdSIvPsicwAAFMiM6y8a07mj83fFZkTxhOLM61HLzH91q1bde/evfXfnj59WleuXOn+8ZYfMRKax+E8z8uUMxnxvymj6W/evNk9d/P/JgDgvYnMjZTIPHsiMwDAlMgMKyLzH/6uyAzAoojMjZTIPHsiMwDAlMgMKyLzH0RmAEpkbqZE5tkTmQEApkRmWBGZ/yAyA1AiczMlMs+eyAwAMCUyw0rm8L1z5079+uuvrQ+lKZEZgBKZmymRefZEZgCAKZEZGBCZASiRuZkSmWdPZAYAmBKZgQGRGYASmZspkXn2RGYAgCmRGRgQmQEokbmZEplnT2QGAJgSmYEBkRmAEpmbKZF59kRmAIApkRkYEJkBKJG5mRKZZ09kBgCYEpmBAZEZgBKZmymRefZEZgCAKZEZGBCZASiRuZkSmWdPZAYAmBKZgQGRGYASmZspkXn2RGYAgCmRGRgQmQEokbmZEplnT2QGAJgSmYEBkRmAEpmbKZF59kRmAIApkRkYSGT+9tur9fLVm/+7/fbv/7Q+VAD+PiJzIyUyz57IDAAwJTIDA4nMV69ebX0YALQlMjdSIvPsicwAAFMiMzAgMgNQInMzJTLPnsgMADAlMgMDIjMAJTI3UyLz7InMAABTIjMwIDIDUCJzMyUyz57IDAAwJTIDAyIzACUyN1Mi8+yJzAAAUyIzMCAyA1AiczMlMs+eyAwAMCUyAwMiMwAlMjdTIvPsicwAAFMiM3zE3r59W2/evBlsDx8+FJkBEJkbKZF59kRmAIApkRk+Y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taTvFNIdYPRf/3Xf/XXud+AhSjkMIoWRbAilpRNdD3CzqSL3JCTJjItqY4YVDcTOU6v58rPm8FUuRBuCBiOtoHNd2TifmQ7mTs80zscMut3iyGuQaylrVxnMuA6eY5FNJo8IMS1n3zjwPH1t+u0IwKKjLwfGWYHA/KRs6ddRfW6Vp7xKVuJXKNO9I8Toa2VJfmJPT8Rlkn/gnBOPeZhe5LqnqP9ydL3+kGbv3ke6P/FLnaxfrLB+fFObYGwbkl1ZdNHznKWs/R91julm3EfIjU7IJD55ElXEbmAfA2hbCLuutTdteTEgaLTJm/IVbKO426C7T10n24beBGpiH9Eoj6r3JwyDr9y08NEQw1JdRHvnqctkZCu017am/wQi5mg6iecSmWy6Ecf9HWyR6oiF8C/rhmmf1FP99FLRLF+410mc67XvnEkyINdQlCSB/00ETRpXgupTqfl3Pc+8tdXXJMUI4lOZheVk4OrnuTkPAATwdjmqaT61D7Ouc2CBlmTnQM/3bco9ZB3aNPcbycAWdIHbUtXs7CR9C/0wGR8EQExi1T3/cMf/vBeb/UbdWpJdTtELDSRLYJ5mMvc/Wxl8qaPTTQiF7ZNn6ED8xBS3fvvcpe79G2hHxrfkP/sfrtAoU9YbPVsdVRG72M36Aj5kTt9UE/2O/YEqZe+/NznPrdvgyGpbsxgQ+mDRa8piyOFQuGf0J9EC/LTLJKzh8YkJKs+xi8NmbgZpLpoX3aBPV0LjPd8CHVke+w8NbE21rFlFrLb3VC7CqaS6uYGfH7jnzF2vaO9N5pUF2HPh7MrctY4OAY6wbcxvk8lkYxTxkU+m6ANAQQbQarzN/he/K0WFvbptc9GEl/rDTIjH+c07YgoUn05sCf6qN2oi2C+lUAifr05fz44CbsU9TH/d53dvEOYZ/CXBX7Y9Qn6KvLcHI190F+Nf+yEeQEuwTxwLfZuZyLVzRXJhL/fLkysNxDqxn3j8nqiSPWNRZHquxhMHkIQTokwnpVTHTHgbw4gB4Ax10GtmHo+kiFEu3QhIiSQRVZbx4g3z0XwuGcWqc7hRTAZVJ71rGfNLXdLqt/nPvfpn4/wQtCkLMql3MuQ6sosAjh5qdRFvV/2spf1xIeIyZB8nGQGUWSvaIlZOdUZZo4hZz1Ri5xFkx+kZWu4TfgyYCqD+vgbWaMcvjNYcs4RMqCM5GZ1tZ00ScfgXtH0EFJdOZLHXPQr2fnNogF55BDbrHqT25Tc9Ej0HETY5hzmAGsTBFP0YS2kOoeOY+BDH+k8rJVUR9xpX05JiF8kmjQNuVaf4pDk/T7kQ489X4SY+7SjdoFhTnU6iBgmJ4RgdJL+ej9ZGXBbUt390TuOkzLQaZHL3qsNRb2EFA+UwWRSP1E2CKlu4h0Z0RtOhPuzc0ObIxV9Rx/TH2aR6hba2ogbi0/kKhqfLpEhooIcyDgEqX6vjORh0qHes0h1/9dn6Fn7Lk6h67Ub+Xi2e5WTHQhWk1N9SKrrwxYMOKgWI5JPEAHMAY4N1XfUX1RJ+i4yHdkRnZ9Kqk/t4/TTfWSUPisVzB3veMdtIuTHYDHAAgC9EjkdqI9JreeKxk65V0uqs9vqwPZw9vUxbSJiw3Uh1b3PQqS2QjiPpbBRR0Sz55qIzEpXZbFsbLfIGEKqe2Z2WWUnif5mQSNjn3/ZB+OZxcekAFIO/dH77CQgn5DqbEPSshlD6Exkrv4tqe59xkJ9w/M3Ii1BobAzQyACf1j/t6sl5+8YBzNGICjZnc0g1fkA3rcWUl19jFPqyPfh0xiT2Gn+dnZL2eG1q+VaXSb9i6AIKUWWIaWnYqPTv/CNzA34dMsQZEhpvtsypDoYw/iA/IuNSv9irPa8IalOh5F35kA7EnHEpuzIZ6UUqb4cEgzBT1+EkOq4mFnEdEuq83eHGCPV3YPcdw8iPTuHzX/MCxI4txabtzOR6sZNgV7qsZHnHfD3tUmR6jsWilTfxXDooYf2k4TVRKq3pHo72Q+pjsRC6hhUW8JyCqneYhapriyi4hOJOQ8h1al3+1EGg0oIKs7eakn1FtJleP48Z3gWqW6r4pBUD1mOxGpTeAxJdWQ9WSKfESyilYeTIvJ3j8kUkiqfRIgjrxnXMVI9ICfkDz0gF07ArFQOs2Brtfdp17ZOyFjktzYQbassayHVLWJwLHyQ5CGv10qqqztyj07oC65tt9G6H4mKxMv7fTzLbxwaOzIQcM95znNWiLchqa68dgj4WxulvUQba2tlsEtA+cZIdaSACXhLqnMCQroOt5IiPdUPYa8txkh1/Q0R25LqrtUXV0uqiwhuSXXvoAf6AoI/8l+GVPdO1yXXemSnfJ6rDMqoTHTdQkFrS9aDVI+d0s5k4fcxslNuU5MPDi4HSnRy2y9gKqk+q49zin0v3Yt+5fnaWfuI5BfdMjWfOl2gA3bj6BMtLCp6D5JbW66FVG8/3qW8tq4HbaS6fuIak3V588fOiGC3PUvarGGqoaAl1enevO2uY+lf1Fe/sGgjxUtSgpEte8B2IMcih6mkuvuNS7NIde2v/iLhpxyyWigU/n8YC/RDttR43oINsBjLr2D3kiIlpLrdWWxyzj5AeoyRlb7TNxH2bDJbzQ61NoZvIJDCWMF28NMRuN6vb3ufdGLu95xlF8/4mCLx2RHPaKFOItiNHdJ6DW2k8ZFtUy7RzsbjsXqyVcbPnP/DN521a4ZdFpyhLGy78WSYR9h7ROl7r+eR//BsCf6u3zxHGZN+LTAWaSNydQ2/1a6DVvYh1fmN/CRt6Vrli++Y9yFplcd722cYV/3mPdrH4vXYmEdG2j/taEEn162VVOcHmdN5tqALi/MtqU4HyQqZ1voZxjNzLvcNz0nir5mL8MN9BAJENkAGCDOBK2lL95AVfyFntmi3llT3TPpBBsbQ1hf3zNRDVGhgoV1ErzJqZ+1GXp4n3VzeL0hHu/m/64epNHKekeu9W3mHbaUMdh/rf67T5uq4aNFlHnLelufRMX0y79Ue2kUwTNvXI89Z/oj7zdXU0/X0jx62QU76qhQ5fm/T95i7qL+2z/XaST9LH/Dc9rwvz/K3fpQ+N/SfQ6orR8ql3rMCGvRRz0l99cGhH+xeddAO3j0rfREZa7P2urEzqJQntta74wOTp3YhF+Uxn1jt+TTsN11Nv2pTh3omG88n1d7mhdGLWeT1sqS6+cgQi0h1nEk7nyIn892p8/CAzOlJzu4yPzC+DEl1duLLX/5y3+6uozPD/upZuIb0nfTFIUcR0J2cp+Va9r9N4RbQ25xr5rnmQmyD+9U147pntfpIFz1bm7ZzJz47u+W32BbjwKxFavYs+mFczWKnZ9J1iyLaxIJGntfqkPe147K+PTYuq7s+Rd/1CXPhItU3DkWq72JgtJBGSO5E8M7DMqQ6ohgxgbhuB+/1ItWXQRupzpHjnCsHMq09nHU9SHXPkAZGV0KmzcIypDoy3XXSpbSGb0iq+yCTEE8mBpyZm9zkJr0xj4FlkN2jjsndnA/iNJHL80h14HghdhFK2lMqC6lWOA9TgEgeI9XJBfGkrcjYb1sx/QtdQCKL2FHOWYP6LNBlZBgZGwiDIalusDXRTyTssM3oddLQTCXVOQzItzFSPdE+Jibu3SxSneMkDQ5SnBMWZ3gZUp1NI6MxXReNKKpXf+LsI71NpFuneT1IdUj+euVTd7JFqrZOUQ7sRdK0fbclh6eS6ov6eJvShA2+//3v32/N9my7Kch7kYOlXPrNGKkeUt9vxoi1kOp0n5Pomfq+/tBOjFpS3W4HctWWZDxMw+S5or6Ug72adeAXx14bGHeMP/Mw66BSMFHSjy0uZHKvrL5Dmqdd14tU970zN/Tv7XH4XKGwMyGkAbs1PNMG9DX+mTFsGKlunGMPjRc+Fi6NK20/dL0dNn5jX9hjdteuv+wkNLbe+c537sdmv7MB/Cu7i/hAfO/2bAp9P0SXMXdIQA3hOuMeG2ksGLOB7DWfkY1vCTm2DjlrnPBu9hHxzu614wU7hxDkG5GFa8nGODMky/nW/Ns80/X+zwcMWUY2FiiNncrN1rJzxjG2Unn5asbMjHN8RWNwfAzPcs5Ezhjx4UPwE7MjEEKqe5ff8k56wdfKjjm2ODsAkctpZ34C28xniC7wdfjKLaGC1DZnomupN3m51zvWQqpLr6Js2XHgHeTRpn+hA3RLOqOMLwgu42LKpO6iVRORbveaMSrnG/k/uRh3gR/GL8wZPUlFaOy26ORvdVK/llQnH23nPu+V9s6ciK66TuS56/jhgf6pfsZWRJdy5mwd+uE5/ET6pfz+dn18riwAmCvZBex37a5vqmfbb5Fa/ImciRPZkBWicJmx1nv5JQhUu+6ih+RkMcuztAfZDOvDH561O8Bz2ZackRQdp+/0LPMTbS91nufyVQNtpE7qn7zZfBGBJpkHqrt7Ebp+l9JVv8z76AJ/JQfQh1RPP2PrsotPwMyQWOfb828iFx9BCXY8hqz3brKjz5Gdfo7AbP1C7ZwzzWKrLE4IdEp7sX36ifK4hk31f7tF6ag5qvlpUgGyyXiPZc6oUSZ+IP9O/T2HPSdHZc7ChN+Htp3ez1q42d6kes4jIgsyHRsfZ5VB/zFOZQe6uVdsasrONgp8Iu/YTTZUZHarJ+wC2Wn/9EVtq3+aJ7RzC21oLprzu6JPgh6jo2COyw5GV3zooCAd/dACdMpkzLTLOOMigtr17FDGK74+2WUMb8/yas9DAu3vGfwI8okdMtaz0XSU3g51A7mesRvnYq7Yjsv6JUK/HXPYFZkaMi7TR7avSPWNQ5Hquxh0RkQMBwlhuyj/6jKkuoFEp91qpHqbU32I9YpUZ+CShmVWVMEypDqSdAqpHngnp8L1nCqLG3F8cwgfx3WeM7iIVA/S1pxlesE5nnKA0TCaNSDzRNUoPzltFKlu9ZmTsNqc6vQXUU0PEGvtAZ+LYICTFsTzOcOzItWT5iX5lmc9fxlSXRRcyIM2+gfUWf04QRyHzSLVyVYbroVUF6USgnrebhb6qx20YXv/epHqAR3S15EIrmll2rajvkuGHEA2NDsZppLqyJwpfbwF+ZhMukd72RUxT2ai87Qt28xpbpFdKGwP/VuvnOpjGB5USncOOOCA/l4TQhPnFhZU6b0xKBF2Q6T8HM5Fi2XzSHX3ZiKlj9MH+r1RpLp+ryz6Nju/kdtRC4WdCWyUPqVvIYqnHN7YkurJTc1/sbslhyFboIM2jZtxn91nq+Lb8Z/YAwRyFn2R2sYmk/uMqYjpsfQvSHCTf2WfF9iQNG3GC6RTG1QyD8Y/ZWU32SZlsQiM3OZfZjxi45BBCA/+W9IFstHKjSCLv2eB1JhljEZUmEd4JhtGTvwz1yJWtAsCjIz5MWRCNu6xo9H72Eq/+w4BmXRqxk42nX1FGubMFIvu5Oy6+GAh1RFNIVfJE4Ga8rOrY6S6+x3u57ocpI44M86TUXIlkwe/Vx0ttqujeRG7bXxHcK2WVCd/7aoO5jJ0VBvzIeeR6sYgZKUykZX2lUaNT+/ezJn4b+ozTP+inUVTZo4lKIIMkHZI73mkurHPnCHlomPkw5+eQqpnjE8qg2H6lzFS3aKGOYV+am6Unb58huz+zPiaPm6Oq+z6Mt982MenwLV8X3Xk13pvzj3iFyPWM24n/QsZLkrDxFej2+TPX/QM5J721Ybalm5MJdXprr7teXxzvrp5LdnqY3xjvg15kZv+kJ0CN73pTXudDqnuOjZRHex8sUDoOnPo1BXJyd+nt0996lN7/TfXQ0zy1xD4fHNzQ+2Ts2roKp1FqsZ317/ooj6ctkXean9zyJw3FV+dz6t+/Ef3SXtFp3KWFF1GQKuX/miONNW38t4s8pEHO+G9+rnyCIAIsluc77vo+duTVKcz3sd3pQ8WRFpSeh7svtGmbAY993yL1+oeUp3dtNiReRN50yfjlLa2yMy+uFfQj7LRA2WjUxYs9Sf+emwS/TFGeiYZGGvovzbMeOsa76ZLrqND5pd0N9kBcrgxGfDv2XH6nHP8hqT6lLPN6GTms3Rcuf1mbkKn2UDXsROxV5nTDNO/6KfqQle91/1kYAxV1mSg0NYWlT3XHILNz3yiSPWNQ5Hquxg4B0hhBgBJNpb3LEaL8TAgTCXVGUsDiQEvhgXWk1RXfgZwEZG5GlI9UdKwLKlOBsljNiSmPNN7liHVDSoxfG3kUEuqk6OBxqQrxjERsupttRO0hfqR6TBKKVE/MI9UR6J5t0lNiCH1NNEhEw7pIhiksyrb5omnU5w+MuB8aNuNINUhp60b1Nq87qCNDTjKqD7RseFBpZlsqjdncVb06xCeL8+l+6ycZ6I5JNUNhtG1dkIaRJ+WIdVNEvV337VEYOuE0aPkkt0MUl0bkqf6cLJXk/7FxIljQceGZ0akD0IcaNe1tmo9SHU6ZiLSRi1q00wotZk2t+WTMx2b418y0UZI05Q3pHrbD4ak+pQ+zo6YPNCtNlWI52obBM28czbIw2TTe9s+ppyxf/Qw5d5epDqYuCWtDTuV3OXAuc7kgJM5XHRgf9zjd2PaorLOI9URRHSKDmlLummS69qQ4rBepDrZ2qUQUmIjD04qFHYmGK+Stg/pPeWQzlk51RGEbKj+G7LZuGXizIexqB1/IrlS+YrsZEh1ZBXbwj4Zb7O1fBapbhGNXUBCJep9DDk4O2kGsjNLeXL+DlLWB3mS1DLGMWSCcrbRi7HTygX8I/aHf9CO7/x+tjBkaVIIGivZxMwl2O6Quy2pzmaGEG7PL+JPmEuQdztesd3KxcdyXUh1tj9+tfJ7puvsLs0W+rGc6sY41yF1jJ1jpDoySPt6T+RmHEee8keN9Wy78dH4gqTM+JJFav5KFgtWQ6qLTuTL8D+SOmLsoNIhqc4ntBBhjhNfTRnkO5c2LvOORaS68lqMgKTxo9fzSPU2p3rGQu3Nr9kIUt0z+ZQWYuh4fDtyURbl5D8gDqf08Xn9rYVnIWTpBzmkH9ERvrl5tTlU0gythlQnt5ao1Sf4jHyQ5JRfhlT3vBCuOeuMXpiTqjufI36MxSry5PfpC7NyqiPYvZ9/n/OTtIfnabtEglsU4NN7hihp7cQusS/6c84n8jzzlsgNOemelqNwrT7Q6tHQV1cPz2Bf1EU7aeO0k3mwMUK7TDlrQt34mPqEuVFsvvohd7MbO1gNqe4Z+ktsNtlH1msl1c2LLRbr19klxa6bB6qLdjOvybt9PI+9Unc2ko3LQkQwzKlOHuyQdm0DdNgadob+JD1SSHWLsAFbywenP+FStJ96qYM5bGChmm5kkaMl1ZUhfA37ksCnLLDTETtB9IlkdphHqi8624y+xQaai0U/LDoYB3AMactZpLpyGpfb8/vacc2iMuj75E3u7XyvcqpvLIpU3wWRgSqGl5EzYCRiUmdmMLKiOJVU912iU7IyxtAyuHFwppDqogkZW1GbBtmkE+CYmfxYxWYc52Eqqa5+jDWDyKmOY4xwZdynkuqcODLjpHAmQwr53qDDIVuGVOfwGCBMmAxiyslhtrIaUp0jYEuQv5WJEecIc54TlQQGwgx0BhHvA4MJQ5wDKueR6gy5KFRtIoIAlFV704025/EsKK8BhQwNNu4nV9ExibJN/TeKVKeTWZjgPKgn2dJdEzr1Hy7mDEl1MJiG2Gqd9HnwHjnN6Dan1yDNQXRvUkTkkETyJmvXSlmjXQ2ABnQT42z/nkqqu1Y/JXvbxKKP2pKM1c3qPGwWqa482k5f4FhzxJTbhEFfbEl1TkhypyOR2Qjy8ZuFCO/XNzhaviMbUYOen0NB2ZJEQHhGDkk28VoLqZ40KZy7TAToXZxDCzbeH1uJZEnfFXGk3Uz4c7iXSY/rpDHRtsrPIfNdSPUpfTwTGfeJbkzkCXuLUOfIDncxDPVXH9Hf2YLkAEQYIYTYK4sdsL1JdVBnuuQZ7EvbfvoTHTfRTIolQOjoI9kqPCWlE7mxVd6fHS0+9DWRW343yVRvbeq9+oUoHnLUJ8hsraQ6nXCvCFGypg/LpqUqFHZFGHtFPPOVVhOp3hJu7kVItaR6dr8gtNqF8UWk+hCzSHVjrTE99mMWWp8HgdXaVn4PH4L/oAzGsSzM5awVthZJnE/GTelavDf1Mf60k/SkczOeIl3ZY2OTdwjayeLmFFK9Bf86dWl32k4h1cF4ZQ7Bv+SPzCLVyWURqW5nnPHQ2D+LoFA/v5ND6yevB6muDKLD6bCxIDKdQqq71pij/MYrqRTG+sAypHpbrqmkeksEqstGkOrKqh3pnvleu7CeiGZElbpO6eNTSXV9lIy0vWe17zWvkXKCLqbPrQepTn7J1Z3D51dLqgcWYPhHyjtrtx/MItWVoyXVw0FoD/O/kItDUp28BA3k/CNR/cMzESCLo3S7tVXSbPnePCUR47N2lZKb++mzOZY+uWw+dXVGwtIl8m2RHePmBRkPVkuqW4hxJpIxgUzaOqyFVM8YQCc8x3yrHS/YQXbRu/NRBosa5Kv+5ol4i8wnYUiqm2MmxzryPe2Fx9Af+Or68CxS3TjJfreketLLqvcwBYr+7Fp2W38YI9VxPkmXGTvoXj71akh14wXOqJ2Hk495Pf1uif9lSPUEMOlLra7jMzL3yXwiu21a3SpSfWNRpPouCitXjFVSYeiQDDXCzd+2RoaMm0qqg8Ed4eK5BmEOhdQHjMVUUt2Ai9jMtlxOvKgZ9xqQDCocxHmYSqoDw8hwMrK2fBrsEbT+NkAimhaR6tlayukwYCH0DF7ut6XJBG4ZUt1AhijxPWdW2xgstIHvkv7FAMUJ8U6OFFkZ0DggraNlC6L2SP5CdVRG34XonEeqKz/nh3NoMHE/YsfzlG3qlmKDq3dyOkx2TNjIzEDcOmtrIdXpVruS7pOVdNCe9ErZtY/yK4cBnlM5dIbGSHX9ggNJzp6DyJ0iA/3HAEvGBleDvXdnESkRbXTFwJ/tiFal9SV1S/TTMqQ6IBL1RQM6J1uf50DQFwR3IqY3i1QHzjtHmL0xydV2CGa65hkh1TnEHHd1dD29z0Ibp5usEJl0SPvqG2xbm3MbwUkO2UrqOs6k9uRUjx1uM4aho67tTAQ8lwzTd5VHnwuhy4nTFzmRHCR1oGPkZLIecJotwugLdEW7saX6oqiYYEofZ1c4kvRPH1A2ctTvkc3trpgx0C1tnZyg2kafoVPZwgubQaoDnbNAQAbsfiZFnm+SFHnTGfIhA86semQRZxFSVjLUd9zrE92ht63t1d7GWv2UPnqvttaOdGKtpDqwS3RMmTjViw7yLhR2dehHFlmNNaLeEDpT7plKqifS2fWt/7lepPpUsOl8STaEbRrbxs+3ZstaUj1ElToZH9oPO5rxNsTQkFT3nuweQoh4B/+avbX1P1iWVM/h2/zx9reppDp/hK9F3nydtZDqFgf8jdSdNcYZV4wNfN4EpMB6kOreaQx3j/Gj/X4RqQ5kjYzi2ynf2DlJG02quzYEEp3bCFJdfY2PY6Q6fVc/ZTXPXE9S3djP1xgj1ZWRv6dMZAzrQap7R+RMj9aDVOc/0lVz+1mpR2Aqqc4WmHO71kLTLFI9kensQs470E/ptL6a+5LiY8xWtWftzCPVQRvzV/na5qX8OkEwi9LkBunTY6Q6mSojXYh/u9XSv5gv6K/6mLnj1DlQgHBmW/ng7a7JIamu/9Al9im71/NhD/m1w/Qvi0h1NmWMVFdndfIuUdyZW28GqU7mdGt4ttkypHoOGqUHQ13Xd8KXZPy2UNmiSPWNRZHquzBygIoOr/P7cMw4ue01HD4Te6RqSBeDDOK9XaUMDIwigESycNgYNdvkGQkDGeeREfe+Yf7bANHsGQyKCIpE0iNRGMZFpIHBgBOpfKKDFw1Yyug69VRuRDhiLNvLDOzercyiMWflLVZuA4JnMH7IsTZ6xKERfmvzKpM3B9inPdTJfRwL3zOQBiKDiUkZR6RNLWGQcJ1BGjmWcrcgd7JUN3LhcLXXGUBMWBB1s7ZCI6QtKqiDdrB1axERN4S2VC/bCZVDeYeEdCJI1Xt4sOYYDGRyoinX2EdOs7ac9JcDqA5+N/CIJBg7kEZbuQaBPIxe5ozqM/QCSTsF2k00MyfAc+mcfjKMEnKduotKThkNynEYErHtfpO7OEDRVbLlCLS66h7Eo7r4na4OD8YxCdE2+l8mV+RC79Qz+SQNyNrRd/TR32N92/PpJZKzTctBn9VLpEJ7kIu+TSeUD6GgPCa/+hOHJo60hUH9ic7azdE6CGRhAotM8BwTxfbdgfIirV2XPmthYxmd5iTqe5yVtv9qu9gC8kYktKfFg76r7dJ36dLQ2VdfutHqNxl779DZX9THgawtYJFb5D/rMKwxKI/rY+OVZXhAKFsnDdUiexn4XbkzZsxz5rUNB9uzxw5PEiHJydUvMllt684mk4930UlO+aLD/oZQP064yVDahDzYw7GxRrsYP5WZztLd6K+2UH8TY2U2bkVPkhJIW+aANJ/YBGNvwBYh6H0/9VCpQmFXhr5vwdKkOfmv52EZUp2ftBVIdfaa/5MDLNsIuWCMVM972aR59psNS5Roa0f5Dhb/PJOsBGogxBBOIShgWVJddORaSHV+gcVMZImxYi2kOr9HORGTs4g38gzRtt6keghUhJFxPL7RVFI9yKJzzklCWOWcpI0m1ckN0aes/L6NINXNDyxiq1sbBAZ8cUQg/eNfriepzpej2/qANh1GyLM9COTIdT1Idf2HLpNn/OK1kuo574gOz7OTU0l1tsDC3BRSPSA7ix5IY20rQC22zJzV8/lg8wIjFpHqAX3hd7ER9JvNmbJzlU+Xg06HciJvZWSDM89cb1KdjPi2qyXVBSIag7ST99jFOzZvmgXpDxHqCPM2NdeQVBfFzqbod8O5Q4tlSPVEZtP1dv7G9qhzAiI3M1JdP9X+ayHV4z/QyXnjsrnN2PhdpPrGokj1QqFQKBQKhUKhsMvABDhpuEyIxxZTkb4ISxP5ZUj1EGQIrjaNwHqR6ibzCKopC8DIYqRGDoMfLiIiUE30kdBJAWZhHiEghcswyEK5MyEPeY3kaElpi+/q5LkIHCS7SEgysvi32vQv2dGEKGkXX6eS6tpFvVxPdmsh1RGy6qPsw50OykBOZIvoURbb9IP1INWTS1e75iA/WESqI5IQ/Mjo9pwkxCG9RKhJOwgbTaqHSEU22RXakuoWj4O1kOr0HcmkXsqQRYWcz6MNkMbI4/Uk1emNQA26bJdom+9boBlS2+6ABK+sB6muvghnkdb6ckuq2+kZLEOq+y0HoIrkbsumLuqZ3btTSHV2zg7KLLhF/4akOjlLr4kMb4PI9EPPS6pPfZWua7ch+a2sIaxnkeoWdjwDYd+esYRotYsD+TsvQj+gV3Qx/S4Ev7LHniS1I6w3qQ76eVIQDscG+k0X1CfpWYakujpYrLA4QFZs8dRDWvURdlQ0fruAMyTVLWbaJe467dyCzLSHf5ch1UVoe55sBm2wpkUBOkXXBTaR/WaR6myp8hlvjB3BMqS6McQzlWu466wdl3O2nvG7Hf+KVN9YFKleKBQKhUKhUCgUdikgEETXmWQjOXIehQmn3xA1SF/k7zKkOlI5qRDtRkIUmNwiP5ch1ZNDVdooE/XkwxYJqNxSWI3dNwTyENEm2hSpmYm2fxFlorcdgJeJujohwZHBdsnlepN+u2GS3g1BgiBDaCBnkGZI1Gw/V19/q2sOhRTBntzIdoYh9qaS6t6rHggaxA2yAnGSlFhDUh1ZKjLWdWQm1Y93IXBhLaS6Z0pxk9y1OZMJUYNMtZtXuyd3PyJEWUOqIljWelApAtTCBVI6u4nVP4dvz4pUJ3ekM4LN+0Hb57D4HMKtD9BNaQtyvpTPWkh17esa35OTdvKdZ/re/6PzZEleIn/VsSXVQ0LTW/JL3xiS6oDM01+Qa/TMddpbKjbv16baaj1JdUD2KYcUj9ltxsboW8qorUNSr4ZUJ//Ux+KXVJT6sn5AJkkRlL6RtpDWxHVTSHXyR8i7nk3TB8nKYoXdedIlkv1UUl3d2DUEMXLVtdkVn5zTyFZRzHQvfV0dkZbIS8/LeWDIeOkdyVNfC7FpUUHZRFDDLFLdu/UddWcv2DTIeUF0Ls+YB89BvtIR/QVBn8UGJLC+3p6rsBGkOhtE39TFAm7qqY3ZcbpuJ3J2Qw5J9cgOyay/qQsidrjLdgzah/yzmKyfhkxGVodUj7zVRbpLu7yz05l8jB3KsQypTv/YC9/Zhetvz7Mgnsh9Oj7roNLtQar7zqJKxgvvTp56Y1BLqmenm0Wldty3AMcf0Y70Jwve+oD3JY2uXRNkq8/aMa1cymp3fpHqG4ci1QuFQqFQKBQKhcIuBZNdZKFotvasCMSaibtI0hwwvAypjnRCRiDTkKfIV5PhpC+YSqr7HRmjbO7PQeUIOpN9E/HkN58H5UFUOTMJaYWMV085nxHtiEmEQaIocwi1673bda4X6SjqNtG+rkOaIBly7gcCA3npmSb3AUI50epyHecsikR7TyHVRaoiocgMAUeOnimvMqJhSKojK5RD+g9tpIwioENaroVUBwSuRQUy9Qx1Uh5tlbOJELvIfCQS8g/JidBB2KyVVFcuKdPIw2JDzl1BiCW3s7IOSXWEqMUe9yFflJuckDBtihhEN7JIe+gPni1l3rKkuv6Tcqqz55CTcvp/K3tEPn1SFjsNvAdRa+HG/5OSAtEolYXvEbaihJFLY6Q6nUDYkYlIbu8kf+/QJ0M+rjepTs9EjbIDSH3lR9x6L/KvTc+3GlLd9WTjufq0fmehIAs8IJJdnZWBrqq7spCbRS9tOY9UB3qGfKXn7mXPPIfd0teWiVQHtk5f0CfIQ59AimpvdWCryGDYZmwLW+HfRPjHhltcynlu9Blhzx7knfPSv+h/zoVgM9h894tS105PeMITJucXz64IctBforueo1+3u5ZWe1BpbHc+5JZUgNpBe+g/sevp2+ycPvf9739/5bmzSPUsxOU8JynEFqVxBAsS3qf/xV7k7Co2Me9mX/Q73ytrzhdjJ3O22DKkuustYngXm0IH6Bv7QL+yELGZpDroW3b9aAu6Tj7GLvrdkupSHbGT9IhcXEN22sBCHZtNdtEF9aa/bcpiC6PaL/Kgi97h3WzxlDOkCsuhSPVCoVAoFAqFQqGwSwLpLOpSJJdUK6L5kBNthJ4JrQOZ/d4eNm8iiwCW27clk0xaTaKRZz6e71okjRywJtqu9xtiY+ysINeIDFUeZ3PknAjPQe6K1py6PR8QnAgr71QPUYGi2GedKyFCXyoYdUNQIblaYihAQCAPc513jF2njlKLuEZ9yKRN/6IczjOSC9bCwVjdEhGKfFd+JIxyOncE4aud2rQ0OedFGw3P6LGjALnl3pZoQ0SSD/ki95RL5LlySZ3SEhLqiaRQd+3knqE8RRRqd+VAsmg/RI7yi8ilf6I3Pb89qHwqROUispXZO6TYSUoaZRWZr3wIpei075F1oiLdJ8pUKoJh2ghldY2y0QU65Bo67DsE0LB9yM/71CmEpO8R5iJo08dEVo7lo5fGg564zkc6BOkb2nOPtDOCWwSuCO0c0odIp9/68vBMGcQUgs4z3advtQR228ezmyEyGOvjU2HRwGKO50rBRGeHC0ZsSnRuUZ9u078410BfIE/9YihPcrcLQXtFnohc70vbkKv66ZftQlgL5UUqtmcyJRob6JsyaN82NYW6up7cW1mTac6k0keRpRZE7F7QNwLPtcvFdd6tjmOR00hOEfh0Uj2G11kc1X764ZhtUja6nDOJpJeRJmVZ8tH17Apy3XP8OxbpLvpfnZzntoiwVre03fCjvolQDiyUsIF0PO2tLkO75L3srHK0Z3OlHnZVuJedmpeHvgX9s1DInmSMsdNkeGaZ6+iT67yfjWlTtyibvuAZ7FJgrHGttmzPpwPlN46w6eRCH3IwbOrU2sKUyc4pNkO6tdgMumOM9Zy0H110nTbNLprYuuHZZvLyu3d4tpl3RTcsXGgr8mHj0m/0f/1TPej8UH9c5/n6vXeo85hOs3dkqHzRaWPFlAWSwvIoUr1QKBQKhUKhUCgUChsGJERLUok6FlEoIk8k6XpFz83KqV4o7AyYlVO9UCgUCpuDItULhUKhUCgUCoVCobAhkJJCdKDIzERMihyXZkGKnORpXw8UqV7YmVGkeqFQKGwtFKleKBQKhUKhUCgUCoUNgVQROSxVWhDb7KWEkKNWnuP1JL+LVC/szChSvVAoFLYWilQvFAqFQqFQKBQKhcKGQV5sh6Y5JNH000Fq173udbc5PG89UKR6YWdGkeqFQqGwtVCkemG7wuEIDoZwAESdPLzjQJs97GEP6252s5sd66CnwnQ4rOgWt7hFd+Mb37g/rGQeHEzjNHYnertvK8ChNfvvv39/ErlcqOsBB145qGV7HJzi8BcH4jhxvT0IqVAoFAqFwsbCOO9AQge4IgMdvOrgufWGg0sd3uf5sw5hLRR2VDhU8/DDD+/e9a53TT5AslAoFAobhyLVC6sCxxgp9aIXvah3jtsTvSGnaDu93e855dxJ8+c617m6y1zmMt0PfvCDDSsf8swp85/61Kc27B1bFRYr1Ntp0OT/6le/us9lOWsRQ1uKHjrssMNmnjj/mc98pjvHOc7Rf8i1sDrY/nyWs5ylj876/Oc/P/daixe2Se+11159v9kKoFenPvWpuzOc4QwLFwWmwOnv17nOdbqTnexk65pPFUzcTdpb2+T/5z73ufsIube97W3r+r5dAbH7L3/5y3vbT74W3MYgksqEjw163ete15Mc8xZSXf+Wt7yle+9737uQBGGn9Ik3vvGNS08ojz766O7tb397Xy71+PKXv7wyPrVQ1m9+85u9/Xzxi1/cffCDH+wXg8eus9jkOjJ505ve1Nd1iB//+Mf9QXzeO/zsiuNUoVAoFAqFQqFQKOzoKFK9sCogPe5zn/t0xznOcfqo29/+9rfb/O5vUc3US1RriBeRIyc+8Ym7M5/5zBsaKYoAOe95z9vd//7337B3bEWI+H34wx/enfOc5+xOcYpT9GSlzz777NO97GUvG40G/tnPftYTpa5/znOec6wFEkDwXuACF+gueMELVqT6GlCk+rZApO699969HXnWs561DiX8J0S+iUbfd999+z4RFKm+ehx11FG9zT/72c/e7bnnnt0ee+zR58e9613veiwS2SLe5S9/+V5P2J9TnepU/d8f/vCHj/VcbfLtb3+7u/71r99fe4Mb3KD79a9/PVoGBDYS/Pa3v313kYtcpE8b4F1TkAUBuXtPf/rT9+86yUlO0h+S94pXvGIb24hkR6Rf+MIX7k55ylP2/VC/vcMd7tAdc8wxK9f94Q9/6J7xjGd0F7rQhfrrTnrSk/bX0r2vfvWr2ywiWAAgtxOd6EQrdtk9V7va1fpFy0KhUCgUCoVCoVAo7FgoUr2wKqyWVEeiPe5xj+vJ243cknnf+963f7d/dyU89KEP7XPsXfva1+5zVJKxKHT5K30vCrQF0udVr3pVT6gjSxFmRxxxxLGee+SRR3YXv/jF+/yUIoALq0OR6seGCF/91OLOeoGeW7xDdhapvnawI1IR7bbbbn36HwS79t9vv/367+5973uvXOu3K13pSj1h/ZSnPKW3MR//+Md7naH70RtR3xY/7373u/fkssPqtMssUt1z2DJ951KXulT32c9+dqmUQcpgMRfx/bznPa9/nqhyRLf3f+xjH1u5lv4gvxHuSHzk+UMe8pB+IcEigvHN/U9+8pP7Mstt+pWvfKXXtTvd6U59Ll9keaLoXXvQQQf1iwveWSgUCoVCoVAoFAqFHR9FqhdWhdWS6kgtUaTDHMoiA93jNx//H9uSn2vd7zrkS0vOe6bf5K32boSN60QXthHY0gfkfcPfWsy7TuqKlHf4Sd2QKcqnnPlN+YZ181zPH8qF3Nwj7/QieKbUOuotKr2ViTZArN/lLnfZpg4WOaTfuMIVrtBHYe6+++7dox71qGM920FPDpe6ylWu0qdPaMvdtsWsNptX5kX3kyFSi3xcRyatjPw2616/DeWXvP5pU+04hGuQfnnnsM2UyTPzu2tnEXxt+8vvuRpSHYEYPVSWsTQ9yqQc0bNZ5xa4N/WPDNRlVmoO8kk9P/KRj4yS6m0dlXNWGqGxMue+oXzbNh9r91lQb2k96DuyU5op93teS6q/9a1v3aZvz1rkm2orhhirl3ekDYdySNt5h7LOao/YivSZYXmGshteM6XPDaH/i9oWHd7uVLEgR5Z+yztEZIvCvvKVr7wSwe4dbLGFPbuHXPulL32pv8Y4ob38frzjHW+UVFcnUe524JzvfOfrCfJlQG9Eo5/1rGft7ne/+608nxyucY1rdMc//vH7BQDXKasxTVlFoQff+ta3uvOc5zw9Af/Rj360b69b3epWfUqsN7/5zSvXZQFBNHwWwzyTXRXZv95pjgqFQmF7w/jxwAc+sLvmNa/Zp/mal9rLGGp3kUVYPsRWgAXPAw44oPd/x3ZQbTTIy7k0kcvNb37zPp3a9jhbZmcGXbMATqYWz7cnMieY6v8Wtgb4y4997GO7G93oRn3g01phrsLH3B7nxim7XZ5XvepV+92RhUJh81CkemFVWC2p/o53vKMnu0SQ5qBDpBcnCDkh6tE9IqY57IiMFqKvfS/i0HVIx9vc5jYrAyGiD8Hjt/bjfSExDXai5RE03idy8R73uEf/jHYQRDg/+tGPXikXouhe97pXn2fXdQgXJNDwXcqUqFsTCM4yEtVvnoMkffCDH7zN4ZNy/IqsvehFL7pNOgPRoe4z4C8C4obcXP+YxzxmG5IQeXTooYf2aQZap/1DH/pQT/7c7na36yM11QdxNCTqtKfJh/KEENRu97znPXsCyTuRTQ4znRrJjnBDcOV+hJNI+/Z+5ZBn+YpXvGKvN+SnLV/60pf25dAOT3rSk3r5PuhBD9qm3BxcpJeo0YMPPniFuLTgII0N3RWNypFCkoVcJDcE3CUvecmebFO2M57xjD0pFsKY3MjC78g3kbOey8EJyDmpKkTDkq3IVxG8y5Dq9O6Wt7zlyoIJUl7Ua5vLWpkRk5e97GX7hRF1s6tAFHi7oGAi+YQnPKHvI67zPBHCHLJDDjlkG93wf2XUj5XB9Uhq7dCS6nTK4Z+u8Tz9SgTvkDgewy9/+cu+f5EhmQIZvuENb+jThYgM9kz10TfUeyyvdQv2YNgn9S1t2pLqDoBF0KZvayd9u4UJknbXr3KdiTiydJ7D7D1nOtOZ+ve0u0OQ0OqqLtFVixZ0/BKXuESvI+Rr8WqYW9z76ITFLzYrtkZktEWX4PWvf32/SEbvXUPXlJndc/gtG0af/WaHij7n+9VAtH/6h3bRh8hRHdnYVp+0qfYcO0/DdUhtOjZGqtNb+kw2+v56EQ/KHALduKL8JiZ0WJ3aCZZ+f8Mb3nDFvs5CdqPo5yH/taPdGGztekzaCoVCYTPBx7UoamxlkxeNh3wHttOi61aAMc+YYiw1Nm1v8A3JRFpFcwQ+Ip9h3o49/hL5veAFL+g//AlnHLV+AlnnLJOxHY7GXvX1nDaVGRhXLXbzlTyf/2i8mhpI0D7Hu93vOcpi/rE9drkaw69+9av3utbuoFsGggikf3MuVRtEFNi5q15+1yagDfiefJyN1nE6Ys64yBfeGcHO8HfJPm3Ab5/lE7qenyqIZpYe22VoboZXaHcsrgbmL3x5vrW+tJ4w59K3W5iTmnvznZcNNin8c/6Fp3nJS17S2ylnAbbz+BbsgnkyvRNI4+95457fnSfl+YuCl9gPc2m7cXFPhR0TRaoXVoWWVEcuclAZgnwQpkirRaS6Qe6Rj3xkPyBIL8IZQTAhXhAdnPaQzJwbuWpde7e73a2P6kBUIAVdz4ljDOXNRUp5NxLkPe95T/+bQdfv3ofw8BvHBGnGEbr0pS+94tAidRDGSFfpDhhS/yJRr3Wta/X14VghvjzfQBcySZm9hxGV01k5REOql63/yEJ1kA84zvB6kOqM+21ve9u+DAjqJz7xif2AO4+Acg0iDyGsTkhGf6tTC4QSgpWTkCjuO9/5zv27RJhyWpBT5MORXbRCjyRD1mq7O97xjv39UkaQC4LWOxJdqi7KZeL22te+tpeRiZB2dI1DApGLvgsxC9JQmKSIrEaUqYNBM/mdDYoWRhBdSPYQk553utOdrm8PBPQDHvCAXj+UQXQWGSC43cfx9hy667kG5kSpaEdl5VzJc0/3RekuS6rrY2RjsHXQoWhb5ZGDPDsh/N+1F7vYxbrXvOY1vaOpjCZqFhTIybXqT6e9/5nPfGbfzkhV3yEC2yhakz79lPwRpHRUn2hJdZOy6DNSNH3XNQ5tXKQHY6S6SSJCU5noln5OP33nuU972tPmPpeDbHEHqYwM50yLRLO40JLqJrMmpeSqz6qDvh2Hyr9kQw/otvZ7xCMe0f9tMp7J1BiWIdXZBLqk7ei3NkLqar/2Xg6X93KgDzzwwH6SKsUIst+/wPaSk+/oHP1N7nM2mt30fjtW3K8PqrdFxWWjauiU56ujPOWxC2weGyLFV4vDDz+8l4n2HhLLi0h19kG59cGMNVN38MwDO6Tv0ityzwSMjMmfLWhhMVR9kSBjcL+xwv3aMIs0ysle+l4bmPTTOYu26lPRiYVCYUdCkeprAz/GmIag4cMh8z796U/PvJ4/aM6gvMZ0vh3f1jhljhWCPAEw/ManP/3pK/drHz6E85WMQ/y/lpQ1n+EHIBf5sp7Pb+AvCX6ZEiSR9/BB3ZczRjyLTy1QhY+4LEm/DNaDVLej1Nxklp9ujPd8dYovQ/6Ca/he5iYbBe8xd7VrMIFpuwrotrkI3cpZNwJd+PLmOWN6xU83Z3Kt+e7YjlQBbvxAAWVrDXrgU5rz6X/rmerPfFYZzbdaFKm+OrBTFhgthNEPbcaumtuapw+JbbbZeCEokj1jG+yGGbMPIcjZIeOjwKdZRD2+QFpVfBnbjP/48Y9/vCF1Lmw8ilQvrAotqT6MCk20KudsEalulZAjx7kUTZkBT0S61V7E2FOf+tT++8c//vE9aYtAioPHwfB85RBtHZIFuTyWUx25xlG83OUu1w9SwLgmql6ELSAQDVTKkBQGJhHII0Z1eMgq8oWTY+A2afBMAzyi0nMd0BowoOqhbiHx14NUBxMF5H6ikEUki6pEkA4nPZzPEEoiSPwu2ltbiIye50RzwJGAZIEsA4seSElpYuZFUHiPSZgBzNbhDF4OKzSo0B3y1D4GO+Rqm/9aVDnZcaYMXNrcgkd0KOlctAMZ+M3ARTbawye7BJSFbF1ncAVOlXeqm3q61/XK49kIVg63KJwA+WmQVf7ksqePHGykfLAeOdURr+rqIF6y07YcAc+0yh5w6OgZGebQRE4l3eCUh7jUh2wf1IcQseqrnq5Rfv0uGOZUt8CgP5nYJQpJHe0suPWtb72Q9Bwj1U0u6QYHtyU1k79a353loATaXhtNzalOj/Q/epUoagsM6spxSj8lw0Qrt6lBhphKqusn2lF9tWPeoX9oD4uIWWCym8DzTIZDwtqdkJ092oyOqoc2zi4f+qht1Is9MxGMrBHT+qyFkHbnwxToT1lACYFO1vovvTN5bsFm0kUTdrnUW8wj1RMBpp50wsSVDPVRbWEikUUjCzLPf/7zt/lox1mTeJNjZaWD7K5nWLjSHt4zjOC3ABsdHHum9tTv1YMjHZl6rrFPG9o94xqyc52+U5OhQqGwI6FI9bXBwjZ5iGScgpDwAkD4XeRtzDJOeY5AIoTeLFLdGGOs4ePwk1vw5RCTxiNzgMx5fO+5vndO03CH2Rj4dOZJfEdBGOYZxnA7Svmz/MW1RgPPw2aR6vnevJjPtVFICkbz612NVKdDAjb45OaL7Mphhx22Enw0RmILeiIvbSXgpA28CsiRzprDTz34fh6kHbLzcdE8ZRmoG53jN7YoUn11wFfQI/qEMzEPFpCFE6FL4YKA3cOl4BwErCX4hn0wl4tdNP/B5XiecSW762eR6uYt5ijaj83KPL2w46JI9cKq0JLqVk45E6Je8/E3Ym21pLrB0mqh763ccYCRPxydZz/72dtE9jFyvke4hCifRaqLrFRmRo5R5QD65HrRhEhF5KK/la19F2cJsYiMChhBzqOyIufz2yxSHVHIsd0IUh28/7nPfW7vJHsHo7733nv3pFW7BUk5DMQGi3yvHDmwVD1nIalVEFLahyy1ne1OCOh5kZdtigjt0eaf5yghODkKIpRDHrfEqP+LeFF2Cy7aC1nJsUpqCe9QPtdIhwEilj1Paoy27TlqZEyP3Tck1VuIPFWebBPMM+xUEG2MbHY/EtMkMvmXg/Ug1f3f4M5JRFSGgEX0tcQoOehnIuMTQT9GqrvHIkpLqtNz5aQL7RbGIanuXpHJ+rS2RPLTeyvtWaiZh2VIdRFdG0WqI6DJqSXVEahkwga0+pLzGvT5Wbkzp5LqJm/eKQKb7co77NDwbjJgI9mE2Ix2C/UUUj3wu77qN33DBFyf9a+2XCZaOlHqZIxYCfnMMaUf60mqs5EWA9STHbMDgm2gs+ShjZHpCG3ku4iTfJRFO44R4MYftiD51OmqjwmR566GVNfW+qy+Y+dLq/9si7r41/dsi8hDzyPDXXErd6GwsyDn+WQXzdhZLZCzeNj54ZkWOXPDNcOx02/uaVMt5vyM7BAdO0cl1+Sd/h1Ga+a9fp91ZgsoqzK7zphhB92ypDp/jN8QOc06y4SP6XfXeeesc2RyPowyuXbe2Ss5j8S1X/va1/rdqUNSva2j564mqrp9z/C8FmXz/Mw5jKOL3qWedsm5XlBRG0WJNORn8gcFVYyR6toUOZ75VJtixvX8cc9GnA99K/68QBljsznZIp8OIS/gxvv5bEGIKWXg34zVUdulHcd22frb937PdUOdn0Wq0x9ymJLzfDWkes4HUqZh2j5lTJnn7bCLDNKf/b+tm+dYhOFj8A2RcJ7Z+v3t+2bZhEXXkU/0t/24ri17zkJr6zZ2HlCe1crF/9O3pxCJ3sVvTmBJWw/zdu3FN2/f4dn4B74cP55fJ8hp2P7KIeBB+sxwCHnnsraAjkam7XuWtVUt6K0gHnXnC7dt0ZLqAtxS3nnnP/m+vW7KuUrKH3vcXq8MGTeGcohuLNpV2o6JY+XOOWjRs7FxMzo29Zwo82scSZsNQR0TvMVexlc3J0iq2HZHEL6HTrHh2tocx9xAQJl+Sh/ZuzFSXZ3sFmZDzKGNR4UdH0WqF1aF9cqpPotUZ8g4ZK4VrclxsYqM+JIKoh2Erc4iGZEj2W4/i1Qfy7ecDwfKtkXPFrnrO6uIi4AE9H5kURu1sFmkesBoi6Y2aKSOBgfGX9nI23cmRr73EdWOMEbEW2mfBwOcLUsGdHW/613v2tdzUcSrwYXzov5D4q1FnAjR362jRGcQasoov7S6cNjJDhlroCJj5DcnHlEPIc/HPrZzJU/yPFIdGej7sWdwavQFTtn73//+frAUGdSSm+tBqisTh5rMvUc7eT+ncHgIrYUofdSZBX6bSqon+mMYDTMk1cHqvvfQX7oj9YpomikO6FYm1WO/xj7adt7Wzqmkuqhof4+9gwykv0lUBH0/29nOto1zugypDtnZQ3f0W5MRfXZov+chh4Z6jzoitAO6lHz96tYipDrZDSPV5pHqJulsPzmRX8AJN9lXf2lZlgH9kYZFexsThiQFe6Aew6ilkOoc7uHEjLwTzdIeFD0PZC9Shj0wkS8UCjse2CuBDBZHjaNsowk12xhflY1jA31vbGXP2U/jZbZ7G3dFU7pmuAXcbiC2BynK9pjwsx+JJGZH2EM72doxgo8g/WDOJ0Ei848TTcvPEDWtTNllyt9sySVQHmkt4tP6VyDBsqS6nYOCIthzZeGHtgvF6sbPQgwrMzkZ3wRQCNoIkID8db6ksduzyR5BgXQbkjjqa5yI/+aZoqZbUp2vgzhOHdlyqU/a848WATmiTp7tGcZafmrGY2OKaMjheM/PnRXIMo9UN/9RXv4On2RIqieVJTkKdBrKJbss1dVi9RgQRN5NRxZFq88i1fly/Em+9XC3Av+e3to5kHY0lvIJ4puoszSHfIGcF2POp078gpCTY6Q638j8Rv/kqy7K7b4aUp0/ot70OgeXk7WyKWN2D9NV80tz4eG8Rj8ig1nnIqnPUG+UMyRz8uknnaGPCGwLWW27e685Z1Ju+vCrzcfIkU+f87naD3mbl7nG3NV8ATEZH5YtYGuUIe2hTNm13h7oTlfjow/T/Y1Bu+ojnqOPtouW/E66q91aklp/MidBhkrfwZ7woYfvY0uk9MM1hDRlC/AHOb9N/0DIL4pkJxfvYY/DR5iDWEhim+i/55GZ9pW2Zt4ij9/0+WFb6It0KKR6dpin3XzHDg37KxvanmVmPscuDs+TGiJpbbTxEUccsfI9GxOfuJUnH1jbZlcpv36YW5xd0y5kH7noUzgh4xLkvDCLCe0ZZ8YidWdvkdbq4Tf1klZReVeDzDP1ZfMEuqLsdBUflHHOv9rO99pnmA6U3pub04MxUt14QJ/NNaQgrQj1nQNFqhdWhY0m1Q2MSE6DPeLWII+IYtBF3bYGSCSwAc9z47jOItXzPceeM9l+DMAMoWcbhF3HkZ0HjpTyKacDANsBY3uT6gYyg93w8CFObiIiOVj+RsyK0mHwDc5tdGcOnGTwF6Xv4CyQP4LKZIUTagIxL+rSMzlwZDZv0YIDrRx0Zeh8GoSzrYqcyd3k1Hccz6wAc4LifJmUZaV/2PYmJtHReaQ6MtFE0m8c4PYZooTIlv6YFHp/m1c5z14rqe57DoTvRcParqteHMIhqc7B1UfJZhlSXT812FuYWESqg0huTi0ygA5xeqzez4rWC7YyqZ6IdPZrqC8cwXnREFNJdRMmf1t8MRFp3yHqJLte7MZZD1IdyIO+s7t0mS6yi1MjpemwPsRpH5LHymCixq60W8+BDfQubTJ04BeR6pmsqm97T7bQu2cq6Ddd0t7qMZx0ZEGMTNvoEf3aIof3sfUt6L8+Rfby3U+VpX5N1xEvbeqmQqGwY4DNs9jGb0IsmCDzS/ij/K3sdjFmGHv0dbaOj4JcM07xZ5AAbV7m1n4aKyyas6tJF2KcNB7wMRA2vkdE8guQzYmcRzqzWfwyxLxxie22I5DdUmZ2Sx3sMuX7KhMiNuO3MYeNdZ0oPGOVHaPG+WVJdT6F8to5mAO12/HHsy2+IrO8gzz5Nnwycs11CDR1Zcf5fMYX4xHbnZRkKRN/AdHoGQn+EJHo2pDqrkHWGYOUxwKHf1O+KdGPxl9jlWcIZPCe6II68GfIkp+O3M3Y5TpRx6uJVNfuxhDtalxvSXV6xu/1OwJv6HN6Ljkhq7TPrGhJ5VYH141FmbdoSXU6zMcz3tsdR1dEw7c+JblKbcNvNOfguxnn+b6u1zbKqZ4JXuJb8pHUT934pIjuPK8l1fUDz+TP5pyURQRWSHXP5ZcOo7WTimMRqc4/5/Ooi6AePrJ5M52z6JLFHPObgw46qK8f4hUJLigh5yJZEFAPcpRTnM6bR5CJOUnm3/6v77AzfEYLFfwt/rpnhnDW9/QdO/+8h/y9m8/DDzEnMK+LL2qeph78RXMbz1Fe+uA759G4Dlmrjyl30oKuF6muzbQn+dIVpOowGnwIC52uN5fU7/h79LItB3iG9IvaMmevaaekBmELLGaqr7/nvXOMVCcbukTG5mv+tuPS3+TVBouM1dvirPKQoX7qfvY/OwXYc2OGndp03cf8nh0yj4m+Gw8S1e8sM/bec/VtfWae3zqVVB87u4z8jRXKnnMjlImuGbP0I33amKgO6sLmQnvGmfkrolr/sZjDd+d3k7Xzr8zp1IPNxpms5pwo45764HXcbwHOu/S5NuUr0AsyUa/hPGIRqa5PJdODd8S2LJozF7Y2ilQvrAobTaoz7oyqQYxxZNA5n97HULXOpwEpg3NWJ+elf/mX/7fNcV5EdQYwpPa860wmGHAk2TCaZXuS6oy/xQaDkWcMiXUGnCwNYAZ6EQmcNTnFhiu6JoEGRG1iQjMGKUEMnCYCgXJrA4MIh24WyIVuaEsTnFnEPefNswxa7YBFtwy86sNpiqOIoCJTZKyVd45GGxHLkSRLDl6bvmeIRelfcgBTS5YOoY1NdjlNLVm2HqS6enCWtLOB2ARaWylXcmGCgdokRVk5A+Q0lVTnYOZAFpPvoCXVyYLjbSLbto/6cs7VcZ6MYCuT6olKJqtl841PJdU5p3ScTIeRgS04pvq2iVhblmVIdQuTZOjfgH6zCdp+SnQ1e5Vc4KKjhkQDHUNWqBO7Hyfd9yKc9Fn5xIfO+zxSXVtzlIf5/d2TyC1j0BS4x0SWHE0oxw6l4tiKpFSHTNSBHiEmyJe9DrQHsl352LVlnGL53tWZrgwPRS0UClsfxnGTfiRwfLfs4jOGsjd8HD4nG2GBO2B/+SPsL5IFsvjPzsYOegfyynhufPI8JAY/xcQ+MKbxGdgvEYnKITrXmJMo5ARV8LXZXPaMnxy7pQ6igTN+8wf4WcZT74xvuR451fmPxj42kE/J1iO+yEkUYGAsUx5ySn0tfhqzPTe7EUGUYkgecjJGGZO8A9mceg5zqpMLgoPva54CfE1jC6JzeHDdWB0FcSgjnyF+Kf8645c5TuSUBWFj2KJ0JGOkelIV8nE825zFuBpSPZHp5KsOY5Gb3muBOAE3s3J0ex8/3JhIlvPaOqT6MLKWb2XBZihH/iLdttiSc2WMtRZctJm5TxbCPUO7ZscCfbHTTF2NwQmwCamubnSYv4psRjpPQUj1WTsI6ckUUh2x7DnmAomOJzs2oO3j/HsyaM+7AXrJZ7J4lrkW34NfPtxFSteTjsnCVGCuR8eRrBbRvM976Wlsgnv5VvyQYRQ4Pc6uZvMEMvYdElNdLZbEH6dj9NP39MR160WqA/9WAFfaxnP1C3OUsVRB2okOxbdSR2Uzr543ByRXu370nciSTurX7NNwft1ijFQ3j2ar2eV2rhT/Vb9Y5DcaH6IzLWblVNevXE9XlD0LU8YH9iD113bsBD2bR+5PJdXtaDLHpUvt2WXhXugQeL8FX21poS42JdfRV2OUsW94xpkxipwzHzf2xnb4jQ6OpbJaBOMMO+R92YmsDp5Pxvz1Fngd44WytfMqmEeq6285I8v8y7iuPxrPLN5kh5sPG2IszMcCm+8WjRmFzUGR6oVVYSNIdf8mlyRHxeogw4xcZUCsdrrXJCFbVzloImcSKR5SPjkCrToaXGOAGCPP5KBz7kMKMXgmBiEQlZMj4tpMLMDgj5gUpWuQUQ8yQGgPB/VlSHXOTYjElME7HeQ5NVKdTAygHEyToNTNv2SrnAZvA2z+NgEZltt7Ewmu7cYcHhEQyiv6JuRdIsi1ZQ4uHEMWAAxcnKLWIeL0iUAgF/83YdK2Jn9x5pCuBh9t2JL6dExktkGfk2Bi2OolZwaRlrz8IfPpjMloJmvzSHX3GPTIJuSf+igXnfBc8jW5MeFMihr3uU7kigF6GVKdox2dUEcOYfLReybHQmSI9uB4aW/liSPHSVC2WQeVjpHqvsvkVvRJHD7b1zkRIdXppXeIhsj2N04V+XPAWuJ6DBtFqnPetTP9STRLDg+eSqpzStWTHpiYxAZoW3Ke137eYyLkPcjqHKTJxrSkOv30f3JG4ods9i7y4OS6T9+2QKONEL2xaRbLppLqJmjkaiEtclUGkyLPZV/nwfNNuMhIlMusNuAQ0jmf5BXXBiYpysYWDifl80h116onGRkT2AXf0R2TZ5OBefamBTmyASawomJm5ekVhcUZtjjLPigffUHG0+1MZt2vfdldtrDdvdEC6aN96VZsHfmF0BCxWhEqhcKOBzY9gRqtPUEuispjk/kpbLSJeUtIsDVIoizeGruRywhA446xkL1gm42zxmL2CIHAj/BM4xCb6GPB3bibw9jHSPXAb3wJfq7xLM/wbOSPsUJwBH+GL288VY7Yr/Ug1flFfEC23QKx8YIt5R+1wSVtSkbkKTnPItUt9rakOvJG2wxTRw5JdfbXfMF4YicrP8Z3yR+/iMRwPWLae1pyyvv44+qorLHzqyXV6ZCxlB9kLFN+5Q3R3Eaq0w+/G3vGiED6ZpHbcz1zmHIoCKlOj5RjXnnbSHV1Q0QhJhHJ5E2XQkR7vwCY5HqPTzGVVNcXzGVmkep0xsGu9AlxNzU/fkh1uui96tB+7KJeLakOglP0L32YbdD/yEud26AJ84+cixTdnUWqsxv8Vf60/6c/mweYR7ApnqePIYuHZSJzvlt7vk6iiV3PZ3IvzCLVkypjo0h1oMfsDb/Z/do+Katan1Q9+MzsX+aBfGp2VdT0vAUWesUuswXmzHQ6Z1osOn9oGVLdXHejSHVt1ZLq+oU6KRd7gL+gH3RIf9FmZDirblNJdX6yZ7GF+mn0MLnK2RllMZdUFm3RnvGwiFRvob3N+dkFfFTOiTLmkvMykerGCvMbHBN7qsxgrkSG60mq63f6qXpasDXO4h/0HTrnO+O3tlU/785HPzTfKVJ9a6JI9cKqsN6kuudwEG2RE6nj/4y36MYYD8/IwQ8MOAITictoIZ9bJ1wUtUGGI4FI9EwDIkPHweWkcDRs0bT6J6qIEU80BwMYwhA5xpF0nYmPFUaDlAlGIqkRQu1qIoO+DKnOmTXBIQekDaPJCc2K/NSc6hxAxA/jK/pIWTitZM655BAY6NSffGZt98zJ1pzydgANQswrG5LOewwgBgQO1KIclJwo0Q/kx+kRQaA9EVPaOAeEcCC1obLYNuc6DhQnz4ptC84Ax9kkghwNzsPfOXXJA2qgU24TKWRdSNJ5pDokJyb5KS8d1T7qwdmLvloMMnBqZ33BZM8EJo5kOxEcAx0iSzKid/SN88VhI6MM+t4nAkG7WwSyUOKj/OqaSewypDogHekvWXGctU8Oh1R//VcZyIAeuIY8c0Cs7c1t5PwYNopURyib8KgTR4nzSteXIdVdGzKDrSCb2ACTw3mRLmDi5ZnsB/3gVGp37w6pDiYtdFofZSvZJxMW5WydOP2Y7uiTnq1OnGGynkKqs8mJODJ5Uxd9Sp8l63l9NvkD9S12hD0dRk+YiCa6AkmRiEl6z76qHyJhbBv9PFId/M25VH/2hiOvHTwzByUvAl0L2RBdbT8mrZmse58+pr62yxqXyEj/Qk7FWTcx0M+MAbZlD5+ZBRDtgoAyIWKX9CXjZg6pnXcodKFQ2JpgB/hZbOq8M2hss+ezGJPag78hudL5IMZidpp9YhtCfrBbJu/xI/nRbM5YJK37BJrkULlZpDpSeSy3dz78YcQMHwhZiFhoz8BZD1KdbUy+YDYR0Wa8ZWeHO7f46q4TjWv8n0qqC05wDf9IO7T1b0l1IHsLqfxN9fV/ftAU0k+7mrcY9yxutDDGG3e0TfyG1ZLqiFjR2fxXPgAitCXCWlLduJXDyfkKw3zQSbOZHOaz8irz4xCUnrNoR9usnOqg7fmzgkD4j9pRakrfKUfqsV6kug9dkvpkGaxXTvVZpLp24E+wCXSDj+p5fJyW+OezmNsmhSM5zCLVcw7SWF+On0SPyUK/4Uct8mH1cX68++lfm551s0j1QJ9AVicy3vPpe86bYC98LxqabeGP8dHMN+gLgnlev9OP9DN2g7zN3ch+eCDnmMy2Iqmu7TJXG/uQy5A0bjGVVM9Oq7GPspibAo7Gd2TSpnddhlQH8qRz7JNr8FLGhkWpa1vQJf0i+tjyIgnG07eGQWIh1c2Th7ZzHqmuHu7xm7K2MhaMlPGwsOOhSPXCqsDYGVQNOKLCh+kR/C2akcHxbyIwGW2r6VYxOc1tpDqnjmF3j4HSoDscaBgdg6PJgOs4Z8iuRK6313FWc1ikSMeUgXETac2Z4zSpA4eDc9RODNThxS9+cW/0s7KvrMgq5fJ83yvH8MNQMqq29Qzz5ZoAkAHCsz14SR3IConsuaJrrFguQ6obSJC5JgOMtncjwZDROfiD8+V7g/OsPJGRkbIgjceAyJKLL3U08CCo23Qh88ChMyBrd/cbTDhCrdPB6TGAI3M5x+Ri8DaYjRGrnslBNZFsD1AMtJuJlcUYK+TaniPbbqcSqeVdnpF8qC04iq6h/zkwVFQ8J6EdyFN2bZpcquRpMsX5WZSj0++ce7pJV9zPafeedmU/1+pbnDPXqpfVdroQJ51um3DqE/QjzqF+IQ2Pe5DukYP7lNMEne57P/KW3iMBc52FGg63fuYahDHZTDncy6RfX9YPpZIBMiMn/a6dLFsw8Xz9YpHDpK6cUO2jndkoExByEoHvOe0WWWXNwWvt5IeOiTozSSUfHzsPTKAXRUGIqEE263/REeSyCVJLqkfOypi+L5qDjg8nWAgY9fE8kxk2y6TL89hk9sSkm3M5Jn/P0OeUxTPIh01LnsNZIDck85it8yFTz4hMXG8CzYn3u77Els6axOlT6kY36ftw4uK5Fh7ZfnbGM9kN+jwvbU4L5eMwj5Xfe9mudos8csAEgIzop6g3Cz9tu3v/LJkopwiULDSwJa5HnvmdTbBQwpZU1EmhsGNCyo8sKs+CsZldZ0faVG7Qnh1jLG4XJdlPYy3fCJkc8snYheDgp1hQ52/mIwIzfuU8Ut04x24j2Izf7TN8jL3Kwh8zRudAtWA9SPX4yL5Xj5BP/OPhgnx7dozxfyqpbmHeGGzsboNbxkh14PfzQfiR8Tktdi8iINlx5CFyZ5g2Ufsb95E2ayXVhznVhxgeVIrAITOkG1+3HVs9l3+jDfkMbeqRFuSRAweHh4wPMY9Up3P0Gkkrl7eyCiLaKFKdbqmXNCD63dTI1Y0m1ZP2iJ6bpyDf0rZDny9RxNkhMItUt9BGtvw/+tz2ZQdE8m3U37wa6Us27fxzDNpI+flabZDGZpDqbKN2ofttO6qD+SEdYKfYK3KJXpFV65dlNzebuqhPxxZYOI0tECA1r7xbmVQXEKhtzPfYpFZH9I95EfhTSXW7PP2tLYbvEISSAEwLIOtBqoN2NNc1N9NnXWtX15T0L3TJ3JM+uK9NpwbaU1nUuz3TqT3nwTgynIfMI9XpgLme39oxSf/O+XfsWWHHQ5HqhU3FrJzqhX9imYNKC4XC1sYwp3qhUCgUdlyIKAuJMCvXroVni2hsf3tOg4l5dvwhp0KuJvUdQsQOHqRCm+LKVnOEHBJtbCdhMI9UR0SYwNuphMiYtciP2BOtitBElKWM60Gqk0sOC7VQjWxEfCEbhmly7Exyv0UM5M9UUh3ZgWBD4FnknpX+Bfnu95ZERRA7OHZK5GDkkV2SeY9/PReRJ0gm4/72ItUBiYM08h2CpyUTkb1Io+R8H0J5EVTR8UUBDfNIdaRYIt7ptbIKCqCfCKjo4HqR6n4T+ENHteOs9GxDbDSpblFM3chT/4pfaCG+XUzSbghtMhPkNC/9i0Ud5fFb0rSMAYGIhHXd2JkygWdnF2nbZ2F7k+rq7ewo7e/6YZqi/EZ+5CBwKoFjQ7LT3xYelGfW2V8C0PTZVj7kkSC34S7pFluVVNeHROfrK2zPMpHcMJVUR0r7WzDKvEULO3KzQ6sty1RSnW4JlCGXdsHH9WydNph1JlwLbZ2zxwRuDRcWlMECq/YUeBOOil4LAqR3bNeQu5pHqmuz2Mh25493C7zKuFDY8VCkemFTUaT6P8EAG2wN+C3ZxjnWRU1aCoXCjgMTP7tPWmeKE8/WiRhbtFOhUCgUClsbyGCkBoLbFvL4byIrkS+IDt8lmhKBkoj0HO5uYo40C/yGcDHpRqIiFFpyz5hi54znZWePexAnIg7tzHTNPFLd+IMoRliI5EYu5OwPZIht/IjApFJADiA6fOeakNXLkuoOTQe+v3QM6m5XnahQ/n/OojEvyFk0CG87tEQ4i0iEqaS6ZyJDyFLEciJdETSI1pDqIn0TdZgUPeQZ8rs9JHsMrlUf70HShFAiJ3480suu2vU6qHQWxkh19yO7pKIjs3YRxbu1n8UVkbjRV3ANgtJ9Iv2H5OoY1BdZPDynRVsg0uiiviJ62vOlOCIbu/OSnsaiknZYK6lOtkhr9yhPm4p0HtabVEdO8wW1Q3aGKs+BBx64ot85F8mOPnVQZ/LWP/Xh7DzUjxGlSEtzxpwXpL/nMGQRu9mR4Hd1yE5a9dc+rkP6hdDMOQXOu6JDdJW8+apDfVuGVFcX9oW89M2Ulx1YJlLdIpho8RxYH64gefnJU7t7Vv5Ghg5JUu+W0s9zLBaO9SUpn9gFOpkDMJWbXJNmZhY2ilTXLq61u0hZIseppLpr6aU+rj9r63ZniL46K/0T6JNsABssDZh7fUKCtweVIrVdZ5f78OyypFCxA4stYnOdWxddiZ2bQqobXz3D4nB2lWtP/cC4ZKfFPNBbO3A9X3qlWW3AVtE9wVDZwaU/+lu5ssu6xTxSPfacDlo8zJhEd/RN/a5dgCrsOChSvbCpKFL9nzARsspuABSRxCBzwjhjBujhIRiFQmHroj1YDelhomnSxbnibJoULHOITqFQKBS2HvhqJvc5RAyRx4dDwMjnGyJANB1SxQRe+jURtH73t/QCw5RXyLqQSKLXhsQTn1AUKzJUtC8CA0mD0LAtHekwj1QHBF/OKXJdzjRCNjtEOf44XxSBbjxDTLsGqZbUWQjpeeMZAgjR8S//72A2BA6iG7kqFWSbEidpupAtIiuRc8gLJBciIoTvVFId/J4oUykQyB7hxt8WtYqoJ4scmikaVBnVETmDhBJFvwgILsQeQg+56Bnq7Znk3EbYbk9SPc+gF+qcw71DInk/Odv9gDgzJ/M7GeVsJQTvlDRlZC7lobKa02gPckBo03WknlQvgX6BQKfn9NhCj1R49FE510qqgwh1/cLzRN0vItbXm1SnQ4h0fdSOC3JAVrcHnltUI5uci6Qve742aQk2fREBr30906JEUm7qR/qOeiKMyZ7eqLv2C4mKJETK6z9SYboOqShqGMFJ1809PYfeahP64OP3pH+dQqqDlCDmsRbGlNdvZKXdlsmpjohnY9kN7a08Fvw8WzS8xTCLKNpNGWadVSMtibL4jKU8oh8WPMg4Odm9J2catWc9DbFRpLq2NXdAnrvPogcieSqpDt7hXmUjI4uA+iabSB/nRa/rW8YpMtA3pQp1v10YLanOziDdyZbe68vayXhCv7KLwru0oT6t7ZDzZJ60PVPSv+hz9Nf7Eeveo0+QBZsylr418GzlVx/jHVsZHffJToWkb/SdMciir35MZspFn8fs4jxSHZRNSjfv11eNSXkmLmzK4l9h66FI9cKmokj1f4IcGG3bqzhSBnITJg6EbZKVc7dQ2LHAWRexZgKAFOBQc2Q5ge223UKhUCjsuEAQIBIQzvw3xIvIdMR3fDcTc+QecgahhbxE9IpAHNsmzxcWXYrAEHE3JK0916RfOhSpZTxPFCPiKX605/Illak9EK2FsQhphFhA6uWcovZ8CVB2hAwyLPmgEWgiD3Ne0TwgTz03B82Tgecl8i9AxDkoDumO2FMvBAlSsF14QFjKS9tGOAOZeT6iqiWJPJPs+dUhLx0WLadtrpO+x7kdxmrvJVfkdw7hngLyRFSJzvUepL9F9OE5ONrN7zmAch68GxHpegss89Iq5OB5vsYwTYV5BoIWMa9c7UKL3yxoIJ3J3buQXTlDZ16+5SEQh0iyyJosEbsihOVVbvVF3RCGyGZ6Si+QvPSKDJFd5CM1A6JOm+Vgcnou177nI+QS4Y3Aj2zBd/wxiw30T+qReUD8WWxR/0Qqt5C+JW2bgCe64/BPdUhe5pDqiE0LNdokBGKbDgZyLpL66Vuu9X/lbncv51BF73adwzSj/4lK14b6MbnQZYsp7dzau7S1/OCe4aPs+oLrLDKpvzoOP0hL7acO6mrhK/1H/xRE4nvz2egM4pedE4XrGYh0fjDSfhlSnY6KClaG6CiiFrFpIYBskP70RL2Tv3vsOew1GembY7qtj9lZwaaSI730XqlP5tkCdpP9RwIn3ZCUPc5sQjy37Z4+jXhexH1oW1wA/WX39Es6p78rG66gPRtJn4o9b+WgjeyGQODGjntWuzA5C/qdMtDh2OXkAA+pDupivGGH6BFdRtpru9bWCTZCbGsv8iJfdUBcWxij9/qfZ2jnMZLcQiWC3+/RLbZ10SKo9hX4NKbjPs6haPt+ztcy3vidfhlrZ5Hfym5xLPndhwsWOa9E2dvxWzqY2LfCjoci1QubCoM7B8GKJUdnV0+JYCDgrBhcOIv+XsaZLRQKWwecXjn/LBxyXEWsVC71QqFQKBQKhZ0Xs3KqF5Y/qLSwNTHMqV4o7MooUr1QKBQKhUKhUCgUCoVCYY0oUv2fEL0tB3UbMS2YjmxEJVeqi60PkdV24Ug/1EZdSwWWNJeFwq6OItULhUKhUCgUCoVCoVAoFNaIItX/Scbe+ta3XskdLl2HyHQ5tslGip5dfYf6jgALH8l3ngOALZZIAaYdpfcpFHZ1FKleKBQKhUKhUCgUCoVCobBGFKn+T8hDLl+084Xk2ZePWq5phOy8wyQLWwfS0B566KH92QgORnW2hk/y6iPZC4VdHUWqFwqFQqFQKBQKhUKhUCisEQ6qPOCAA/oDeecdLrsrwAGZr3zlK/sIdZHODh4eHt5Y2Pr4+c9/3h/g6iBpB3A63HbRQcuFwq6CItULhUKhUCgUCoVCoVAoFAqFQqFQmIgi1QuFQqFQKBQKhUKhUCgUCoVCoVCYiCLVC4VCoVAoFAqFQqFQKBQKhUKhUJiIItULhUKhUCgUCoVCoVAoFAqFQqFQmIgi1QuFQqFQKBQKhUKhUCgUZuD3v/99d9RRR3U/+clP+oMb//znP49e9/e//7075phjup/+9Kf99e77xz/+Mfd5v/jFL7q//OUvx7rmT3/6U/8c1ww/v/3tb9e9joVCoVBYDkWqFwqFQqFQKBQKhUKhUCgM8Ne//rX7wAc+0N30pjftTnaykyFQujOc4QzdQx7ykJ4Mb4EEf9GLXtRd+tKX7nbffffuxCc+cXezm92sO+KII3qyPc973/ve1+2///7dSU960m633XbrznjGM3aPeMQjuqOPPnqb573pTW9aeWc+xz3ucbu99967e9vb3rbdZFAoFAqFcRSpXigUCoVCoVAoFAqFQqEwwDve8Y7u9Kc/fXea05ymO/jgg7tDDz20u+QlL9md8IQn7B7wgAf0Eefwt7/9rXvhC1/Y7bnnnj2p7rqXvvSl3VnOcpZun3326b761a/21x1yyCHdXnvt1X9e8IIX9H/vu+++3YlOdKKeqP/jH//YXye6/alPfWp3ilOconvsYx/bHX744f3nox/9aPeNb3yjJ+cLhUKhsLkoUr1QKBQKhUKhUCgUCoVCoQGC+xrXuEa3xx57dE95ylNWvn/Xu97VnfrUp+7Oetazdt/85jf774488sg+gvy0pz1t96EPfWjl2qc//el9hLmI9d/85jfdfvvt10eoP/OZz1y55rDDDuvJ87Of/ezd9773vf47JP3DH/7wPiq+fV6hUCgUtg6KVC8UCoVCoVAoFAqFQqFQaIDY/vrXv9596lOf2iaH+ec///nuTGc6U3eSk5yk++QnP9l/Jx3L8Y53vO4KV7jCSvQ6fOYzn+lJdBHrX/nKV7qvfe1r3ac//eljXSNy3fM+97nP9d9JJXPve9+7v8/7CoVCobD1UKR6oVAoFAqFQqFQKBQKhcIEvP/97+8j0hHeSHepWu55z3v2Eem3uMUttrn2hz/8YXehC12oj0QXkT6G97znPd0pT3nKPvL9O9/5Tv/d7373u+5Wt7pVH6n+vOc9r49sP+igg7r3vve93R/+8IcNr2OhUCgUFqNI9UKhUCgUCoVCoVAoFAqFBfjzn//cPexhD+uOf/zjd9e61rW6X/7yl/0hpMh01Mr973//ba4/6qijuktd6lJ9DnbkOAK+hYj0Aw88sH/e9a53ve6YY47pvxcl/8QnPrEn1c93vvP1kfEnP/nJu9Od7nTdbW5zm+5nP/vZdqtzoVAoFMZRpHqhUCgUCoVCoVAoFAqFwgJ84Qtf6M52trP1keUiz5HkDg293OUu15PqD33oQ7e5PqT6CU5wgu5Zz3pWT8C3kApGxLuDUN/5znduQ7rL6f7FL36xj0xHsn/gAx/ozn/+8/fvude97lWHlRYKhcImo0j1QqFQKBQKhUKhUCgUCoU5kFd9//3373Ony3cuah0Q5Te5yU16slvUeYs2Uv25z33uNqS5g0uvfe1rd7vvvnv3wAc+cOV583DwwQd3u+22W3fOc55z5ZDUQqFQKGwOilQvFAqFQqFQKBQKhUKhUJgB0eKI7xOf+MTdDW94w+7oo49e+Q1Rfre73W00p/qPfvSjbp999un23HPP7pBDDln5Xs70+973vv3zEPK/+tWvJpXjox/9aH+PNDAf/vCH16dyhUKhUFgVilQvFAqFQqFQKBQKhUKhUBiB1CsveclLuj322KMnyL/3ve8d65rXvva13XGOc5xu33337X7/+9+vfP+lL32pTxVz7nOfu/vud7+78jz51T3P9UceeeTksjgkVdS7Q009u1AoFAqbhyLVC4VCoVAoFAqFQqFQKBQGEIX+vve9rzvtaU/bnec85+mOOOKI0et+8IMf9PnO99prr+4Tn/jEyr1PetKT+gj2u9/97j2Z7rt3v/vd3alOdaruvOc9b/e5z31u9Hk/+clP+hzrIuTbsjz60Y/un7fffvt1v/71r9e/woXC/2XvPqCkKNO3D5/j7iq65ojCYo4oChgQjEiQLCAgIlkBSYoiWVcRFskiGQHJkhEQUURABIkCSlTynxwFgSUY3u/cz3eqt7unh5lhepiu4ned8xyYnurqmunu6aq73npeAKlGqA4AAAAAABBly5YtLn/+/Baqjxkzxkaba2S5V3v27AlNVjpo0CCbcLRkyZLuhx9+cFOnTnW33nqru+WWW+xr2bBhg8uXL5/Lli2bGzduXJL17d2719anUej333+/a968uU1WquV69+5tof1ll13mJkyYkMm/GQAAoToAAAAAA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qxZLlu2bITqFEVRlK/rTEJ1XY76/fff26SRyV0xp2WGDx/ufvrpp9Btuqz266+/tn6Umogy+rJW9Y5cs2YNl7sikPReuPnmm+2ycK9djPar1GN96dKlcXkMQnWKoijqXC5C9WAjVEdcJBeqK2xVn0iNgtGB8sqVKyN6RKq/pEZYR/d9FB3AalIn9ab0Dmb1rwJmPZ4OBGL1m9Rj6j56PC2jvpLeSBttm+6rXlP/+Mc/3NSpU22WYy+01rp0X00Epfur96RG7Hi3a1v1PfWxjO5DFf74+r7ur2XVGieaHk+/E61P/+pxwlu8eL8XjRRS+K/AXNuZXNCgAxb1ztIEWB999JEtqyBAbW70O4huA6Nt0kRW4RNwyd69eyOeK/3uFF7HotY0Chq0nfq3bNmySUJ1BRt6LG99+jd6lukzRahOURQVzDqTUF2fdXnz5nW1a9eO2Ydan80K1LNnz+7GjBkT2q/44osvXP369e1z8+WXX7Zg3qPPuVKlSmXKyWrgbNB7Zc6cOTbRWdWqVW2yUu1bad8uXu0cvVB9/76d7vh/D1EURVFUgOpwisv89Vfit0fGmSNUR1wkF6qrzUqxYsVc+/bt3bBhw2wSTY2G0b9aTiHus88+axMiRYetCmPvuusu16lTp1CAvXjxYhsR3adPHwuPdfCsdR0/fty+r4OD0aNH26QOQ4YMsckWihQp4tq1a2cBs2rUqFGuYMGC7m9/+5tN7tCxY0c7GNcBds+ePW17vO3ViPaGDRta//UBAwZYf3MdGOj+miQiOlhX0Dto0CD7efT4rVu3tstnNWGoZ8WKFe755593jRo1svXpZ1HIr4N5L+TWZFP6XoECBdzf//532w5tp8KGWDR7s9ahn0nr1gQUn3/+uT3uDTfc4MaOHRuxfL9+/WwEvCab8CxZssRmk27SpIn97L1797bJLBQ2RF/+q59BP2P37t3t59S/d9xxR0Sort+nDtQaNGhgbWz0u1Xwrt9HrJMoaUWoTlEUFcxKa6iuz2J9JmXNmtU+t2KF6jphXLRoUXfdddeFQnWV9iP0GaX/6/O7bt26dn993bdvX/tsTc28JgBi80L16IEcAAAAfkeojriIFarroPSxxx5zTz75ZGgkuEa9TJw40d1yyy1u8uTJdiCssPj666+3S7bDTZgwwd17770W9opGpT/88MMWlHuPoZA9V65crlu3brZuhb0K4hUy64BY26CDZYW94aPPYrV/0bL33HOPXfLqHUBrFmSNUlMwv2fPHrtN26zg+dZbb7Xvh/v444/t96ARPnp8jTj/8MMP3QMPPGDbqm1UkK9lvJ9LNEIuZ86c9rOFX2Ke1vYvGn0/ePDg0G2pDdW1XQq/77777ojL4hcsWODuvPNOO4HhbZd+D9pWnczwgguF7pUqVYoI1XWSJF++fBbwe+GFZqfWiYLo7TkThOoURVHBrLSE6vpM1iTp+gxSxRqprs8onbjWCXZ9/nqhuvYl9JmkfQaZPXu2fd7rM1f7B4ULF3Y//PBDuj+vgHMZoToAAAgqQnXERXKh+oMPPugKFSoUcYCsA1UFvRoNroNhtRjRBJuvv/66hdCiEeUa0axR7VqPSv1O77vvPgusPdpBr169usufP789xmeffeYuvPDCiNBWB85qhRI+Ej5WqK7t1mhrHXh726HgVgfoCu61nZ4ePXrYCPLwg21ts8LmevXqRRzQb9u2zV1xxRWuc+fOdruCcgXVOgHg0chtjaDTSHFv1L2crVBdz4N+Tp3EUCsXj64kePzxx92LL75ooYTCd50E0e8j/HmI1VNdJ0Euvvhi17x584jnQu2AYrXESStCdYqiqGBWWkJ1fWYpGNdJYH1+R4fq+txR6K4rpbRufc6Hh+o6+aue6qKe6grS9dmnq7W0H+KHeWKAREaoDgAAgopQHXGRnlBdy1WpUsUCaW/kt3qRayS4Fwarr2mFChWs7Up073GF8TooVlCry7sVDGtbBg4cGNFPPVxGhOoKmS+//HJr5xI+2lzbrglE9fP6PVTXKHVdeaDRgOG91mOF6jp40rI6oaDR6npu4nkJPaE6RVFUMCu1obo3Av3f//63tU2LFarrs1afRQrd9ZkWHqrrRLFapqltnL5WWzedzNfnuT6TFy5caC3j9PmmK9R0shhA2hCqAwCAoCJUR1ykJ1QXTRR20UUXuZkzZ9rXaqOi0evaEReFuRo9pvYsTZs2tdHPKoXOmphMoa03ol2j1W+//Xa9uK0VjCZf0iSZ4TIiVNcIN00UqmBcLV68bVR/14ceesjCX/28fg7V9TvInTu3tYqJnpA2OlRXQKGWOwoz9Fyoj23NmjXdl19+meLPkhqE6hRFUcGs1ITq+oxR4F2iRAn73NFnQnSors8mXc2mz3zdppPv4aG6qI+6+qbv2rXL/tU6dWVcq1at7HNdn3/6DFbLM32mJzdJOYDYCNUBAEBQEaojLtIbqmuHWy1cdPCqNi26TPuNN94IjTL3JjRV6YBb6/Bq69atEaPRNfJM69OBssJsBd0KizVppncQnRGhukbBXXnlldZDfePGjRHbqJMC+lm1bUEI1TURbPhIwFihuuj3rW1Xf3z9fNdcc41VrEle04pQnaIoKpiVmlBdn1Xab9Ck3PqsiQ7V9XnrTUzufX7HCtU1wl2f2/qc04TkixYtspPB+hzXSXz1YRfdrs84XX0GIPUI1QEAQFARqiMu0huqa1ntcKsFjCYsVYjtHSiL2oZolLPavBw8eDDV26WAXgGyRsE3bNgwFJZnRKiu3ulXXXWV9RzXwXwsfg/V9TM+8sgjrnz58tZD3pNcqB5Oy4wbN87ddNNNdnIkvX3VCdUpiqKCWakJ1YcMGWKTnKsFnK4O04l4fVar2rZta59XauXy6KOP2vdVjRo1spPfpUuXtpYv0ROayjvvvGMj0rX/oFHumuxc9Nmok8rRE5QDOD1CdQAAEFSE6oiL9IbqooBaYbMCXAXM4QeuCqNHjhxpgaxGPYf3LFfYq9HqWkZ9VXXZdviOu/6v9epA2TuA1gF3vEN1rfu5556zdjTRgYDCaZ0MSGuorlFy6QnVNXr+xhtvdJ06dYr4nSlUz5Ili1u8eLF9ndpQXb8jBRd33323W7p0aWi56FBdjzV8+HDXuHFjCzY8+tnUv1ZBh0YHpgehOkVRVDArNaG6Qu/wK8LWrl1r831UrFjRvtbnuPYjwpfRZ/bNN9/sevbsaZ9v4Z+Lsnz5cjvpq30afV6pfVt4qP7www/blWcAUo9QHQAABBWhOuIiHqG6AmeF0pdeeqldih1NIWrdunVdgQIF3Pr160O39e7d20Ju3d8bld63b1/7WgfM33zzjW2HLt32KJjXcur57UlvqC76WqF6eLCvPq0aJa+AO6091TUS78ILL7RJPlMSK1TX710j/NVz1utPr9+JtuHaa6+1bZPUhuqikEKj1YsVKxa6DF7Lqee9gnUvLNfPe/HFF7s6deqEnmf1ttd9J0+enCTMSCtCdYqiqGBWaicqjf5MiDVRabhY7V88uiKufv36rlevXqH9h27dutm+ir7W/oKu0gqfpBtAJB0PaH80vDTXEaE6AAAIIkJ1xIVGiitQ1+XV0ROEaVJLjSjzaCRz8eLFLfyNbpOiULpUqVJ2UB2LDrTVj1vhrS7jbt26tYXqXrirHfYpU6ZYkKzHbdOmjevatasF4uEBvrZHB8uVK1e2ZTTqWtutA2b1T/VODChIfv/99y1U3r59e+j+umxcrWjWrVsXsX36ebZs2WLtZbRuTXTWokULN3v27FCPV22PRmvrwMOjIFo/j0ame4G+6OfSJKx6fG1n9ISr4fQz6DL3qVOnRtyuEfL6Xeu50Do08k7/Lly4MPT717/6uTWCfPPmzRH3VSiunyd8YlI9h3369LFJYJs0aeJatmxpk8sqXA//XeiEhgJ8hRx6zA4dOtjJjeQCj7QgVKcoigpmZUaortBc+zHhn2M7d+4MTbCtz7lhw4al+4QwEGTax9PVHeHVv39/QnUAABBIhOoAfIlQnaIoKph1JqG6gnSF36rk5jXR58bAgQOTnBAXXRH2448/JgnNdVJeJ5GnTZsWMSk6gNSh/QsAAAgqQnUAvkSoTlEUFcw6k1AdQGIiVAcAAEFFqA7AlwjVKYqiglmE6kBwEKoDAICgIlQH4EuE6hRFUcEsQnUgOAjVAQBAUBGqA/AlQnWKoqhgFqE6EByE6gAAIKgI1QH4EqE6RVFUMItQHQgOQnUAABBUhOoAfIlQnaIoKphFqA4EB6E6AAAIKkJ1AL5EqE5RFBXMIlQHgoNQHQAABBWhOgBfIlSnKIoKZhGqA8Hhher9+nzgBvTrSFHpqu/nz8zslzQAACGE6gB8iVCdoigqmEWoDr/6448/XKVKlVzt2rXdoUOHMntzEoIXqj9XIq8rXvgeikpX9e/TIbNf0gAAhBCqA/AlQnWKoqhgFqE65NSpU27GjBmuR48e7v3333ft2rVz3377rTt58mRmb1qyfv/9d1ewYEH33HPP2ev4r7/+clOnTnU9e/Z0v/32W6Zu24EDB1zXrl3dzJlnd6QvoToVzyJUBwAkEkJ1AL5EqE5RFBXMIlTH5s2bXZ06ddygQYPc7t273a5du9zYsWNdjhw5XKtWrWxEeCKKDtXVR7x48eIua9as7scff8zUbVuwYIG79tprXdmyZd2JEyfO2uMSqlPxLEJ1AEAiIVQH4EuE6hRFUcEsQvVzm0aot2jRwj366KP2f4+C4FdffdWC4RUrVmTiFiYv1kj17777zk4IHDt2LFO37fDhw27UqFFuyZIlZ/VxCdWpeNaZhOo6udW7d283Z86c0y63Z88eW27atGmnXW7t2rWubdu27q233rIrP/S+9xw/ftwNHjzYtWnTxq1ZsybifjoZqJNrek8AAIKBUB2AL3mh+uLFi23nlKIoigpGHTlyJLM/YpCJFEbnyZPHFSlSxELpcHv37nWzZs1yO3bsiLhdgfHq1avdDz/84JYtWxYKtMP9+eefbvv27e6nn35yS5cudStXrowZdKsX+vLlyy241/r0/9Od6NFIei2jsEz/5suXLxSqy5YtW2w94aPD9X8Fc7pdj6OgW9sWvc0eBXXr1q2zbV+0aJGt0xutr1H9+l6s0fvbtm2zbVLLHJUea8OGDTHXr+3x1r9161b7fcWD3tOE6lS8Ki2hul7Xej1XrVrVXXLJJa5bt24xl9P7UUF4hQoV3OTJk5OdD0HvCYXoWp/+hugkcKNGjdzAgQPt/adwvXPnztZmSX9fXnzxRXtvenTMUrp0aXuvAwCCgVAdgC95oboOLAEAQDAoINco9WzZslkP9eSCZo8C9saNG9sI02HDhrnXX3/dlS9f3kJij9YxZswY+96IESOsrcwrr7zi6tWrZ6GvZ/369TbJqErLDR061DVv3tw9//zz7pdffol4XAVsGoVeo0YN17dvXzd69GjXvXt3d8MNN0SE6q1bt3Z33nmnhd+ik0Ya5VqqVCnbDo0e79ixoytTpoybMmVKkjB7//79tg0K6/QzaFltj35eBXnqOa/1R4/eV1Co34tGzut3qoD9oYcesp85nEbnasStAketv0OHDvb7+/jjj+PSZodQnYpnpTZU13tZczHoPa/35f333x8zVNffBoXiRYsWtSD8dPbt22cn+yZNmhS6TSfTChQoYCf11KaqWLFidmJP623atKkF7HpPqxo0aOC6dOkSMbIdAOBvhOoAfIlQHQCA4FHg1L59e3fRRRe57NmzWyilgCy8FYzHC7EUOmtUqnebAjKF5gq2FAwrbFfwpfV4If3333/vLr74YgvPRbf369fPXXfddRHtHxQ6K5iuWLFiRMisEeC33XabtXbxgnBtw5NPPnnaUF0jV6+++mprceNti35mLXfXXXe5TZs2hR5Dk5tqVGyTJk1CE53qMV577TV37733WlCuIFC/p5o1a0YE8hptrhH/H330kX0dK1RX2F6pUiX7/alFhmj/Sm12dN/oKwLOBKE6Fc9KbaiuKzN0QkpXo2iS3ieeeCJJqK733xdffGGB++zZs1M8gadl9L7YuHFjxOPoBJlOeq1atco98sgjofe6JijW+03vKZ2A098qRqkDQLAQqgPwJUJ1AACCSSHYm2++6c4//3x33nnnuZw5c1qQrB7FXvClAHnIkCHu5ptvtpGhHn1fwbRCcy2jljEKzbS+cGq9cuGFF4aCNt2vV69e1rN9xowZoeUUYitkvuOOO0LBs9Zbv3599/jjj1uI74nuqS7Robp+hssuu8y9/fbbEdszYcIE949//MMtXLgwtD2ffvqpBfcase9RiKeR5fq5FeJpmzSy/u6777bg3KNR51rGa/cSHapr/TrZcPvtt7v58+eH7ueNcNfPGz7a/0wRqlPxrDPpqX7w4MGYobqOJerWreueeeaZmCftoukqkWeffdZGrHv0PtJoeLV6UXuXhx9+OHRs0qdPH5twWeG+Rql/+OGHad52AEBiI1QH4EuE6gAABJfCbE0sqD7HCrr/9re/uRw5cljwrRHjCpcbNmxot2nEdXK++uorC+c1IjVcekJ1jQJXiK0R5OFhXDxDdT2WWsvkypUr4ueLDtW13ePGjbPR6iNHjrSvtU3lypWzUe7eNkeH6hr5riBQIaA3Cl4I1alErniG6jqG0HtT71H1XtdocgXjseZQ0Ik0BeR6b2t94Vq1auWeeuop+5tSqFAhm5tAWrZsaa2e1NZJf8f03teVN7o6RO//6PUAAPyHUB2ALxGqAwAQfAqIFYxXr17dwvErrrjCRm5rP0ChsEJnr/VLLBqNrRB73rx5EbenJ1RXH+Vbb73VejaHt4SJZ6iuwE2TGiqsC5/kNDpUFz2Wfg9eqwn1f1fo379//9DI/uhQXaNt1Y5CrXKiJ1ElVKcSteIZqmuCYLWZevrpp20UuQLvEiVKuFq1aiVp06JQXVeEJBeqa/062ab3pvqm6/hEcxPoxOBLL71k8zMMGDDAltV7T1e66G8TAMDfCNUB+BKhOgAAwaMQONZEfprgUwF1lixZrBWMRlcraFe47IXdsSi4uvLKK92CBQsibk9vqK62LB988EFEH/OMCNULFy5sQbonVqgu77zzjo1W1yhZhenqIR/eEz25UF39oMPXT6hOJXLFM1T/8ssv7f2u4FvvY/0N2Llzp4XsmmQ0/GSTKBBX6K72VNG3632vVlN6X+m9rb9NX3/9tRs/frwrW7as3a7JiHVViR5HExRrxHr4ew8A4D+E6gB8iVAdAIDgmTlzprVVCZ+w06Pe6RohrlGe2g9o06aNu/766yMmDow2efJkC6sVcIVLT6iuCU8Vqms7wkfJxzNU10mDypUruwceeMAmW/QkF6rrd3PDDTfYaFuNjFWf5/DAPzpUP3TokI2k1cSK4esnVKcSueIZqs+dO9dORGnSYY/+DihQVxsXTVIcTu+t6HkUtLzaUOk9pxN/4fQee+GFF2x+A/09KFKkiE12Kgr09bci/L0HAPAfQnUAvkSoDgBA8EybNs3avChYD2+tIgrGFWZr9KfCLAXQanOi1g3hyyp4VgsULaNQVwG0QmyvFYrovhdccMEZhepqSaN+5Xny5HE///xzaNl4huoKxDXRoU4ihI+yV+itwPymm26KCNX1eBUrVrRRtgr+Zs2aFbH+6FBd69fvTT+X2mBE/7yawJRQnUq0imeorpNxCtWjT7i1aNHC2i7t3r074nb1XddJrnXr1oVuUyiuFkr9+vWLOIklukpG8yLovamTZLoyJDxU19c6ngEA+BehOgBfIlQHACB4NNpT4fDll19urRK89ghqraBexxql7U0Oqu8pCL/vvvus77oo2FaYpdHWCrm0bMeOHV3OnDndihUrLDxX+4aBAwe6q6+++oxCdVHgnDt3bletWrXQRJ8KkHWbttEbwX6mobpopOwzzzxjvZy9Ps5q76KgTicXwkN1bb9+bvWcV9uY6BYV0aG6KDRUAK/bvMlQNWpXo27vuusuQnUq4SqeobpGkqsliyYU9Sgk121vvvmmheH6O6GrXbzlq1Sp4j7++OPQ8modky9fviRXy+j9p/VMnz7d3pv6W6QR7Wr7ov8PHjzYRsRHB/EAAH8hVAfgS4TqAAAEk0IwjUZXeKxAW21e2rZta4FvdJ9jBesKwevUqWPhsJbt2bOn9Ub2KOBWQK+wXkGWAi1NKqjAW60ZRMHXxIkTLQgLH7mt9SuMU9Ac3upFy6sNhIL4unXrWpCucG7SpEmhkF0UwOm+XssI7bcUL17cDRo0KOLn0OSrCtAVuodTGK6fSeG9+qZrOZ0c0M/rBfUe7Rs1a9bMHjN6lL9OSmg71cIinLZH260e0Fr//PnzrTWOltXvKL0I1al4VjxDdb2HdWJKfxf69u1rr32dgNMEyHrd6qST2iNVqFAhNM+Dltd7cfTo0XZVjd43+jf8Khi997wTe+F/rxYvXuwaNWrkPvvsM/fyyy9HtJ0BAPgToToAXyJUBwAASGyE6lQ860xCdQXbOmGmk1HJvUZHjBjhhg8fHup/LjqhppHm0ZMc62STQvMBAwa4lStXJjmBpQBeJ+bCJwoWjUrXNmj0uwL26PsBAPyHUB2ALxGqAwAAJDZCdSqedSahOgAAGYVQHYAvEaoDAAAkNkJ1Kp5FqA4ASCSE6gB8iVAdAAAgsXmhestmtV2LpjUoKl015bORmf2SBgAghFAdgC8RqgMAACQ2L1Q/evRoZm8KAABAXBGqA/AlQnUAAIDERqgOAACCilAdgC8RqgMAACQ2QnUAABBUhOoAfIlQHQAAILERqgMAgKAiVAfgS4TqAAAAiY1QHQAABBWhOgBfmDBhguvevXuounXrRqgOAACQwAjVAQBAUBGqA/CF9evXu2XLloVq0aJFhOoAAAAJjFAdAAAEFaE6AF+i/QsAAEBiI1QHAABBRagOwJcI1QEAABIboToAAAgqQnUAvkSoDgAAkDhmz55tc96EV5cuXQjVAQBAIBGqA/AlQnUAAIDEsX37drd8+fKImjVrFqE6AAAIJEJ1AL5EqA4AAJDYaP8CAACCilAdgC8RqgMAACQ2QnUAABBUhOoAfIlQHQAAILERqgMAgKAiVAfgS4TqAAAAiY1QHQAABBWhOgBfIlQHAABIbITqAAAgqAjVAfgSoToAAEBiI1QHAABBRagOwJcI1QEAABIboToAAAgqQnUAvkSoDgAAkNgI1QEAQFARqgPwJUJ1AACAxOaF6l+s3eK+3rKHyoTa998Tmf0yAAAgkAjVAfgSoToAAEBi80L1KWs2u+mbdlOZUHuOEaoDAJARCNUB+BKhOgAASARTp051999/v5syZYr7448/MvzxTp065f7973+7Tp06pfrx1qxZ43Lnzu2aNWt2VrbRQ6ie+UWoDgBAxiBUB+BLhOoAACCzaX+kYcOGLmfOnO7xxx93u3btyvDH/Pnnn90tt9zi3nnnnVQH5D/++KO79dZbXb169dzvv/+ewVv4P4TqmV9pDdVPnjzpunfv7iZOnBjz+xs3bnQtW7Z0L7/8spswYYI7cSJ16z927JidCFq/fn3otuPHj7vBgwe7Ro0auUWLFkUs/+eff9rrVq93AAASEaE6AF8iVAcAAJltw4YN7oEHHnB9+vRx11xzjRsyZEiGP+YPP/zgbrjhhjSF6n/99ZftOykwPZsI1TO/UhuqK+CeO3euq1Klirvkkkvc22+/HfF9vYZmzZrlnn/+ebd69Wp34MAB17p1a/fuu++meKJGwXvz5s3ddddd5+bPn2+36bWr8L59+/Zu27ZtrnLlyvba9qxcudIVKlTIQnwAABIRoToAXyJUBwAAmW3cuHHukUcecStWrHAFCxZ0zz77bJKRuwojBw4c6Dp06OAOHz4cul0jd9XGpVevXrZf41G4+dlnn7l27dq5N954w3Xp0sXCaZkxY4YrVaqUu+iiiyzMr1GjhgWTR48etcdZtmyZ++CDD2zkr0rLK7w8ePCga9u2rRs6dGiSn2HPnj22DXo83Uejj+MVvhOqZ36lJlTftGmTvRabNm3qBg0a5PLly5ckVNdrVK89vZY9GnWeP39+t3jx4tOu/6uvvrIrObJlyxYK1fVe0Ppmz55tr129/tq0aWOvV41Sf+utt+w1q3ZHAAAkIkJ1AL7kheoa3UJRFEXFro8//jiz/1wDgaVQvFKlSq5x48buyJEjrmvXri5Hjhzu+++/j1hOAWHNmjXdE0884Xbv3h26/ddff3V58uRx5cuXd4cOHbLbfvvtN1enTh3XqlUrW+fevXvta7WXWbVqlQWM8+bNc9dff71r0aKFBZMK4RVKKuC//fbbLRRXmN2kSRP7G6CQUiOBH3roIWv/4tF91A9eo4HVekP7VhoVrBMD5cqVs58vvQjVM79SE6rrNarXkV5f+rdIkSJJQvXly5e7e++911qyeDRCXa9tBeDJnYjZuXOnK1GihF3NceONN4ZCdbVKevDBB21EuowaNcpGq+s9oPdQ4cKF7b4AACQqQnUAvuSF6u+9956NrKEoiqKSlkIMABljyZIl7p577rEwWwG1Qu/bbrvNRtuGB4xpCdWXLl1qLTI06alHo4Hff//90GjgWO1f9PjaL8qePbu18IgWK1RXgK5R9n379g2tR6PsdZJAP1c82m4Qqmd+pbWnul4DsUJ1jWB/7LHH7LXk0etOV2AUK1bM7du3L8m69NpXe5gGDRrYazs6VM+bN6+9b+TTTz+1UH3//v02Yl4j1wEASGSE6gB8iVCdoigq5SJUBzKGQmjth9x///2hoFyjdjXCO1euXBGBdFpCdQXnV1xxhS0fPump1qEAU+IRqmtEskbDawS8Wn94vFD9jjvucGvXrk3374lQPfMrHqG6Xn96vajFUfRkvB9++KGF49EnYfSaVBujZ555xu3YscOtWbMmIlTXa7548eLu22+/DYXz6rv+9ddfu9KlS9vyamWkq0HUlig8zAcAIBEQqgPwJUJ1iqKolItQHcgYCgRLlizpXnnlFQscPRq1niVLFmtl4UlLqK7bNFpX63jqqaesn3p0C4x4hOrqsV6mTBkbqR7e5oVQPXgVr1C9ZcuWaQrV9ZpWoD5s2DD7OjpU10kovTYUpG/dutVOSH3zzTfu5ZdfdgMGDHAjR460OQX0nlCg361btzN5CQIAkGEI1QH4EqE6RVFUykWoDmSMhQsXuqxZs1r4WKFChVCVLVvW+qorcFdvaklLqC76v9q96HsK1zUpabNmzawthsQjVFerDrXsUJAZPhEkoXrwKl7tX3r06GGTjW7fvj3idoXqmth0y5YtodsUmOv1+dJLL9kJHIkO1UXzBuj+mnBXgbraHmn0uu5TsWLFUCD/+eefx5wEGACAzESoDsCXCNUpiqJSLkJ1IP4UYGuSUI0kDw/JRWFi9+7d3c0332w91yWtobp3n82bN9uIXU3m+M9//tN17NjRAvB4huoaeeyF/0KoHryKV6g+YsQIe71u2LAhdJted+qZrnYtBw4cCN2u15f6rytsr1atmpWujNDrWJOWjh8/PvTa9WjfXssNHDjQJuDViakvvvjCvqfXdP78+S2EBwAgURCqA/AlQnWKoqiUi1AdiD+1v3j44YdtHyQ6GJR169a522+/3cJpBZReqK5WK+GtXKJDdQWUuu8vv/wSEZZrZPCdd95po34VKsYjVNd+VJ06dezxvRHwQqgevIpXqK4WLffdd5/7/vvvQ7fpdaSrHdSaJbwNkl6PWo++79Xy5cvtKo5Zs2ZFXB3hLa/WSWp9pFHqR48etas+wkN1nQAKb1UEAEBmI1QH4EuE6hRFUSkXoToQf19++aWF3HPmzIn5fYWJCgQVvGuCRgWGaueiQFGhuccL1atXr24hopZT32qNTP/5559DyylIf/TRR1379u1tJLy+p3WlJ1T3JpHUiPrJkyeHJkHVdugEwG233UaoHpCKV6h+8uRJ17BhQ9e2bdvQbWqDpNfw+vXr7bXZv39/N3jw4JjrjdX+xaMgXSeX1P5Fr0VV69atXd++fS2sHz16tHv11VcjgnsAADIboToAXyJUpyiKSrkI1YH4UuhctWpVC8y1L5IcBdsKEIcOHWpfq+2LWlu89tprbvr06e7bb7+1SUiffvppG6HrheOa7LFQoULWV1rLfffdd9bLWoHi3r17bRmFl5rMsWjRohbwr1q1ygLPtITqosfU3wm1gVFoOW/ePBsZrNty5cpFqB6Qileo7j2fmpy3X79+1sKlVq1adnJGdPJHLY70+tVrNFpyoboXmtevXz9iBLveC3rdDx8+3NWtW9cCfAAAEgmhOgBfIlSnKIpKuQjVgfhS4KggW2H36SgcVEi9YsWK0G0KHTW6fcKECTbx4sSJE23UefjoW/1fAbweQ8vpX7XbiA7w1bNa99d61LtdofrKlSvtPnv27EmyPWqbocA8OpjUemfPnu3GjBnjvvrqKwvf1Q5Gy6qvdXoRqmd+pTVU18mWmTNnRrx2w+m1p6sbRo4c6VavXh0K0PXa1Ws+ufBbLY70mvVODnl0P60negJUjVZXK6SxY8day6NYQT0AAJmJUB1AmqkX4k033eR69uyZadtAqE5RFJVyEaoDyEyE6plfaQ3VAQBA6hCqAz6kkRsajdS0aVP31ltvWbD84YcfJhn5kVE0ekUTZOkxMwuhOkVRVMpFqA4gMxGqZ34RqgMAkDEI1QEf0iXHmliqV69e7vjx43bJ76JFi1zOnDmtx2FGI1SnKIryRxGqA8hMhOqZX4TqAABkDEJ1wIe6devmzjvvPJvkyqPR65UqVXJZs2a1vpkZiVCdoijKH5XaUF29atULt2HDhq5KlSquffv2bteuXUmWUy/ddu3auTfeeMM1adLEbdq0KeL769atc40aNXKdO3e2/rnh9Nmkzw/1lQZwbvBC9Q179rsdR45TmVDHf/8z5ScKAACkGaE64EM6ONFbNzxUl/fff9/9/e9/t0l9YlH4oVHuX3/9tfvmm2/cr7/+GvF9Tb71448/2kRVWvf06dPt6/AJtCRWqK5l5s+fbxMJeTTRkR5z7ty5tk49drxa1BCqUxRFpVypDdU16dwdd9zhFixYYJ8FnTp1cvny5XM7d+4MLaO/56VLl7bJ6fQ3WH/zn3zySZtIUZ8BCtzLlCljnxuajK5+/fqhk7y6quq1115zXbp0ictnAAB/8EL1o0ePZvamAAAAxBWhOuBDyYXqNWvWdNddd507cOBAxO0axa7ApHbt2m7SpEn2f/ViL1++vFuxYkVombZt27onnnjCjR8/3kLwQYMGuZIlS7qPPvrIRjF6okN1hSlqRaP2MwpbvPVNmzbN1apVy/7VOitUqGDr27NnT7p/B4TqFEVRKVdqQ/XevXtbKVCXVatWuRw5crjPP//cvlYorpHpxYsXD4001995ze1RqFAhO0k7btw4V7lyZWtJtmHDBvfUU0+FRrL/9NNPFsBHj2wHEGyE6gAAIKgI1QEfig7VdaCi4EOh9qhRo5Isr9vuuusut3379tBtGn14ySWX2GX8osDkmmuucS+88ELEfRWSXHvttW727Nmh28JDdQXq6uOuMH/w4ME2Ol0OHjxoj9mjR4/Q/TSKvWzZsm7MmDHp/h0QqlMURaVcqQ3V9bdcIbln9erV7sYbb3RTpkyxr3fv3u0KFixoIXo4Xfmk8F0h/LvvvmvBu+jkabFixdycOXNsvbpdf7PDT9ACCD5CdQAAEFSE6oAPeaG6RgdqVGCpUqXc3XffbaPET506FbGsAow8efK4l156KeJ29cr95z//aX1xRaH61VdfbesLp8v41VLGG4Eu4aH6smXLXPbs2d2rr74a8dibN2+29XsBiyhY2b9/f5I+u2eCUJ2iKCrlOtOJSocOHeqefvppC9NF/+rrZs2aRSynSbKvuOIK+1zQ48UK1dWSTIG8gnoA5xZCdQAAEFSE6oAPeaH6rFmzLDRXz9qFCxfapfZFihRxP//8c2jZ5cuXWyj+ySefRKwjvaH69ddf76pVq2Y9d9u0aZNk4jmtT713zz//fOurq/tE93BPD0J1iqKolCutofratWtd8+bN3TPPPONWrlwZGr2uv7l16tSxz5jwv+VeqK55OnQV0osvvhjR/kUnXqtWreqGDx9u82q88sor1gZsxIgRoSubAAQXoToAAAgqQnXAh5Lrqa6etffff797/vnnbUS4KHi/+OKL3YQJEyKWTW+onjVrVlvvc8895w4fPhxzO7U9JUqUsG1V6KJRi6NHj073zy+E6hRFUSlXWkP1NWvW2GSiN910k41M37p1q92ucF0nb9XWq3Pnzhac63NE7WAuuugia++l0ekK3TWBqUa6K4TXJKZFixa1zxK1F1PIvmXLFuvNvm7durh8HgBIXITqAAAgqAjVAR9KLlRXT1xdep8tWzYLNUShunqnT5w4MWLZeLR/URsATXaqCUh10BSLRiIuWbLEvfzyyxbSXHDBBTbxaXSbmrQiVKcoikq5zqT9iwJ0Bd+PPfaYnQwND8PWr19vQXrFihXdBx98YI+h9mM7duyw76u3et26dV379u3tc0aj1D/++GObl0Mhvebb0GeVbh8wYEBEH3cAwUOoDgAAgopQHfCh04Xqb775poXq8+bNs9s0KlCh+JAhQyKWjVdPdbUHuPLKK+1+p5uATuG6JrS74447bCSjRjSmB6E6RVFUynWmPdX1N7tbt27uvvvus1YuyS2jUeivv/66O3HiRJLv6+Su/t5rYuypU6e6MmXKuN9++82+V69ePdepUyf73AIQXITqAAAgqAjVAR/q2rWrO++885KE6tu3b7c+uGXLlnX79u2z2xR0qyVMpUqVIsILXdKfJUuWdIfqGmWo1jLqsa51qbe6buvbt6+1hgnv7652ARrdWL169XQfXBGqUxRFpVypCdX1Nzt6AmndNnjwYPfAAw/Y6PRo+mzR50KBAgWsZUw0TWyqEH3GjBn29VdffWWfTV6o3qBBA9ejRw9CdSBAtH/YoUOHJEWoDgAAgohQHfChOXPmuOzZs1vfWy+QUFChCeAefPBB62UeThPE/etf/7IQXstrkrmxY8faOtIbqnv3VY/dyy+/3C7nF23DpZdeamG+N4JdPXfz5MljE9ql95J/QnWKoqiUKzWhuk6GasJpnZj16O+62ompD7r+3kZTW6+8efO68ePHxwzGJ0+e7MqVKxea1FTBu060KmzXCHet1wvcAQSD3t96r4eXJigmVAcAAEFEqA74lEaat2zZ0kJxhSEqhd2xDloUYKsNjHrY6jL9fv362USm+tdrC6NR5DVr1nTdu3ePuK/66mp0uQ6KPArMFeB//vnnodsUqih41yh0HVTpMTVKXT131U9d26d1J9d7Pa0I1SmKolKu1LZ/0RVH+owYNmyYmzJlimvbtq2rUqWKtQoLp88SzYuhz4vFixfHPEGqkL5WrVpu+vTpoe9rHo3evXtbyxd9FjRv3tw+dwAEG+1fAABAUBGqA/AlQnWKoqiUK7Whuq4o0hwZkyZNstIVRd4o83ArVqxwCxcutOA8OQrPFL5Hh+b6WhOWahS7JiwFEHyE6gAAIKgI1QH4EqE6RVFUynWmE5UCQDwQqgMAgKAiVAfgS4TqFEVRKRehOoDMRKgOAACCilAdgC8RqlMURaVchOoAMhOhOgAACCpCdQC+RKhOURSVchGqA8hMhOoAACCoCNUB+BKhOkVRVMpFqA4gMxGqAwCAoCJUB+BLhOoURVEpF6E6gMxEqA4AAIKKUB2ALxGqUxRFpVyE6kDw/PXXX27mzJlu9uzZ7sSJE5m9OaflhepjJ3/lJk6bdc6WnjMAABAshOoAfIlQnaIoKuUiVAcSk0LW8Epp2XC///67y58/v3v66afd/v37M3Iz080L1bPlKuIuv/3Jc7b+/PPPzH4qAABAnBGqA/AlQnWKoqiUi1AdSCwKmT/++GPXrFkz9/bbb7s2bdq4pk2bupEjR7pff/01yfKbN292zzzzjFu6dGnoNkJ1/xWhOgAAwUOoDsCXCNUpiqJSLkJ1IHFs2rTJlS9f3rVo0cLt2bPHblPYqttr1KjhGjdunCRYHzp0qMuSJYtbvHhx6DYvVC9YsCChuk8qNaG6rkj4448/klRK99X9tIyWjXXVw+m+l5orJQAAQGyE6gB8iVCdoigq5SJUBxLDvn37XNGiRd2zzz4bsw/6rl27XIECBVzt2rUtNPd89NFH7vzzz48ZqlesWNH99ttvZ2X7zxSheupCdQXbn332mXvhhRci6t5777UrFZJz5MgRu/KhZs2arlKlSq5Ro0ZuxYoVoe//8ssvrmHDhq5KlSrunXfeseU9J0+edJ07d3bffvtt+p9oAADOQYTqAHyJUJ2iKCrlIlQHEsPYsWPdhRde6CZOnBjz+wrKFXrefPPNFooePXrUdezY0eXOndudd955rlChQhaaTpkyJRSqa9S71qsWMgrjmzdvHhoBH23Dhg2uU6dO1mqmQYMGbs2aNREjlBXOjxo1ytZRuXJl+zd6mTNBqJ76kerRFHo/+uijFnzHoudGgXqtWrXcwYMH7TH0eihTpow7duyYfa3XRs+ePd3x48ftSogxY8aE7v/999+7IkWKuO3bt5/x8wsAwLmMUB2ALxGqUxRFpVyE6kDmU+uNChUquH/9619u3bp1yS43Z84cly1bNteuXbvQaPXTjVS//vrr3fTp0+027Re1bNnS3XfffW79+vWhZRWsfvXVVy5v3rz2r4LYZcuWuYceesh1797dglsto1HRDz74oI2o1/dff/1198MPPxCqZ1Kort/7oEGDXOnSpe05iUUnQnTSZfLkyaHbDh065EqUKGFhu07MPP744/a6kmHDhtnzrMBdy+mkzPjx48/8yQUA4BxHqA7Al7xQfe7cuTaSiqIoikpa6tUMIHOp5cYjjzxitXPnzmSXUxh+4403uhdffDHU1uV0oXr0RKU//fST3b9bt26hEHfbtm3uscces1HKCvdFga1GP99www3WHkTrU+heuHDhmJOlpgeh+pmF6moHpHZBX3/9dbInNjTSPGfOnG7lypWh2/Q4uspAryG91h544IHQa2fatGkW0us5/uKLL+z5VvAOAADODKE6AF/yQvUtW7Zk9qYAAAAkS8Hyrbfe6p544gm3e/fuZJfbunWrtX95/vnn3eHDh+22tITq2ifKkSOHe/fdd0MB+tSpU63tTHTfbI1evuSSSyy0JVRPvFBdo9T1fIT31w+noF1tXdSHP7p9y4ABA+wEzurVq+3f+fPn2+3jxo2z19aOHTusH7++3rx5s5swYYJbunRpso8FAABiI1QH4EuE6gAAwA/UviNXrlypCtVvuummuIbqvXr1cldddZVbtWqVO3XqVKhGjx7tLr74YrdkyRJC9QQL1fXclSpVykLz5ChUb9u2bbKhul5ves6rVq1qLV70+B06dLD7eOH62rVr3SuvvGIBvvr1e21iAABA6hCqA/AlQnUAAOAHCklLlizpbrnlFpswNDkLFiywnupq36Fe55LeUL1Lly42Ul1tP9QSxKsaNWrYCGUF7ITqiRWqq+++XivRVxeE81r4nC5U13q+++476+ev/vkK2JcvX25tZTR6Xb3733//fds2Be8vvfTSGU2oCgDAuYpQHYAvEaoDAAA/UACqUcIXXXSRTRaa3DL9+vWzUF0tW7w+2ukN1QcPHmwj0sP7bkcjVE+sUP3TTz+1iWTVmuV0NMJcE5WGT0wr/fv3d/ny5bMrH/Q6UK999VPX+jRZqVq/6EoI/Ttq1Ci7z7x58+w+9FgHACD1CNUB+BKhOgAA8AuFy/fdd5+NEI/Vu/rAgQPW8qNEiRLuxIkTodvTG6prMsurr77aDRw4MNltI1RPnFBdVyhUr17drizwWgAlZ+HChTZRqUJzjx7nrbfeslHnmiA33N69e22U+qxZs+x75cqVc5MmTbLv6fWl14A3QS4AAEgZoToAXyJUBwAAfqGQWwHmPffcY21XvNBbFISqx7lGHSsEDzdixAgL1RctWhS6LS2hukJytf148sknLVT1aETyJ5984vbs2UOonkChup4X9Tt/4YUXIk6uePRceSdlFIA/+OCDbuLEiaHvHzx40BUrVsyeW+9qB9Hj9+nTx9WvX98dO3bMwvtq1aqF7qvXV5EiRdzx48fT83QDAHBOIVQH4EuE6gAAwG8UXmoUsSYQ/fLLL63UA7tJkybul19+SbK8Wng8/vjjrkGDBrbspk2b0hSqiyZK1YSUClFHjhxp62nfvr3r2rWrBbeE6okTquu5euqpp2y0efhzKPq6fPnyNtrcW59O1GjEuU6O6LbevXvb1Q7aTw6n/up6vfz888+h26ZMmeJeffVVC+e7devm3nvvvXQ+2wAAnFsI1QH4EqE6AADwIwXXat2hSSRVmjwyuRHCCko3btzopk+fbstu27bNRiDr/5ps0pvQVDQCecaMGRagho9SFgWnWv6LL76w+y5ZsiTUP1vLalJMjZLXxKXxRKietlBdr4NGjRq5li1bxgzVq1SpYq1hvPXpOVSfdJ0w0YSkrVq1cqtWrYq4n55fLaNJa8O3Q/ft1KmTTVzbuHFje50BAIDUI1QH4EuE6gAAAImNUD1toToAAPAPQnUAvkSoDgAAkNgI1QnVAQAIKkJ1AL5EqA4AAJDYCNUJ1QEACCpCdQC+RKgOAACQ2LxQ/daHSrqs9xU5Z4tQHQCA4CFUB+BLhOoAAACJzQvVvUlRAQAAgoJQHYAvEaoDAAAkNkJ1AAAQVITqAHyJUB0AACCxEaoDAICgIlQH4EuE6gAAAImNUB0AAAQVoToAXyJUBwAASGyE6gAAIKgI1QH4wu+//+5OnToVqsOHDxOqAwAAJDBCdQAAEFSE6gB8YdSoUXZQFl2E6gAAAImJUB0AAAQVoToAX9ixY4fbsGFDqNasWUOoDgAAkMAI1QEAQFARqgPwJXqqAwAAJA4NgPjxxx8javbs2YTqAAAgkAjVAfgSoToAAEDimDVrluvSpUtEde7cmVAdAAAEEqE6AF8iVAcAAEhstH8BAABBRagOwJcI1QEAABIboToAAAgqQnUAvkSoDgAAkNgI1QEAQFARqgPwJUJ1AACAxEaoDgAAgopQHYAvEaoDAAAkNkJ1AAAQVITqAHyJUB0AACCxEaoDAICgIlQH4EuE6gAAAImNUB0AAAQVoToAXyJUBwAASGyE6gAAIKgI1QH4EqE6AABAYiNUBwAAQUWoDsCXCNUBAAD+v379+rnatWu7/fv3Z/amRPBC9V9++cVt27bNt/XXX39l9q8SAAAkGEJ1AL5EqA4AAM4GBarr1q1zI0eOdOPHj3efffaZmzt3rjt27Fhmb1rIG2+84e655x63c+fOzN6UCF6o/uOPP7qff/7Zt0WoDgAAohGqA/AlQnUAAHA2LF682BUsWND9+9//dt9//71btGiR69Kli6tataqNwE4EhOqE6gAA4OwiVAfgS4TqAAAgo508edI1a9bMZc2a1a1YsSJ0+549e1z+/Pld4cKF3e+//56JW/j/EaonRqj+1Vdfuf79+4dq8ODBdhImOXrtrFq1yg0aNMiWnzlzZpL+89rnHTNmjBs1apQ7fPhwkvuvXbuWnvUAAGQCQnUAvkSoDgAAMtrx48fdq6++6q699tqIUF2tX2rVquVuueUWt2vXriT3++OPP9yRI0fcoUOH3K+//upOnToV8X2FtNqX0fcUlOpfLf/nn3/G3I7o9UUH+dGhupbXsnqMcNqOgwcPuhMnTtg6tEz0tmkb9BjR9z0T51qoXrNmTde9e3cLx1WzZ89269evT3b5GTNmuEcffdR9+umn9v+KFSu65s2bhx5Pz1H79u1dt27dbJkmTZrYc+ZRiF+jRg17PgEAwNlFqA7AlwjVAQBARksuVP/tt98sAL3//vuTTA6q8LtPnz6uUaNGrl27dq5atWrWOmbTpk2hZdST/YUXXnD169d3nTp1cm+++aZ78cUX3ccff5wkMNf6PvroI9e4cWP3/vvv2/ratm0bsQ8UHaqrLc3tt99u+0rhFNxmyZLFDR8+3G3evNlG27du3TqiP/y8efPsZIFGRqe37cm5FKrreStevPhpR6ZHa9CggevQoUPo62nTptlrTc+N6Pf2+OOP20h0rb906dIWpItOhpQtW9Z6/QMAgLOPUB2AL3mh+i8bNrnjJ/+k4lQnfo89Qg4AgHNRrFBd4aZ6q998882ud+/eEYGrgs4PP/zQPfTQQzZCWd9T6F6pUiUr/V+jyBWOapnt27fb/XTbiBEj3G233ea+/PLL0PrUfkb92zWaeePGjba+ffv2uXLlyrkqVarYqHM5k1Bd6xo2bJj9bAMHDrQR6grwX3nlFVu/Thyk17kUquu5evrpp93KlStT/fvR86/fuUcj22+44Qa3cOFC+3ry5Mm2Tj03Ko2E1wkW0YmZYsWKJVzLHwAAzhWE6gB8yQvVu4xe4rp9vo2KUw2fuzuzn1oAABKGF6pfcsklNqK7b9++rmXLli5PnjxuyJAhSVqnqL919uzZrQVIOAXlCrPVEkSh/JNPPmml3uyerVu32ghxPY5Cdvnpp59ctmzZbOR7uClTptj6vvvuO/v6TEJ1UaCr0dK33nqrBbmTJk1yd9xxh4Xg8XAuhep79+51hQoVStdVlD169LATKHrdyfjx422SXNE21KtXz06yqD2PTnxMnDjxjB8LAACkD6E6AF8iVCdUBwAgo3mh+uWXX+4GDBjgvvnmG2vRobYuGiWs28L7Wet7Cq014jjc8uXLbR0aeZyWUF2h6YUXXujmz58fsT4F4JdddpmbPn26fX2mobps27bNPfjggzYKWi1tWrVqZaOu4+FcCtV1BcEjjzziXn/9dfs9qjWLfs+p6U2vKw7Gjh3rqlev7hYvXhy6Xa+3J554wk7eaKR6hQoV7GSO1qsrFfR862qJl156yV5b6W3XAwAAUo9QHYAvEaoTqgMAkNGS66mugFOjiNWq47333gsF6/3793eXXnqpa9OmjY0u96pOnTrW7kUBbVpCdbX6UHiunuzh66tdu7YFuF6f9vSE6qI2MDos1DYqZI+XcylUl3Xr1tkoci2/ZMkSe050ZUNK91f/+ueff96uSmjRokXopIZGv5cqVcotWLDAnuuSJUvaegsXLmxXP7z99tv2GlEPdt22evXqdD9nAAAgdQjVAfgSoTqhOgAAGS25UF00uaeC8dy5c1t4LJpoVCPS1aN81qxZoZozZ471RFcYn5ZQvVevXu6KK66w0cnR61PIqvVJekJ1Bbjqo67Hvu+++2yizXiNeD7XQvVoatWi105qWsKoh71OmOhEjdrA6HWix9XzUb58eVe5cmWbpFQTk6o//65du1yBAgWsv79eBzqRo4lsvdcOAADIWITqAHyJUJ1QHQCAjHa6UF3hpcJN9SD3Rox7obX+TU5aQvXPP//c1vftt9+edjvPNFTX4yikzZs3r1u2bJkrU6aMy5cvnwW28XCuh+rqea+QXJOKpoaueFDfdPVRD39teDSxqUakK2jX//VcqY+/6ISOWsLEq3UPAAA4PUJ1AL5EqE6oDgBARlOoXr9+/Zih+oEDB6wFi1pyqJ+2aDT6XXfdZZN/eqPIRaHs0aNHLVBPS6iudiIK7RWax1qft1x0qL5hwwbbjkaNGkVssxeqK0j3lnv44YdtlLPWr1HP2oZ33303LiOez/VQXSdDFKrr9xqLXgvh9Djt27d3+fPnT9KGR9/r1q2bhe56bvRca1LT8FC9WrVqhOoAAJwlhOoAfIlQnVAdAICMpvBSfdLV61qjxr1wdf/+/e7NN9+0UFP9rsOXV39sBdyaZNQLTRV8Nm7c2HpfpyVU17/qd54zZ87QJKeycuVKC8w1WlmiQ3UF7no8TXKp1iPedmtiVbWn0cSnCtHfeust66PujUzX+tVyJkeOHNYzPr3B+rkSquv7+hnDJ60V/S7VUketgkQhu3qhe89Rv3793JEjR0LLa/9WV0aoHY93H4/6qz/11FOhiUz1WDqho6/1+Jo8V6F7+MkXAACQcQjVAfgSoTqhOgAAZ4MmnlSwrlYvzZo1s1HdmkxSfa8VbkcHrgo7p06daqOGq1atassrvP76669DI9Wfe+45a7XijXAXBeQKuLV/Ex5ma7T8Z599ZuvSOrU+bcc333wTWu6dd95xjz32mNu9+3+f4wrYe/bsaS1BtHzdunVdzZo13dChQy3QXbp0qY20V7/28MdTb+9WrVq5YsWKxWxBkhbnUqiufufqaa7l9bzOnDnT2rPo9y0Ku4sWLery5MnjTp06ZaUTI5qEVs+VQnOF7DoR4rUT8uj5Ub/1Jk2a2D6w95jdu3d3HTt2tNehXlNeb38AAJDxCNUB+BKhOqE6AABIbOdKqO6ZN2+ea9mypQXlCth1ZUK4MWPG2CS2Hp3AGDdunF31oNKVBLFOZGg0u+6rEzzhdAJHVxQ0bdrU+qwDAICzh1AdCUMjMjRaQ70jgZQQqhOqAwCAxHauheoAAODcQaiOhKCegboktVy5cnYpJM6Mfo/q1ajem4MHD7bJp87WQYAmRdIESclNxBRvhOqE6gAAILERqgMAgKAiVD9LDh8+bH3yCIxj0+h0TcCkIDgl6il48OBB61V44MABK6+3YGbTJZmqzNrx1kGL+i2qZ6d6d8bq85lRdPnqVVddZZe8ng2E6oTqAAAgsRGqAwCAoCJUPws0KY1mcb/uuuvcDz/8kNmbk5B69+5tk/bs2rXrtMtpJLZ6DZYqVcomZNIM9++++66rU6eOTQ6kiZ8yi7atQIEC7oEHHrCTKGebTjLceeed1ssxMxCqB6MI1QEAQLx4ofqWLVusV7hfi1AdAABEI1Q/CwjVT09tQ5588knrp378+PHTLrt06VJ3ww032MQ/3s6twtWPPvrI3XTTTW769OlnY5Nj0kRBFStWdKVLl7aA/WxTmJ4tWzZCdSpTQnU9/8ldpaGrS3RFiU6aaRn9TfRo+aNHj9oBqybhir6/ru5J6e8CAABITF6ors96AACAICFUPwsI1U9v7ty57p577rFe4CmZMmWKu+CCC9yHH34YcfvOnTvdU0895UqUKGHB3Llo1qxZ9hqbOXNmpjw+oXowKq2hugJznewqVKiQe/HFF5McNOt5GjRokHvttddcw4YN7W/hl19+afeTbdu2uSZNmrgGDRq4N954w23dujV0X/3t7N69u5s0aVJEEA8AAPyBUB0AAAQVofpZkFyorhHaCkD1vWbNmlnopNHaamOiUc/h91+9erX74IMPXIsWLVzt2rVt53THjh2hUZ27d+92VapUsYkiw6l/4TPPPOMmT54cuk2jPjWiW+uqWbOme+6559yIESOsdYrWp4C6Z8+ernXr1q5GjRrW53z//v2h+ysk+/zzz+3+1atXt/t/+umnoftrW/r162f3f+WVV9ybb77pli9fHjMU08+p3t8KxDWCNSXJhepqt1K+fHnry75x48aI28eMGePatGlj29K+fXu3efPm0O9N26zfkcK8119/3bZFrWT08ygkjn4eFyxYYOto2rSpe/nll12vXr2sV75HrWhq1aplz234/VatWuU6d+5s29GqVSs3ceJEd+jQoYj16/c6cuRIe3z97urXr++aN29uE3+mFCgqtNTv8B//+IfLnz+/q1Spkm3bihUr7PlR4B5Or4eCBQtaz3WPRtcPHTrUfk/aTr0uFZAvXrw4yehhfa2Rxz169LBAVMvr34svvjgiVFfve/0u9fNofXqNq9+7F6imB6F65obqeg4ViOt1XaRIEWs9FCtUHzt2rHvppZfc9u3b7XWzZMkSV6xYMbd27Vr7vq4yUSsnPZ9dunSx95f3elNYX7RoUbdp06Z0v14AAMDZR6gOAACCilD9LEguVB8/fry16xgyZEgoRFq0aJH717/+ZYGoR6GvglIF8FpO4dRjjz1mwZT6aItGd951110Wbob77rvv3IUXXuj69+9vX+v+Cm5z5MhhAbWCXQXU48aNs5BMgfTTTz9twZa+VtBdt25dV6ZMmVAopuBV9582bZp9XyNJFRJreW1P2bJlLRzT1xo1rhMFt99+u1u2bFmS382GDRusB7nWmRrJheoKeEuWLGl92XVSQHTyQNuu7VG4rm3XyYJcuXJZUCwK+9U2RicIvOBaLSpy585t9w0Px+fPn+8efvhhCwW9bb/lllssMPSWq1y5st3Xa1eh0F6/m4ceesgCQlF4rdBbbWK850/b1rVrV5c9e3b3zTffhB5TJzuuvfZaN2fOnBR/NwrOFaqHT/aq0f9ql6NgM5xOeuj3qJ/Je/x27drZay/8toEDB9rrVicTwukkwbPPPmvPvXcCSL/LLFmyhEJ1te2oV6+enSTQ70Gvhw4dOtho9vCf8UwRqmduqK73vl5Hek/qfa5R6NGhup4jheJazvsbp/eGXhd6z+k1or8tOvGi78+YMcMCev1d0np0gkcT7wIAAH8iVAcAAEFFqH4WxArVvYBXgamCJI92OKtVq+by5s1rgZTCSAWRCqU1wtqjoF2jk73R3WkJ1Tt16mRB6+zZsyOWVejZuHFj9+ijj9ooeI9GMys8VlCu7dGOscJftW2JphD3iiuusMDdo5D6k08+CY1MDff/2rsPIKmqNV7739Fjzh5zxhyPWVHMOYsKZsSAmEFFQUFEEEuRgxkxB1QEAyCIIqiIooABMYBEhRIEAQX0es2ur55VtfvubmaGHmagA8+vqkunZ/funVqn/+vd7yLgJ8idMGFCXseyslCd/dxwww1jtTTHm/3s0aNHrJ5NV2nTt5mQr2HDhjHcI6ymurpbt25Z6+OYr7nmmpnjQHDM4ACDG8lkqrwH78ugCOEgckP18ePHh7322itWdKerzQnYt9122zjRKs/zYP2cQ85tggEC+s03atQoK+CvSE1Cdc49d0DsvPPOYezYsZnlqESuW7duHGBI9pFlCVC5TtK9rnPbvzAIs+6668bBggSV65wXBo9qylC9sKF6ropCdQZaGDRL/7eCzw1BOYN3XN/8k881RowYEe+s4W4XBnL49/R/iyRJUmkxVJckSeXKUH0JqE6onlRxEgbzxycBJgHy2muvHdq1a1dpi5TaCNUJsnbYYYfYCiUd4LIdhPz0PE6CzMpCdYKwddZZJ4bWVL1XNGlh+rjQsoUWNPlO7JkbqhPyE8TR+oRwjn1ItpnBiXr16sUgN8F+JQMHBOyVheqcG94n6e/M62jFwvkiCE+350nLDdUfeeSRePxzBw2onKeCnpCeYLGyUJ22O0ceeWRctrL3TCyOUJ3WNgceeGAMS5P3JyxfbbXV4iBLWm6ozvHlTgxCeQZmqroWFoWhevGH6j179oyheu6AGu2HuGOE/x5yh0lyfXIHA9c7nwnucOC/WwwmcsdE//79nbBUkqQSY6guSZLKlaH6ElCTUB0EuwSba6yxRgyDO3XqFHsMJ5XDyTI1DdU///zz2AqFvuBUKFMhyoN2J6ybljC8Z1WhOsEq4drqq68eA3oCbKqyKwrN6ffNMgRq+QauSahOUEdw36BBg1jFTXid7jFPoEsbiRNPPDFMmTIlsy/jxo2LATUtJzi++YbqoOqcOwaoxKeCll7QVK0T7CdyQ3X6p7OepLo9wWvomc4ErbRSKaVQneCT96FXfVpuqM46uWao+N9qq61iz/9hw4bFAYXaYKhe3KF60j5ol112qTBU57PPfAG33nprvE64vqhgZ74C5mzgM8rraAFDCyUG9VhfbfTjlyRJS4ahuiRJKleG6ktATUN1EAhTqU7FOKeMoJJ+1klYXRuhOttGKxYmsGRCSSbuTB5du3aNfY55fVWhOgg7eT96bi+//PJhmWWWiVWn6TYOhMpMvEqFeW7gXJXK2r/kYp3sRxLsp/eFSRGTsLw6oToI5ekFTesWzgPHgTY8SdCXG6oTEFYUqnNNsF2cZwYXSilUZ5Jb7pxIX7fIDdVBhX+fPn3iZKkMtPzrX/+K7XfoR19ThurFHaqDVj+77rprlaE6d7QwLwH/7eIa5G4XBsv69u0b/zvCevl8MA/C8ccfH+dPkCRJpcFQXZIklStD9SWgNkJ1EHzSCqF79+6x+pNgfeDAgfF3tRGqU/1O7/T27dtXWg2aT6ieLEcgy/bR3mGVVVaJFfBJWxlaiBDWUqFanbYg+YbqtMkhiKZanfC1MtUN1cGAAOE61fEcB9rdjBkzJv4uN1TnWBN00/4kLelLzsSqhIqlFKpzvfLahVWqp9GCh7CUanWuBaqPWb4mDNWLP1Sn4nynnXZaoIc+led8TrjWksmXWYY7ZGjzwiAMA1EMPCVthiZOnBhbCfF5kSRJxYcBcL6npB+PPvqoobokSSpLhupLQE1CdSrRmfQzPUkpCMtXXHHFOEkmklCdECp3uXxDdd6Ltia0TEn3IU+rKlRPJu6kXUw6lJ89e3Zsm9KkSZNMwE3YTlV8OkDOR76hOm1qGGCgvQptbSqTb6hOuM17EzKnPfPMM3E5wmvkhuqcW857cp4SVNtynGldw3le3KE6bTPSahKq005n5ZVXXiA8T4fqXAtU4PP+6e2m9QuV6jxyj2V1GaoXf6hOyyQGjt58883Mc1wbzEvAnSzc/ZLGz7R1eumll+L5pUUSbZZAmL7vvvvmPamxJElasvj//uDBg7Me3LFoqC5JksqRofoSUJNQnfCVlgcEq4TTCQJxgupRo0bFnwnBCV4JqtJ/tPLHLKExlaHJ+1YWqoPlCMxpvZAE41Rm0/KDcJ99qapSvU2bNmHrrbeOfdSTCnQmD6VtDZXdvJ71Nm7cOIZnP//8c7WOZb6hOqhspaKfkDcJ83l/qsoJ0dmOfEN12pUQLp9//vlZQSBhOcF9MkFqbqhOxfyFF14YjjvuuKz2N1Tjcv6SUHtxheocA4JI2t6kJ3nk+DHZKF9+UJ1QneuB9kB16tSJxzI5z1yfhOrckZAcm8033zwGpMkyXKfcudC2bdusOQEWhaF68Yfq3Jly5plnxnkgkv+eMLDCHQv8dyh9lwqfgaeffjpOXMx/F1ie64QAHlzLxx57bKxqlyRJpcH2L5IkqVwZqi8BNQnVWY4qT4J1gihuo3z++edjr276FSftVMC6CUZbtmyZud2SEJjnaKuQvG9VoTrre+6552IVdceOHcOzzz4bHnjggfh+tGNYWPsXQmi2k7YrVMezrayH1yQTVFJxSksIArTqtH5BdUJ1EFrTSoI+6ITNPDgXSXCdb6jOdr744ouxT/sll1wSjz0PgvBksAG5oTo4jwSOtDxhn3kdwSEDFcn+L65QnfUzsMJ2Ubnfs2fPOBnkaaedFq655prMdlYnVAcBOm2CTj/99HguWG+HDh3iOmiNA9bNz/Xq1YvXENcCAWmLFi3iftWUoXrxh+rgv0sMpDAAyPXItUI4nh5kAmE5/53jbpcEt5Fz7XK9cP3wGVnY50CSJBUPQ3VJklSuDNWXEPqV0xYl/QclITXPpSufCVcJnT/99NNMUEvgSSU01d8ErvTnJpCqKJCmMprwiuUIs6gkzu1dzWtZVxJy5+L9CJPpcUzrlC+//DJrckDCL9Zd0evZJvaH17EM28r+JFXJrLtLly5h7733rrBf+cJQ6TxixIjw3Xff5bU820MAzP5yXNgXBhiSY8c+sJ9JpXmCc8P7pAM8tp3Xcs7YLx6EzunzQGsKjn1y7hIEwCxPSxT+yfanX8e/0+KH855MPguqwgm5Capz15mLfaFveW5bFdadXD+8N9tP1W+61zzLUI3P9qWf57xxzNiv3OuN3/F8cjy41qgwTi/Hz2x7sgzLV9XjvjoM1YsrVKeqnNA7ff2C64QBPEJ37k5hOa6F3OuJQSH6p6evD65/5gPgzhbujkjurJAkSaXBUF2SJJUrQ3UtUQTcVKnSkqWyyVClfBiqF1eoLkmSlMtQXZIklStDdS1RVH9vtdVWmTY40qIyVDdUlyRJxc1QXZIklStDdS1RtHjI7QUvLQpDdUN1SZJU3AzVJUlSuTJUl1SSDNUN1SVJUnEzVJckSeXKUF1SSTJUN1SXJEnFzVBdkiSVK0N1SSXJUN1QXZKkxeHXX38N06ZNMwiuBUmoPn369DB37tyif3jOJUlSvgzVJZUkQ3VDdUmSFgfmANpyyy3D008/XehNKXlJqH7LLbeEdu3aFf3jueeeK/QhkyRJJcJQXVJJMlQ3VJckFR5V3SNGjAi33XZbuOmmm8Ill1wSzjjjjPDII4+EWbNmhX/++WexvC8VxW3btg0jR46s9XXnG6r/9ddf4Yorrgj7779/OOWUU0LDhg0zj0aNGoX33nuv1ret1BiqS5KkcmWoLqkkGaobqkuSCuvHH38M7du3D5dffnmYOHFifO7vv/8OL7zwQthkk03CcccdF6ZMmbJY3pvge+WVVw6vv/76Yll3PqH6n3/+GY444oiw7bbbhq+//rrWt6McGKpLkqRyZaguqSQZqhuqS5IKh0CZEJIq7dmzZ2f97o8//gidO3cOG2ywQejatetief8ePXqE5ZZbzlC9yC0NofpPP/0U79AYOnRohb9noOnGG2/MupPhtNNOCwceeGC8jhNcQ6zn4osvDqNHj46vSzCA9eyzz4Y5c+ZU/yRIkqTFwlBdUkkyVDdUlyQVzueffx5WXXXVcP/991f4ewLnDz/8MEyYMCHzHGE7rWIIB++7777w7rvvht9//z3rdUwQ+tRTT4Unn3wyPPbYY+Hxxx8PkydPzrSRYb39+/cPZ511Vlh22WXDRRddFO68885MoMnvaQnzzDPPhLvuuiuug7Ay3YZm/vz5YcCAAZntIESnjU2itkP1sWPHhocffjhMnTo18xyBKdvcrVu3zKAE2zhp0qTw/PPPx+PKg2OYDld/+eWX8MYbb8Rt5/Hxxx9n/T7x/fffhz59+sRlHnzwwfDyyy/HYLYiv/32W9xnluU9P/roo9japjaUe6jO36M33HBDWGuttcIrr7yS9+sIzXfaaad4fsG5IWjn2M+YMSMcf/zxmbs/uC66dOkSmjRpUq1tkyRJi5ehuqSSZKhuqC5JKgwCVwJIWrzk29Oc0Jr/b5955pnhiy++CMOHDw/nn39+aNasWQyKQaB4yCGHxKpeluFB0Lv77ruH1157LS5DgEzI3rFjx/Dvf/87huIEy4TxIECuV69eGDhwYHzt4YcfHkP4JHgmtGYbCMy/+uqrGOyfeuqpoXHjxjFcRm2G6gSihOR16tQJb731VuZ5BhjYz8022yzuJwjZDzrooLgPbMOJJ54Ye9XzPqyHgPqcc86JAT1B/SeffBJ/ppf9vHnzMusmsGW77rnnnrjcp59+Go/9UUcdFfu8pwcYCHOvv/76cOWVV4Yvv/wyDB48OJx++unh9ttvzxpoWFTlHqpzbXGeNtpoo7xDdY5/8+bNY0V6MngxbNiwcMABB8RrkGuVazKpYufccl2888471Tv4kiRpsTJUl1SSDNUN1SVJhUG7C/qlE3Yn1bRVIUR88cUXwxZbbBHef//9zPOE6Ntvv30MfwkXqUpfe+21w6uvvppZhv/fE4Lvs88+WVXtFbV/YR0EnHXr1o1hbi4mTj3ppJNiCJ2si8CavvAMEIwfPz4+V4hQneVomUM4O2TIkAXWQ7BKdT7HgtcmCNA5rhzD5P0eeOCB+BwDBgkmdiXEpV1PUjHPslT5b7fdduGbb77JLEuwzuvZ7ppONFvOofoPP/wQjjnmmPiazTffPO9QnWtl7733DqNGjco817t37zigBI75ZZddFs8N/87dA/zMZ0GSJBUPQ3VJJSkJ1T8dMynMnPe7j1p6/PDzHws/+JKkpRrhNNXg+YbqP//8cwyz69evn9WChDYsVJITFhPUVxSqEyBfc801MfRmPYnqhuqEk6yfEDtpuYEkVKf/OxXdqG6ovtpqq8VBBnplU+VNFT37lrxvbYTqVDKvs846sY1LGseN47fXXnuFmTNnxipn/j7adNNNs0J18FrWT2sd3o9zsdtuu8XANl2VTt9uBgqoYM9tz1Nd5RqqU1HO+ePaZJAi31Cda+a6666Lj/Sx5bWE6pwXHk2bNo0tX2ifdPTRR8drk/PC4AfnXJIkFZ6huqSSlITqU6ZMKfSmSJK0VKFClwAw31Cd/1ez7LXXXhtDxQTV14Tq5513XmwBszhDdf5uuPDCC2NYnl5PbYTqS6JSnSB8+eWXj9X9udvQtm3bGOom/dUrC9Vp77LhhhvG9+X9x4wZE5ej93y6Lzs93qleb926dVZV/KIo11C9b9++sSULAxkMMuUbqo8bNy7sueee8Z9pVK3T/oXPAeeCQah+/frFgQ3OL3MRtGjRIk5kesUVV9R4sEOSJNWcobqkkmSoLklSYRC00suboDgJoqtCgMikjDwaNGgQK7p5ULlOhXcSBi/OUJ32J2eccUb8XdI7HaUSqt97770Vhuq8jv7nHB9C9KpCdaqcWY7jyTGgYp/9pso9OSc8CHRpM0PPedu/LGju3LkxUGcyXI5PdUJ1Js7deeedF+hXz89XX311bOPDehhoSuYYIHC/4IILwksvvRQ/A/yOwF2SJBWWobqkkmSoLklSYSR9u1dZZZXYK31hCHOpVKfSNl2pnrvOJRGq0+4kHWiWSqjOsWFi1tzJKpNQnR7ohLBVhepMWsr70VaE5ahcZzmC3HSlem0qt1Cd89ahQ4c4qJS0MqpOqN6oUaMYkFeEa5S7Bjp16hRmzJgRe/+zTdw5QHU74Trn++67744te2p6F4EkSaoZQ3VJJclQXZKkwpk2bVoMgE844YRKwz3Ca9pZ0F+civTcnuppiztUpzK7WbNmMdxOb8OSCtUJvQcNGpS1X9UJ1YcOHRpWX3318PDDDy+wX7TV2WOPPcJ3331XZahOdTMTwybBPG18dtlll3D55ZcvUDldW8otVOdabtKkSTjwwAOzKvsZYGKegUcffbTSzwPniuuP47EwDJAcfPDBYfr06fG87rvvvnFQBHxO6KOfvuNCkiQteYbqkkqSobokSYVDgH3//ffHMJo2GPycRs/nO++8M/Tv3z8GxoSV66+/flYIDkJDJuGsbvsXAuLqhOpgWwg1e/funWlrwvpbtmwZ1ltvvcUSqoMwnUpmWn+k35dQnfehL/3CQnVajhDgHnPMMVnHgbsAqL7ntagsVCcMbty4cWZSWPCet956azy2BPtptH4ZPXq07V/ykG+l+vfffx/WXHPN2B+/KpxDgvv77rsv/swgEIF9OlSnt7qV6pIkFZahuqSSZKguSVJhUYVOoL7ffvvFdjAEy99++23soZ60yEj+P82yrVq1CoceemgYPnx4mDp1agxtr7zyyhiqV7dSnddvtdVWscqc92TS04WF6mwD66K6/v3334+vY1uYDJJwe1FDdYJ6XkM4njwmTZqUCa95X6rBaT8zcuTI+L608mBbCcrZr4WF6vx+/Pjx4dhjj437zPrZR7adCvw5c+bE5ZJQnfCWfxK6T548ObYMoaJ6woQJWesl6G3atGnsdU9ve9ZJr/VLL700fP7553lcBVVbWkN1ztFVV12V1VaH62KttdYKffr0qXJ9n332WbyuOG/gumZAhM8F1elcS/RXr+mAhyRJqhlDdUklyVBdkqTiQDD77LPPhttuuy1069YthsNUg1MdnUZAToBOwMrEm7QyIWROEOpSOU0onyBQHDBgQLjjjjti9XuCQJEWGR07dgwPPfRQ+OCDD2KA2b1797gNhOwVoc1Jr169YujJ+xNuz5w5Mzz44IOxzQYIM9kHfleVpLq+devWCzzYRwYNEoShBO8cI7aX7e7bt29W1TiV5fRHr6rqnWPKe9J7m/UMHDgw6y6BJFRfZ511YgU+y3DsCIvTgxJpbBvHmFC5a9eu8bhQqV4blsZQnXNJqyMGm9LV5Fxn3NXAHROVYQCGOxi4RtOB/HvvvRcHUNq0aRMHomz9IklS4RmqSypJhuqSJEnZquqpXghLQ6jOHQtjxozJGsjhbgTuEkgjbOdOgdzBptx18drc1i6cV+Yx4O4BeuFLkqTCM1SXVJIM1SVJkrIZqi/5UF2SJC2dDNUllSRDdUmSpGyG6obqkiRpyTBUl1SSDNUlSZKyFWuoTu/3t956q+gf6T74kiRJVTFUl1SSDNUlSZIWxMSxY8eODf/n//yfQm9KJlQvhm2RJEmqTYbqkkqSobokSVJxM1SXJEnlylBdUkkyVJckSSpuhuqSJKlcGapLKkmG6pIkScXNUF2SJJUrQ3VJJclQXZIkqbgZqkuSpHJlqC6pJBmqS5IkFTdDdUmSVK4M1SWVhPnz54c5c+ZkHtOmTTNUlyRJKmKG6pIkqVwZqksqCT169IhfynIfhuqSJEnFyVBdkiSVK0N1SSVh3rx5YdasWZnHt99+a6guSZJUJAjOZ8+enfX44osvDNUlSVJZMlSXVJLsqS5JklQ8Bg8eXOFdhYbqkiSpHBmqSypJhuqSJEnFw0p1SZK0NDFUl1SSDNUlSZKKmz3VJUlSuTJUl1SSDNUlSZKKm6G6JEkqV4bqkkqSobokSVJxM1SXJEnlylBdUkkyVJckSSpuhuqSJKlcGapLKkmG6pIkScXNUF2SJJUrQ3VJJclQXZIkqbgZqkuSpHJlqC6pJBmqS5IkFTdDdUmSVK4M1SWVJEN1SZKk4paE6lNnzA2zf/qjbB7/FPrASpKkgjNUl1SSDNUlSVJF/v777/DMM8+E7t27h19++aXQm1MrZs6cGTp27Bg++eSTQm9KtSShepe+E8Jdr35bNo+//jZWlyRpaWeoLqkkGapLklT7CKQnT54c5s6dW+nvx48fH2bMmLFI6581a1aYMGFC+P333+PP//zzT5g2bVr46aefFnmbc/3555/hhBNOCMcee2yYPXt2pcv99ddfYeLEieHrr7+O/57GfrKP48aNC3/88Ud8jm3k559//rnWtjVfn3/+eVhjjTXC448/vsTfuyYM1SVJUrkyVJdUkgzVJUmqfVR2161bN1xzzTUV/p7e2Lvuumu46aabqr3uX3/9NVxyySVh4403DsOHD4/PEVwfcMABYcCAATXa7rR8Q/V58+aFevXqxWXnzJmT9bs333wz/u68884L8+fPj6H7o48+GtZdd93w4IMPxtB9STJUL66HobokSTJUl1SSDNUlSap9hOq77bZbDM6TCu20moTqBNME0qeeemqshscrr7wSll9++dC/f/8ab3uiJqE6YfmwYcPCLrvsEho0aBBDYVBR/9Zbb4Xjjjsu/pOflyRD9eJ65Buqf/PNN2H06NGZB+fxu+++q3BZrinuAkkvnzy4wyPB9c0dE2PHjs3c8ZHg+uVaruizK0mSapehuqSSZKguSVLtS0L1nXbaaYHADjUJ1SvywgsvhOWWW65oQnWCSvb/iCOOiG1hioWhenE98g3Vzz333HDxxRfHfvg8OnfuHN5+++0KlyUQ5/wmy/Jo3bp12HLLLTPnneD92WefDVdddVVo27ZtuPfee+PfxAl67jdr1qxW2ylJkqSKGapLKkmG6pIk1b5FCdV5DRXntEq57rrrYuuYJk2ahCeeeCL8+OOPWa9/8sknw6GHHhq++OKLcP/994f99tsvLLPMMrEFzBlnnBEnFwXhIaF2p06dQps2bcL5558fbrvttlihm8ZyBOe0ZmnevHm48cYbQ4sWLWIQWd1QferUqeHII48M++yzT9y+XLSsOeyww0Lfvn0zz/GaDh06hIsuuigek6ZNm8b9p9q9ohYx7FOXLl3iPhF+cpx69uyZNaEqFf2fffZZDE2vvfbauF7C2RVXXHGBUJ3wlO25+eab43KEsL169Yota9LGjBkT2rVrFxo1ahSXu/766+Ox5ng+8sgj8bkLLrggXHrppeHLL7+stfY2S3Ooznk85ZRTwgcffLDIx49rY+edd85Uqk+aNCkcfvjh4fvvv4+fxZNOOinTSonBJK6/u+++e5HfT5Ik5c9QXVJJMlSXJKn2LUqoTj/0DTfcMDz88MOZtiiEf9tuu2244YYbsl5P4LfFFlvE0BiVVarTa53wnZCYcPK3336LwfH+++8fW2QkmFC1YcOG4bLLLstMIErgSFhfnVCdCUtPPvnksMMOO4RPP/20wuVp+0JYnwT/BM+NGzeOx4r9BW032MdtttkmfPTRR1mvp40HrW+efvrpuD946aWXYgV6v3794s8cv8GDB4eDDjoovPzyy5kJVDk+uaE6fwsxgMA6k0p7Qnuq7BlgSKqVWQeDBZzXpPUIk8VyfNl3Anfel/UxMMIx4RjWhqU5VOdaOOSQQyocoMkHITnnkpZJiVdffTWeN84p198555wTP3dgMOTggw/OtFaSJEmLl6G6pJJkqC5JUu1blFD9mWeeCWuuuWasVk8QKBLsbrrppvE1iXxCdcLEVq1axYrxdEDI//N33333WL3NthEEEzJvv/32sT1K+vXVaf9ClTyV4Mcff3wYOXJkpf3Sc0P1JPTk9QwCJNhmQnUqzZNQPAn/L7zwwvi6BIHr6quvnglGCcfZDirY08vltn9hGwnid9xxx6x2IjxP8FqnTp1Y5czPrIdjefrpp2eCdkJ9Wohst912cUAhwd0FK6ywQnj33XcrPW7VsTSH6pxLqsrpq15dnDc+E1zHM2fOzDz/4osvxnWCUJ2Jf++66674dzH//sADDyzxSXQlSVpaGapLKklJqN7p4ZdDp6cGF8/jycW37vdGTSr0YZcklbnaCtUJclu2bBnWX3/9rP7O+YTqBOFUpNPyJd0v+tdff41B+VlnnRXXSShORTfVukmVevLe1QnVN9hggxj+9+nTp8oJHvMN1QmSqdJnYCAJxgnFN9poo6zWMaBKnLA8CdWHDBkSVl555QUq93NDdY4L1fmcix9++CFrWbZl6623jgE+5zMJ1TluyXEiVL/66qvjcvSRT1BFv+yyy8Z9rQ1Lc6hOtf8ee+wR7rjjjtiWiJY/tILJJ/TmPHEHAu2S0stzV0i6Uv3ss8+O7Xtef/312AqGAJ5rh5ZEld1xIUmSaoehuqSSlITq+5/VLmx+bNul4vG/7m8W+rBLkspcMYTq9PmmjzT9oWmhMmrUqPh44403wp577hl7gxN+f/XVV7FKnR7m6aru6obqxxxzTPjf//4Xq7uZHDId5KfVJFQnDCcsHzFiRNY6c0P1bt26hZVWWil8/PHHWcvlhur0qqddDaFtuh87OG+E6EcddVRczlC9MKE6wTfXNdc67Xaeeuqp8N///jcG5QvD3Qdc20lbnwRV77Tyoc0PvzvxxBPDe++9F0477bQ4gSmtYm699db4WeGOh6TdjyRJqn2G6pJKkqG6JEm1rxhCdUJeepsTHjI56e233555ECoThoNAmvYn/D2QruatbqjOstOnT4+BOttLwJ4bVKMmoTphJxXx9L1Oyw3VmbyV/vQMGKTlhupUp7PdFYXqvOe+++4b24SwnKF6YUL1ivCZ2Gyzzaq8LsH8AUlFehptYfjMMKkvk8o+9NBD4bXXXgvHHXdcnDSX65HWPXwe6Ld/33332Q5GkqTFxFBdUkkyVJckqfYRpBPQVRWqE7q3b98+81xth+pU1+61116xvUlF25Cgop1q3iuvvDJruUUJ1an6JZxmm9ddd90Ygue+d01C9UcffTRONEpVcVpuqE5IynK0CUnLDdU5D7THYfBh2rRpWcsSmO+9996ZEN1QvXhCdY4rgyvDhw+vdBlCcAaUCMUrQtDOcSVEp8UMvfJpXcR1wGBKcj65hrlGqvoMSZKkRWeoLqkkGapLklT7CPTo/Uw17axZsxb4PT2bmdySCRMTtR2qE/gycSiBN+FhZebPnx8OOeSQcPTRR8dwMf3eixKqg9CZXuRrr7126NGjR1aVb01C9ffffz+2f0lem8gN1YcOHRrbv9AGJi03VCdYZRmOZXqiUkyaNCmG7UxgyfsbqhdPqE4VOb31cwdX0pjUlusv9xrIRdU6nz0mwCU4//bbb8N+++0XB5tAr3U+R4bqkiQtHobqkkqSobokSYsHoRxBNf+fTbcWoT83ky7S6zzd67kmoTo9xldYYYXQq1evrG1gksVtttkmdO7cORMK8k/Cd3pHJ2H3oEGDwsYbbxzXm0wyShU3lb5U8BJQVqaiUB1UytevXz9WrPfu3TuGl6hJqM57NWrUKPa5ToJ+gm0mLl199dUzoTqhN5X33A3AMUrem1B+rbXWCj179sy8D4MeDBxccMEFmclKmcyV1jw8T8iabKeh+pIN1TlvDPTktm/h2uX6T84X1eaTJ0/OWoaKcwZQGNSpCp8r7ioZOHBg/Jlzy3XPAAzvz2filltuWWAbJElS7TBUl1SSDNUlSVp8Jk6cGMNZ+ovTRqJr166xp3mnTp0WCKprEqoTBBI2M1ko75NU8BKaDx48OAbjzZs3j6/jva+77rqsAJv3oWqeiRrZXpZjosZLLrkkDBs2LBNKV6SyUB30WKd1BhNLDhkyJK6nJqE6mGSyWbNmcX/vueee2BKGfVp11VUzoTq4G6Bt27ahcePGMRTluHAM2L/c7ZwyZUpsk0MQf++998b1EZang1pD9cKE6gwUMSkp1xk/M1jF9cbnKFmGa2///ffPuk64e4EBFHqlV7V+BljOOeeceMcG+My0bt06XksM3DCRLQG7JElaPAzVJZUkQ3VJkhYvgleqbQmYeRDUpcO/BEEtgXG6qp3Qj2pcQt90CxUCRoLWdEsKQneW4z2SSUiTdfAz66bqmt+nA/oE6yfoZ73p5aoK1JPXsSyBeEWTOVLxTiVxsk387cF7JME066eqnXWkq4E5RizH/uduA8eIdVKNTKV50tYlHaqD40O4nhwX/r2yNh7JdrFOtoftTmMb+B3nMtlPniOg53VJhT/Yt6+//jquszYsraE6uGuAynTaCTHowUAPA0XpzwmDJtdcc03WdcLvGXjh7oTKEKQz4MXgVxrnuEuXLjFsJ3R3klJJkhYfQ3VJJclQXZIklbrcnurlZmkO1SVJUnkzVJdUkgzVJUlSqaBimKpzWoCkK8OpXN5ggw3CyJEjC7h1i4+huiRJKleG6lKRGzVqVOjYsWO8FXdhuNWZCa+YRIzXcEvxkrjtk/fgFtNu3bpl+joubobqkiSpVNAKhDYfderUiRNQ0iKGv2WY9JU+8bktW8qFobokSSpXhurKwqRGn376afzDf1HQx4++lAvrYVkM+PLC/uaGzvS/JIwuli839GLceOONw9ChQ6tcjmPOhFNPPfVUvJWYCbAmTZq0RLaRPqLnnXdeOOigg2LfzyXBUF2SJJUK/k7jbyT+dmnQoEHssd2mTZvw8ssvZ3q0l6MkVJ8xe16Y/3//LJuHJEmSoboyCJeZ1GajjTYK48ePr/brCTnPPffc+IdzerKmYsRtt/fff384+eSTsyZi4vkOHTqEddddN7z00ktFMTiQb6jOYMY222wThg0btoS27P8xVDdUlyRJypWE6sVSrCJJklRbDNWVUdNQnQp3XksoXeyh+syZM8ORRx4ZjjjiiKxQnWPwyiuvhFNPPTXuTzHIN1R/991343KG6uX7yCdU/+2338Jnn30We7OmHx9//HG8CyPBl9vRo0eHr776Kvz+++9Z6+B8ctcJt6ZLkiQtKkN1SZJUrgzVlVHTUP2jjz6KEy2VQqj+3XffhUMPPTQcfvjhWaF6Mco3VH/77bfDeuutFwYNGrSEtuz/MVQvnlB93rx54fHHHw+dO3fOPLi9fKuttgqvvfZaXIbPOn33W7VqFX/XvXv3TIDO3Rks165du6L/bEiSpOJmqC5JksqVoboyKgvV586dGx555JHY2uWGG24IzZo1CxdffHHs3Z38gdyvX79Y9b3iiiuGnXbaKTRs2DB06tQp/PLLL/H3VIbfd9994cYbb4wTMtH7+4MPPsiqhKWK9sEHHwzNmzcPZ599dthvv/3CY489Fpf58ssvQ8uWLeP73nTTTeGiiy6Ky1GBW9FEnEzuSWjIsryGvpUDBw6M7V3YN7aPAHr99dePVelsz5QpU+JrBwwYEOrWrZsVYs+ZMyc899xzcX082I9evXot8AWB6vZrr702XHLJJXG5Cy+8MK6byuHc7SS8HDFiRPyikewTy7755ptZgxL5hOqEqIccckhYdtllw7777hvOOOOM8MADD8T177333uHVV1/NWp59oVUM1cvgPFGhz/lv0aJF3IcLLrggrmPWrFkLvN/s2bPjueEccE0wwdb222+/QKg+derUcO+998bg9tJLLw2NGjUKTz75ZKymrilD9fxwzd9+++3h+OOPz0wiy+fmpJNOigH8uHHj4r/zpRd8VuvXrx8/L5IkSTVhqC5JksqVoboyKgrVCX4JTwl1e/funekx/v7774ctttgidO3aNfP6yirVCWwJl88888wY0LOOnj17xvD99ddfz7wPgfrmm28eQ2XCPsJkWpoQqh9zzDFhr732imEuCGU7duwYdtlllzipaIL1sG1UoBOOs088R7Xuf/7znziBJ6qqVH/xxRfDpptuGt544434M18CGFAgZE6WZT0HHHBAuPnmmzNfEtjn/fffPw4GJM+xPIHyHnvsEcPL9HYOGTIkbgP7y888WN8666yTCThRnUr15ZZbLjzxxBOZ53gN5/OFF17IWvahhx4KK6ywQjxWYBsYYKDPfHKOOUY77rhjuOKKK7Jey7EntKcyPZlYiwGRY489NitUp6UIITrBO8eGc0HAzv5xbmrKUD0/33zzTbwm33rrrfgz55fBEq5nzgmDJkcffXR455134u+ZS4AJ1PisSpIk1YShuiRJKleG6sqoLFSnynWTTTbJCnV/+umnGJITIidBc0WhOuukinq77bbL6vVNaE4wS6hMMMtytJsgVKeCPY1Q/b///W8M/njfBCE1QfDdd9+dqQLnD3fWSSV5OthnQIAQmYp65Buqs15aY+y8886Zqu7kuCTL9e/fP/5MRTADDVT9pntUU2W/2mqrhUcffTQTWE+aNCkGnRzbdAU71f9sZxJwYkmE6gSpq6yySvxneh+pQl977bUz4Xmy37QSodo5UVH7F87FWmutFe8YSHCs2aaxY8dWuS/5MFRfOM4Xd4wwMJJ8meU5zgl3DoABESbspeULlexcv9y1UAyT9EqSpNJmqC5JksqVoboyqhOq84cxVchUjyctXioK1fldkyZN4nLpyleCcgJbKrhnzJixSKH65MmTYwuXO++8MxNMEwqvtNJKC6wjCdX79OkTf843VOf9CP8PO+ywTOuMxLfffhur36+55pq4jZWF6hMmTIiBdbdu3TJBJS1Q2E4C9zRC9eWXXz4G5IlChupUzq+66qqZfed4nHDCCXEf0+ezolCduwo4n9xNMHz48Arb9NSEofrCEZjTFog7QpJrL7kr5Pzzz89MSMqkvdw5wcAPrYuoXuff+UxS6S5JkrQoDNUlSVK5MlRXxuII1elFTi9nwtb33nsvhqs8aEVBOEtgTThaW6H6rbfeGsNhfpe2qKE6yxFK8t6//vpr1nK0QalTp0445ZRT4r9XJ1S//vrrY1idtLNJFHuoznFlIIR2Pul9rChU55zQOohjScU6v+vRo0dWa5uaMFSvGsf/6aefjtdv+nMDWibxuZw2bVq8A+O0006L18JRRx0VWy5xpwd3aFCxfvrppy9wnUqSJOXDUF2SJJUrQ3VlLI5QnTCOXtuE4vQ179KlS+ZBsEuol7x3bYTqt9xySwxxCcPTFjVUJyAmDK4oVCdE33LLLWOIXt1QnYlAWTa3+r3YQ3Xa1hCqc5dBur1ORaF6coyogGayWIL1f/3rX7Fl0BdffFHlvuTDUL1qtOyhGv3yyy9f4C4Bfr7nnnvi551zw+eCfvdUqTPZLp8LJpnlvJ511lnxM2E7GEmSVBW+PzBPT/rB3xiG6pIkqRwZqitjcYTqBHssR//wpC93Ze9dG6E6f7TTVoXwN21RQ3VanFCJzvbPnDkzazlCdoLxyy67LIbH1QnVCaVXXnnl2GYjrdhDdVqB7LnnnvE6SQ8yVBaqp48VIW3Lli1juJ5MWlsThupVY8CKARDmNKgI1yifA67BKVOmxMEvPntcR0wMzF0muPrqq+MdIOlBFEmSpFwffvhhvEsu/aCdnKG6JEkqR4bqylgcoTr/ZKLErbfeOrZ9qeq9ayNUp10FYXVuAL2ooTrvzfq32WabrIk5MWbMmLgcQXhVE5VWFKoTlBP+jx49OmudiytUJ0RPW9RQnfNev379UK9evaw2LrmhOq9lYlrOR/r4MrBC2xEC3Jq2FDFUrxrX65prrhnvFKgK1+ptt90WBzy43qkqO+6442I/dnBXRfv27Q3VJUlStdn+RZIklStDdWXUNFRn4k7aoVCFTcCcYCLEI444IjRu3DgTpBLQEboSWPPvtRWq816EvrSs+PHHH+NzhK/3339/VqieTEBKCDxv3rys90uH6sk6CZFpo5FU2/N6KtQ5Xkm1eXVCdaqIqQZmEtfk/TmOfOmozVCdLzIce1p8pFvNcE7XWGON8PXXX8ef8w3VMWrUqHh8WrdundlPtr1BgwYxME+OB8eRiVy7du2a2W8GM5gU86677orntSYM1atGOM5dAfRMrwqteLgWk888/db5DHHdc96aN2+eGTiSJEmqDkN1SZJUrgzVlVHTUJ3X80dz3bp142v69u0be42Dqm6CXSa4pJUE/dWbNWuW6a1dW6E6qP6mvQj7QnjL5Jj9+vULu+22WyZUZ78GDRoU9tlnn9CiRYsYGqbD4HSojnHjxsV+02wz/eDp3c7gAcFjojqhOv8k7KS1DBXe9Ld+/vnnY0X9jjvuWGuhOu9DxXLTpk3j9tM3u02bNqFhw4bxXCXbWZ1QnecHDBgQJ7Bs1apVuOOOO+LdCbwH25jsI+eeCS8PPvjgGMCzjyzH8rkDGYvCUL1qnMsNN9wwfPXVV5Uuw7miCp3zk3xWOTcM9gwePDi2hTnxxBNj2x9JkqTqMlSXJEnlylBdWajunjFjRlYVMUE2z6WDYsI4liWITlewsgzL8jzhXDpEJgTld/Qm5/cEtenX8j78Lv0+CcJrejynl2cbWV9FvdpZF21IeB/+nWp4quTTfcAJ4nmO96TVRbLPyXYmIWMieZ518rrc37NtrKui7WRbKvoywTHK3U7+Pb1uBi1yj39FeA3rSgY50njvZNupFufcpc8x+8Zrc1vhcI5YPrdKmZ857uwv54bjwc+5y7HNHI/kvdPHuaYM1avGoNNFF10Ug/HKcE4YeEpP7Ms55Fpo27ZtnOiUFkFWqUuSpEVhqC5JksqVobqkkmSoLkmSVNwM1SVJUrkyVJdUkgzVJUmSipuhuiRJKleG6pJKkqG6JElScTNUlyRJ5cpQXVJJMlSXJEkqbobqkiSpXBmqSypJhuqSJEnFLQnVb3mwb2jXbUCtPD4eM7XQuyVJkmSoLqk0GapLkqRyNGTIkLDPPvuEV155ZYm/96effhq22Wab0Lt371pZXxKq73DyzbX299Bzr31UK9smSZJUE4bqkkqSobokSUuXf/75J4wfPz7cddddoXPnzqFVq1ahe/fuYf78+TVe988//xzuvvvu0Ldv36znP/roo/Dqq6+Gv//+u8bvka+BAweGLbbYIvTs2XOJvWfiww8/DKuvvnp47rnnamV9huqSJKlcGapLKkmG6pIkLT1+/fXX0LFjx3DVVVeF77//PsyZMyd88skn4bDDDgtHH310mDJlSo3WP3bs2LDRRhuFgw8+OL4XZs2aFQ466KDQokWL8Oeff9bGbuTFUN1QXZIkFT9DdUklyVBdkqSlx9ChQ8Omm24aRowYkfV8//79w4orrhi6dOlSo/Xzd8VLL70Uhg0blnnu888/D1tuuWW49tprDdUXUSFDde5seO2118INN9wQB2OeeOKJ8Ntvv1W5PHclcAcEyz/55JPh999/z1qGa+LGG28MTz/99AKTr/Lze++9F68lSZJU/gzVJZUkQ3VJkpYOtF5p2bJl2HzzzcNnn32W9TtCz5EjR8aw85dffgmjRo0Kc+fOzVpm3rx54eOPP44tXtJmz54dQ2SeJzQfPXp0GDNmTPzdjBkzYqi64YYbhjPOOCO8/fbb8b1ZlpYwhPzpB9uQDmzZFtZFNT0DAbnbBCriqZBnGwhj+Xf2p6pQnQp9tpP94T3Zh4rW++WXX8b1Ju8/bdq0GBrn4v3GjRsX10c/dcL0VVddteRDdQLuZs2ahWOPPTZeGxMnTgznn39+uPjiiytsF8R5veKKK8Lxxx8fvvjiizBhwoTQqFGjcOmll2aW59jXr18/HtcHHngg3HLLLZm2QPxdevnll4fHHnuswuMsSZLKj6G6pJJkqC5J0tKBkLJdu3ZhpZVWikHmX3/9VeFy06dPDwcccEC47bbbMgE3ryWcJhzv1q1b5rWEoQSj2267bQycf/zxx9jqpWHDhvH3BNxUJP/nP/+JLWbuvffe2G+dljAEzryWx//+97+w2267xck9f/jhh/ha1tW6detY8fz888/HfyfMJQxP/PTTT+Hmm28O5557buwLT5h76KGHhqlTp1YaqhOiX3bZZTHsZ70MNJx55pkxkE+CXAYQbrrppnDyySfHaupevXqFO++8M5x44okL9Ibnbym2n/D5mWeeiZX6TZo0Ccsuu2zJh+pcC1wr7777bua5999/Pw7MDBo0aIHlv/3223iNpe9U4Lhuttlm4c0334zHl/N00UUXhT/++CMOVhx44IHxPOKDDz6IPxO8S5KkpYOhuqSSZKguSdLSg0B5vfXWi8H6hRdeGMPP3PYbVJufffbZYY899giTJ0+OzxGuX3nllWGDDTYIRxxxRJg5c2Z8nr8jWA9V6ASmuaE68mn/QlC79tprxypl1kOF+tVXXx0DctaZbEPz5s3D/vvvH0NmfPXVVzGwb9OmTfyZfSGUJ/SvKFQnxN1zzz3DgAEDMsE4veV33nnn+N5JyxGq6dme9u3bZ17LOq+//vqwww47xPAYVKgT6rOdyXPJ/pRDpTrHiH1MV41Tvb/++uuHF198Ma/lqVhfd911Q+/eveMx5Bx26NAh/o4e/vXq1Yvnkdc0bdo0TqBrlbokSUsPQ3VJJclQXZKkpQehNtXU9FXn6wuB9FlnnZUJPBM9evSIofA777wTfybYptKcqnEC1eHDh8fnaZuy1157hXvuuSezXHVDdf4WadCgQVwvoX/yGgL8hx56KGtZqp0ZECAwB5Xwa6yxRgy2c+WG6gS+jRs3DocffnhWJTTbvMsuu4TTTz89UzFNCxd6olOtn0ZIvvzyy2eq5cePHx+222670Llz56zlyqmnei767zMZLQMT+XjllVfiHQ6cD64x+qwzWS64o4C7ImjxQ/scrh1axkiSpKWHobqkkpSE6he16RbOaPXEUvHo9cYnhT7skiQVDMEmrVoIuXfaaafYpmS11VaLLUvogQ7CTirab7/99vgzbTloz0IbECq9O3XqFJ+nLzqBOb3EUd1QnaCbimdCV9qM0BIEL7/8clhllVVixXdaElYngW51QvWvv/46bgftaNLbUZNQndYwK6ywQuxBX9F2lluoTp95WufQoiW5W6Aq/J1Jy56DDz44VvJTgf7ggw/GuwI4B9wRsN9++4VJkybFFjy0zuFaoz3MKaecEoYMGZLVakeSJJUfQ3VJJSkJ1bn9VpIkLT0IOKkOJpDeeOONwzLLLJNpo0JP8aOOOioGm4Tw9913X+wnThhP4HnaaafF5x955JHYvoPnUd1QnYpxKsd33XXXrL9FHn744bDyyivHtjIEsMnjuOOOi5NmJoFudUJ1Wr/QC5yq8nRQW5NQnT7rtImhYj2tXEN1Qm7uciAYzyfs5s6CTTbZJF4nyfLsC+1yaAtDP3160ffr1y8cffTRsQ0MfexpO0T1+jHHHJNXeC9JkkqXobqkkmSoLknS0iOpBE8j6CYsXXPNNcNWW20V+5ITmDP5Zp06dWK4Wb9+/TjJKMs+8cQTcUJRemsTsFP5nay3OqE6oT4BN+1cHnvssaxtYhLRtdZaK7z99ttxUtPkQbsZti/puV3dUJ2f77777loN1anonzhxYtZy5RiqcxcDFeonnHBC+Pnnn/Nanv73J510UqZXfWLw4MGxFQ93QlDBTvsf2hIxiS2DOVx/nCMGUPr06VOt7ZQkSaXFUF1SSTJUlyRp6UCLjRYtWoTXX399gYkgCaqpEKaSOwlMBw0aFLbddtsYeO+7776ZViyE7ITQBKKErPRjT1QnVCcopkKdSvXvvvsua3sI0wnbX3vttSr3qTqhOtXkm222WWjbtm1W//iahOpU1P/73/+OE76mlVuozsSxnD8mdE32fWHLMyEpx5XzX5WhQ4fGinQmv2XAhjYwyaAHd0Q8/vjjeW+nJEkqPYbqkkqSobokSUsHeorvvvvusV0L/55GsFy3bt3QtGnTTOBOyMlzTCRJUJ6E7fyTEJQqZEL1pPVLsp7cUJ3ge+utt84K1enNfd1114V11lknhvK5IT8hO9tJBfNvv/2WeZ6wldYgDAIk6843VKeanoEDqp/TE5VSAb/DDjssUqhOCxOq+a+//vrw+++/Z5Yrp1Cdc0P7HyaSZbBjYW1fWP6uu+6KyxOYV7U81w4tfRiU4HVUq5999tmZ13BOunfvnv+BkiRJJcdQXVJJMlSXJGnpQGhJJfCKK64Y+5PTNx2E1lRc06aDavb08lQb8zWHCvf080nblgsuuGCBViq5ofr8+fNjQN6oUaNMME9ITPU6oXlFrURYJ6E4ldEPPfRQJrAmrL700kszQX51QnUQChOCE95SrU64z3IMNixKqE5QTyU178Pvkgp41k9bmBEjRiz0vOSjkKE6k9Fut9124YYbbligJz5ofdOhQ4fYxgWcIwZR6M+fviOgIkz0SmV6cn6ZpJQ+/lyTvJY+/rmT1UqSpPJiqC6pJBmqS5K09CAEJrgkIKWnNf3Qb7rppjhRJC07civGp0+fHs4999zwxhtvZD1Pb3OC+XRgDULpq6++OrRv3z7refqv836E87STIdym7cvxxx8fA/jkQUiftAshWGfiSraR17KdHTt2jM8l2zl16tQYvNKDPRdhMFXP9ItPENQS+tIL/oorroiDA1Tt9+jRIwbDHAMwuMB6cyvNmXiTnt/pwQeCZvq1t2vXLjRp0iRuJ39bsR8LC5XzVahQ/YcffojV/UceeWR49dVXw1tvvZV5cE45R0899VSc6JbBCe4AoOc6dzJUtHz6+mIwhUCd/uoJjj/teRj8YXLTVq1axYEPSZJUvgzVJZUkQ3VJkqTiVqhQnTY7TB7arVu3rAd3DzDAQKhOq55evXrFgRaCciYWrWz5dKg+d+7cWIWebpsD/jZ94YUXYrV/cueAJEkqX4bqkkqSobokSVJxK/REpZIkSYuLobqkkmSoLkmSVNwM1SVJUrkyVJdUkgzVJUmSilsSqjdu/Xg4+8Yna+Xx1sjxhd4tSZIkQ3VJpclQXZIkqbgloTo9ziVJksqJobqkkmSoLkmSVNwM1SVJUrkyVJdUkgzVJUmSipuhuiRJKleG6pJKkqG6JElScTNUlyRJ5cpQXVJJMlSXJEkqbobqkiSpXBmqSypJhuqSJEnFzVBdkiSVK0N1SSXJUF2SJKm4GapLkqRyZaguqSQZqkuSJBU3Q3VJklSuDNUllYSRI0eGAQMGZB79+vUzVJckSSpihuqSJKlcGapLKglDhgwJPXv2zHoQtP/999+F3jRJkqSlHn+rdenSJevRuXPn8PDDD4dff/210JsnSZJUqwzVJUmSJEk1Mn369DB69OgFHrNnzy70pkmSJNU6Q3VJkiRJkiRJkvJkqC5JkiRJkiRJUp4M1SVJkiRJkiRJypOhuiRJkiRJkiRJeTJUlyRJkiRJkiQpT4bqkiRJkiRJkiTlyVBdkiRJkiRJkqQ8GapLkiRJkiRJkpQnQ3VJkiRJkiRJkvJkqC5JkiRJkiRJUp4M1SVJkiRJkiRJypOhuiRJkiRJkiRJeTJUlyRJkiRJkiQpT4bqkiRJkiRJkiTlyVBdkiRJkiRJkqQ8GapLkiRJkiRJkpQnQ3VJkiRJkiRJkvJkqC5JkiRJkiRJUp4M1SVJkiRJkiRJypOhuiRJkiRJkiRJeUpC9eV8+PDhw4cPHz58+PBRdI/lgyRJkqSi8v9JkiRJKl6F/sIgSZIkKVuhvyNIkiRJqkKhvzBIkiRJylbo7wiSJEmSqlDoLwySJEmSshX6O4IkSZKkKhT6C4MkSZKkbIX+jiBJkiSpCoX+wiBJkiQpW6G/I0iSJEmqQqG/MEiSJEnKVujvCJIkSZKqUOgvDJIkSZKyFfo7giRJkqQqFPoLgyRJkqRshf6OIEmSJKkKhf7CIEmSJClbob8jSJIkSapCob8wSJIkScpW6O8IkiRJkqpQ6C8MkiRJkrIV+juCJEmSpCoU+guDJEmSpGyF/o4gSZIkqQqF/sIgSZIkKVuhvyNIkiRJkiRJklRS/n/N/khMAdpjBAAAAABJRU5ErkJggg==" width="652" height="194" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline"></img>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The total value of issued and outstanding mortgage covered bonds denominated in EUR and PLN under PKO Bank Hipoteczny SA’s International Programme of Mortgage Covered Bonds Issuance (at nominal value) amounted to EUR 500 million and PLN 5,050 million, respectively, as at the end of 2025, which, using the average euro exchange rate announced by the National Bank of Poland as at 31 December 2025, gives a total amount of PLN 7,163 million.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Series 9, 10, 11, 12 and 13 of mortgage covered bonds issued under the International Mortgage Covered Bonds Issuance Programme are traded on the parallel regulated market of the Warsaw Stock Exchange and on the Luxembourg Stock Exchange. Series 14 and 15 are listed on </span><a id="_Hlk219741856"><span>the parallel regulated market of the Warsaw Stock Exchange</span></a><span> and Series 16 on the Luxembourg Stock Exchange. Mortgage covered bonds denominated in EUR are also accepted in repo transactions by the National Bank of Poland and the European Central Bank.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, PKO Bank Hipoteczny SA carried out one issue of Series 15 mortgage covered bonds with a nominal value of PLN 800 million and an issue of Series 16 mortgage covered bonds with a nominal value of EUR 500 million. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, PKO Bank Hipoteczny SA redeemed nine series of EUR-denominated mortgage covered bonds with a total nominal value of EUR 500 million.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Mortgage covered bonds of PKO Bank Hipoteczny SA issued under the International</span><span style="-aw-import:spaces">  </span><span>Mortgage Covered Bonds Issuance Programme outstanding as at 31 December 2025:</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:2.85pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<thead>
					<tr style="height:23.2pt">
						<td style="width:36.95pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-right:4.25pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">Series</span>
							</p>
						</td>
						<td style="width:64.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">Mortgage covered bond number</span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">(ISIN)</span>
							</p>
						</td>
						<td style="width:49.05pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">Issue date</span>
							</p>
						</td>
						<td style="width:47.9pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">Redemption date</span>
							</p>
						</td>
						<td style="width:49.05pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">Series value</span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">(in millions)</span>
							</p>
						</td>
						<td style="width:41.45pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">Currency</span>
							</p>
						</td>
						<td style="width:32.1pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">Coupon</span>
							</p>
						</td>
						<td style="width:30.8pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">Rating of the issue</span>
							</p>
						</td>
						<td style="width:75.9pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:10.5pt">
								<span style="font-size:9pt; font-weight:bold">Listing</span>
							</p>
						</td>
					</tr>
				</thead>
				<tbody>
					<tr style="height:1.8pt">
						<td style="width:36.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">9</span>
							</p>
						</td>
						<td style="width:64.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">XS2583335943</span>
							</p>
						</td>
						<td style="width:49.05pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">09.02.2023</span>
							</p>
						</td>
						<td style="width:47.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">09.02.2026</span>
							</p>
						</td>
						<td style="width:49.05pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">500</span>
							</p>
						</td>
						<td style="width:41.45pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">PLN</span>
							</p>
						</td>
						<td style="width:32.1pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">WIBOR 3M + 0.85%</span>
							</p>
						</td>
						<td style="width:30.8pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">Aa1</span>
							</p>
						</td>
						<td style="width:75.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">LuxSE, WSE parallel regulated market</span><span style="font-size:9pt"> </span>
							</p>
						</td>
					</tr>
					<tr style="height:1.8pt">
						<td style="width:36.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">10</span>
							</p>
						</td>
						<td style="width:64.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">XS2641919639</span>
							</p>
						</td>
						<td style="width:49.05pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">28.06.2023</span>
							</p>
						</td>
						<td style="width:47.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">29.06.2026</span>
							</p>
						</td>
						<td style="width:49.05pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">500</span>
							</p>
						</td>
						<td style="width:41.45pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">PLN</span>
							</p>
						</td>
						<td style="width:32.1pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">WIBOR 3M + 0.78%</span>
							</p>
						</td>
						<td style="width:30.8pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">Aa1</span>
							</p>
						</td>
						<td style="width:75.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">LuxSE, WSE parallel regulated market</span><span style="font-size:9pt"> </span>
							</p>
						</td>
					</tr>
					<tr style="height:1.8pt">
						<td style="width:36.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">11</span>
							</p>
						</td>
						<td style="width:64.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">XS2711876370</span>
							</p>
						</td>
						<td style="width:49.05pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">02.11.2023</span>
							</p>
						</td>
						<td style="width:47.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">02.11.2026</span>
							</p>
						</td>
						<td style="width:49.05pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">750</span>
							</p>
						</td>
						<td style="width:41.45pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">PLN</span>
							</p>
						</td>
						<td style="width:32.1pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">WIBOR 3M + 0.78%</span>
							</p>
						</td>
						<td style="width:30.8pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">Aa1</span>
							</p>
						</td>
						<td style="width:75.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">LuxSE, WSE parallel regulated market</span><span style="font-size:9pt"> </span>
							</p>
						</td>
					</tr>
					<tr style="height:1.8pt">
						<td style="width:36.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">12</span>
							</p>
						</td>
						<td style="width:64.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">XS2787873541</span>
							</p>
						</td>
						<td style="width:49.05pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">22.03.2024</span>
							</p>
						</td>
						<td style="width:47.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">22.03.2028</span>
							</p>
						</td>
						<td style="width:49.05pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">1,000</span>
							</p>
						</td>
						<td style="width:41.45pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">PLN</span>
							</p>
						</td>
						<td style="width:32.1pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">WIBOR 3M + 0.55%</span>
							</p>
						</td>
						<td style="width:30.8pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">Aa1</span>
							</p>
						</td>
						<td style="width:75.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">LuxSE, WSE parallel regulated market</span><span style="font-size:9pt"> </span>
							</p>
						</td>
					</tr>
					<tr style="height:1.8pt">
						<td style="width:36.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">13</span>
							</p>
						</td>
						<td style="width:64.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">XS2854926701</span>
							</p>
						</td>
						<td style="width:49.05pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">05.07.2024</span>
							</p>
						</td>
						<td style="width:47.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">04.07.2028</span>
							</p>
						</td>
						<td style="width:49.05pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">500</span>
							</p>
						</td>
						<td style="width:41.45pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">PLN</span>
							</p>
						</td>
						<td style="width:32.1pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">WIBOR 3M + 0.55%</span>
							</p>
						</td>
						<td style="width:30.8pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">Aa1</span>
							</p>
						</td>
						<td style="width:75.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">LuxSE, WSE parallel regulated market</span><span style="font-size:9pt"> </span>
							</p>
						</td>
					</tr>
					<tr style="height:1.8pt">
						<td style="width:36.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">14</span>
							</p>
						</td>
						<td style="width:64.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">PLL219200028</span>
							</p>
						</td>
						<td style="width:49.05pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">24.10.2024</span>
							</p>
						</td>
						<td style="width:47.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">24.10.2028</span>
							</p>
						</td>
						<td style="width:49.05pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">1000</span>
							</p>
						</td>
						<td style="width:41.45pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">PLN</span>
							</p>
						</td>
						<td style="width:32.1pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">WIBOR 3M + 0.70%</span>
							</p>
						</td>
						<td style="width:30.8pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">Aa1</span>
							</p>
						</td>
						<td style="width:75.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">WSE parallel regulated market</span><span style="font-size:9pt"> </span>
							</p>
						</td>
					</tr>
					<tr style="height:1.8pt">
						<td style="width:36.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">15</span>
							</p>
						</td>
						<td style="width:64.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">PLL219200036</span>
							</p>
						</td>
						<td style="width:49.05pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">27.02.2025</span>
							</p>
						</td>
						<td style="width:47.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">27.02.2029</span>
							</p>
						</td>
						<td style="width:49.05pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">800</span>
							</p>
						</td>
						<td style="width:41.45pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">PLN</span>
							</p>
						</td>
						<td style="width:32.1pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">WIBOR 3M + 0.80% </span>
							</p>
						</td>
						<td style="width:30.8pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">Aa1 </span>
							</p>
						</td>
						<td style="width:75.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">WSE parallel regulated market</span><span style="font-size:9pt"> </span>
							</p>
						</td>
					</tr>
					<tr style="height:1.8pt">
						<td style="width:36.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">16</span>
							</p>
						</td>
						<td style="width:64.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">XS3097942141</span>
							</p>
						</td>
						<td style="width:49.05pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">25.06.2025</span>
							</p>
						</td>
						<td style="width:47.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">12.06.2029</span>
							</p>
						</td>
						<td style="width:49.05pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">500</span>
							</p>
						</td>
						<td style="width:41.45pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">EUR</span>
							</p>
						</td>
						<td style="width:32.1pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">2.50%</span>
							</p>
						</td>
						<td style="width:30.8pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">Aa1</span>
							</p>
						</td>
						<td style="width:75.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:top; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:10.5pt">
								<span style="font-size:9pt">LuxSE</span>
							</p>
						</td>
					</tr>
				</tbody>
			</table>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The funds raised from the issues of mortgage covered bonds have been used by PKO Bank Hipoteczny SA to grant residential loans and to purchase mortgage loan receivables from PKO Bank Polski SA.</span>
			</p>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<a id="_Hlk158393632"><span style="font-weight:bold; font-variant:small-caps; color:#00468c">Premium Label</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="-aw-bookmark-end:_Hlk158393632"></span><span>Pursuant to Article 7d of the Polish Mortgage Covered Bonds and Mortgage Banks Act of 29 August 1997, mortgage covered bonds may be labelled as European Covered Bonds or European Covered Bonds (premium). Mortgage covered bonds of PKO Bank Hipoteczny SA are labelled as European Mortgage Bonds (premium). The “premium” label allows easy and unequivocal identification of whether the mortgage covered bonds meet the requirements of Article 129 of the CRR, which is to facilitate assessment of their quality by investors and therefore increase their attractiveness as an investment instrument both in the EU and in other countries. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The list of mortgage covered bonds issues which include mortgage covered bonds labelled as European Mortgage Bonds or European Mortgage Bonds (premium) is available on the PFSA website:</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<a href="https://www.knf.gov.pl/podmioty/Podmioty_sektora_bankowego/Banki_hipoteczne" style="text-decoration:none"><span style="text-decoration:underline; color:#00468c">https://www.knf.gov.pl/podmioty/Podmioty_sektora_bankowego/Banki_hipoteczne</span></a>
			</p>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">The Covered Bond Label</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>On 6 February 2018, PKO Bank Hipoteczny SA as the first issuer of mortgage covered bonds from Poland joined The Covered Bond Label. The Covered Bond Label is a quality certificate, whose purpose is to build awareness of the safety and high quality of assets such as mortgage covered bonds among investors.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank’s details on the website of The Covered Bond Label are available at: </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<a href="https://coveredbondlabel.com/issuer/132-pko-bank-hipoteczny-spolka-akcyjna" style="text-decoration:none"><span style="text-decoration:underline; color:#00468c">https://coveredbondlabel.com/issuer/132-pko-bank-hipoteczny-spolka-akcyjna</span></a>
			</p>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Energy Efficient Mortgage Label </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>The Energy Efficient Mortgage Label was created by the European Mortgage Federation – European Bond Council (EMF-ECBC) as a clear and transparent quality label for consumers, lenders and investors, aimed at identifying energy-efficient residential mortgage loans. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>PKO Bank Hipoteczny SA was the first Polish bank to join the Energy Efficient Mortgage Label in 2021. This initiative is aimed at supporting the Green Deal and climate neutrality by 2050, by adapting the product portfolio to regulatory changes such as the new EU taxonomy.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank’s details on the website of Energy Efficient Mortgage Label are available at: </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<a href="https://www.energy-efficient-mortgage-label.org/issuers/directory" style="text-decoration:none"><span style="text-decoration:underline; color:#00468c">https://www.energy-efficient-mortgage-label.org/issuers/directory</span></a>
			</p>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Green Covered Bonds</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2019, PKO Bank Hipoteczny SA published the Green Covered Bond Framework (GCBF) for the first time. In June 2022 the GCBF was updated by the Bank in connection with the planned issue of Green Covered Bonds. The GCBF specifies, among other things, the principles for selecting assets to secure the Green Covered Bond issues. Green issues by PKO Bank Hipoteczny SA are secured with mortgages that meet the highest energy efficiency and CO2 emissions standards.</span><span style="-aw-import:spaces">  </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>On 27 August 2024, in order to standardize the framework for the issuance of green debt instruments for PKO Bank Polski SA Group companies, PKO Bank Hipoteczny adopted the PKO Bank Polski SA Group Green Bond Framework. The Green Bond Framework is a framework document containing the principles of green and sustainable financing in the PKO BP Group. It was developed on the basis of International Capital Market Association’s (ICMA’s) Green Bond Principles from 2021. The document defines the objectives of green financing and the types of investments for which funds obtained from green issues can be used and indicates the distribution of tasks related to its topic.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The proceeds from Green Covered Bonds are used exclusively to provide full or partial funding or refunding of new and/or existing projects which have been classified as green assets. Such bonds satisfy the criteria set by the International Capital Market Association (ICMA), which are known as Green Bond Principles (GBP). The GBP are a set of guidelines concerning the purpose of funding, assessment and selection of assets, managing the proceeds from the issue and reporting the allocation of funds.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In June 2019 and then in June 2022, PKO Bank Hipoteczny SA obtained a second party opinion for its Green Covered Bond Framework from Sustainalytics, a specialized and certified international institution. PKO Bank Hipoteczny SA’s Green Covered Bonds are certified by the Climate Bond Initiative (CBI) - the last post-issue certification took place in May 2023. The CBI certificate is awarded to bonds and mortgage covered bonds that meet the highest standards in terms of positive environmental impact.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>At least once a year, the Bank publishes a report on the allocation and impact of the issues of the Green Covered Bonds on the environment. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>For more detailed information concerning Green Covered Bonds issued by the Bank, please visit:</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<a href="https://www.pkobh.pl/listy-zastawne/zielone-listy-zastawne/" style="text-decoration:none"><span style="text-decoration:underline; color:#00468c">https://www.pkobh.pl/listy-zastawne/zielone-listy-zastawne/</span></a>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'4 5'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">4.5.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126648"><span style="font-variant:small-caps; color:#00468c">Financial market operations</span></a>
			</h2>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO Bank Hipoteczny SA executes treasury transactions on the wholesale financial market. The purpose of the transactions is to manage liquidity (over short-, mid- and long-term time horizons) and the Bank’s foreign-currency position. Additionally, the Mortgage Covered Bonds and Mortgage Banks Act imposes an obligation on PKO Bank Hipoteczny SA to mitigate the risk caused by fluctuations in exchange rates.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>For the purpose of funding the granting of residential loans and the purchase of receivables for residential loans granted by PKO Bank Polski SA, PKO Bank Hipoteczny SA issues mortgage covered bonds and unsecured bonds, utilizes credit lines and assumes liabilities for purchased receivables. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In the Management Board’s opinion, as at 31 December 2025, there were no indications of a risk of late payment of the liabilities incurred by the Bank. As at 31 December 2025, the Bank complied with all internal and regulatory liquidity limits. Details of the levels of the Bank’s liquidity limits are provided in Note 47 “Liquidity risk management” to the financial statements of PKO Bank Hipoteczny SA for the year ended 31 December 2025. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>For the purpose of hedging interest rate risk and foreign exchange risk of</span><span style="-aw-import:spaces">  </span><span>the issue of EUR-denominated mortgage covered bonds, PKO Bank Hipoteczny SA entered into Cross-Currency Interest Rate Swap (CIRS) transactions, under which the Bank pays a coupon in PLN based on a variable interest rate, and receives a coupon based on a fixed interest rate for EUR. If PKO Bank Hipoteczny SA is declared bankrupt by the court, the CIRS transactions will be automatically extended by 12 months on the terms and conditions set on the transaction date. Additionally, the Bank has executed a series of FX-Forward contracts, which hedge currency exposures with maturities on the payment dates of the coupons for the EUR-denominated mortgage covered bonds.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>As far as the issue of fixed-interest rate mortgage covered bonds in PLN is concerned, PKO Bank Hipoteczny SA entered into IRS transactions under which it pays a coupon based on a variable PLN rate, and receives a coupon based on a fixed PLN rate. </span>
			</p>
			<h2 style="margin-top:18pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'4 6'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="color:#00468c">4.6.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126649"><span style="font-variant:small-caps; color:#00468c">Bonds – Bond Issue Programme Agreement concluded with PKO Bank Polski</span><span style="font-variant:small-caps; color:#00468c"> </span><span style="font-variant:small-caps; color:#00468c">SA</span></a><span style="font-variant:small-caps; color:#00468c"> </span>
			</h2>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>On 30 September 2015, PKO Bank Hipoteczny SA concluded an Own Bonds Issue Programme Agreement with PKO Bank Polski SA, based on which zero coupon bonds, variable coupon bonds and fixed coupon bonds with maximum tenors up to 36 months may be issued. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>In 2025, by Bank issued bonds with a total nominal value of PLN 5,549 million under this Programme. At the same time, the Bank redeemed bonds with a total nominal value of PLN</span><span> </span><span>5,350.0 million. The balance of bonds issued under the Programme was PLN 2,959.5 million as at 31 December 2025. The Bank intends to continue raising funds under this Programme.</span>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:16pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:'%0.'; -aw-list-number-styles:'decimal'; -aw-list-number-values:'5'; -aw-list-padding-sml:37.26pt">
				<span style="-aw-import:ignore"><span style="color:#004c8c">5.</span><span style="width:37.26pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                          </span></span><a id="_Toc94110469"></a><a id="_Toc127448545"></a><a id="_Toc127453825"></a><a id="_Toc127518278"></a><a id="_Toc127518359"></a><a id="_Toc127526085"></a><a id="_Toc127533282"></a><a id="_Toc127540772"></a><a id="_Toc127542541"></a><a id="_Toc127885697"></a><a id="_Toc127448546"></a><a id="_Toc127453826"></a><a id="_Toc127518279"></a><a id="_Toc127518360"></a><a id="_Toc127526086"></a><a id="_Toc127533283"></a><a id="_Toc127540773"></a><a id="_Toc127542542"></a><a id="_Toc127885698"></a><a id="_Toc95397593"></a><a id="_Toc95397594"></a><a id="_Toc95397595"></a><a id="_Toc94110471"></a><a id="_Toc94110472"></a><a id="_Toc94110473"></a><a id="_Toc94110474"></a><a id="_Toc94110475"></a><a id="_Toc224126650"><span style="-aw-bookmark-end:_Toc94110469"></span><span style="-aw-bookmark-end:_Toc127448545"></span><span style="-aw-bookmark-end:_Toc127453825"></span><span style="-aw-bookmark-end:_Toc127518278"></span><span style="-aw-bookmark-end:_Toc127518359"></span><span style="-aw-bookmark-end:_Toc127526085"></span><span style="-aw-bookmark-end:_Toc127533282"></span><span style="-aw-bookmark-end:_Toc127540772"></span><span style="-aw-bookmark-end:_Toc127542541"></span><span style="-aw-bookmark-end:_Toc127885697"></span><span style="-aw-bookmark-end:_Toc127448546"></span><span style="-aw-bookmark-end:_Toc127453826"></span><span style="-aw-bookmark-end:_Toc127518279"></span><span style="-aw-bookmark-end:_Toc127518360"></span><span style="-aw-bookmark-end:_Toc127526086"></span><span style="-aw-bookmark-end:_Toc127533283"></span><span style="-aw-bookmark-end:_Toc127540773"></span><span style="-aw-bookmark-end:_Toc127542542"></span><span style="-aw-bookmark-end:_Toc127885698"></span><span style="-aw-bookmark-end:_Toc95397593"></span><span style="-aw-bookmark-end:_Toc95397594"></span><span style="-aw-bookmark-end:_Toc95397595"></span><span style="-aw-bookmark-end:_Toc94110471"></span><span style="-aw-bookmark-end:_Toc94110472"></span><span style="-aw-bookmark-end:_Toc94110473"></span><span style="-aw-bookmark-end:_Toc94110474"></span><span style="-aw-bookmark-end:_Toc94110475"></span><span style="font-variant:small-caps; color:#00468c">Internal Operating Conditions</span></a><span style="font-variant:small-caps; color:#00468c"> </span>
			</h2>
			<div style="margin-right:3.75pt; border:0.75pt solid #000000; -aw-border:0.5pt single; clear:both">
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-top:1pt; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Lending process and cooperation with PKO Bank Polski SA</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Internal governance</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Management of conflicts of interest</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Internal control system</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Risk management</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Measurement of residential mortgage loan collaterals</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Cover Pool for Mortgage Covered Bonds</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Cover Pool Monitor</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; padding-bottom:4pt; font-size:9pt">
					<span>Statutory limits</span>
				</p>
			</div>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'5 1'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">5.1.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc62225312"></a><a id="_Toc62225313"></a><a id="_Toc62225314"></a><a id="_Toc224126651"><span style="-aw-bookmark-end:_Toc62225312"></span><span style="-aw-bookmark-end:_Toc62225313"></span><span style="-aw-bookmark-end:_Toc62225314"></span><span style="font-variant:small-caps; color:#00468c">Lending process and cooperation with PKO Bank Polski SA</span></a>
			</h2>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<a id="_Toc110511688"><span>PKO Bank Hipoteczny SA purchases residential mortgage loans for its portfolio as part of its strategic cooperation with PKO Bank Polski SA. The banks work together under two models:</span></a>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>the agency model; </span>
			</p>
			<p style="margin:0pt 1.4pt 6pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>the pooling model.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Cooperation with PKO Bank Polski SA is governed in detail by an outsourcing agreement concluded on 16 January 2015. The agreement governs the scope of the cooperation and describes in detail the method of performing the outsourced functions, first and foremost in the area of offering and administering residential loans and performing support functions for PKO Bank Hipoteczny SA. Additionally, PKO Bank Polski SA committed in the agreement to properly perform the functions entrusted to it, as well as to perform reporting and controlling activities for PKO Bank Hipoteczny SA. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>On 17 November 2015, a Receivables Sale Framework Agreement was signed with PKO Bank Polski SA. On the basis thereof, the Bank has been acquiring portfolios of receivables in respect of residential mortgage loans from PKO Bank Polski SA since December 2015.</span>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'5 2'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">5.2.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126652"><span style="font-variant:small-caps; color:#00468c">Internal governance</span><span style="-aw-bookmark-end:_Toc110511688"></span></a><span style="font-variant:small-caps; color:#00468c"> </span>
			</h2>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>An effective and transparent internal governance system is operative in the Bank, as specified in PKO Bank Hipoteczny SA’s Articles of Association and the adopted internal regulations, which comprises, in particular:</span>
			</p>
			<p style="margin:0pt 8.5pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>the Bank’s management system;</span>
			</p>
			<p style="margin:0pt 8.5pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>the Bank’s organization; and </span>
			</p>
			<p style="margin:0pt 8.5pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>operating principles, rights, duties and responsibilities, and mutual relationships between the Bank’s particular authorities and organizational units, including the Supervisory Board, Management Board and key employees. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The key elements of internal governance, its goals and relationships between them, and the basic principles of the Bank’s organization are defined in the Bank’s Management Strategy.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank’s Management System covers all the aspects of the Bank’s functioning, and in particular strategic planning and managing of the Bank’s strategy, the internal control system, the risk management system, ethical principles, whistleblowing procedures for anonymous notification of violations of the law and the ethical procedures and standards binding in the Bank, capital adequacy, the manner of shaping products, managing human resources and the remuneration policy.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank conducts its activities in a responsible manner, taking into consideration the principles of internal governance, guided by the need to maintain the highest diligence, professionalism and ethics. The Bank discharges its duties under the binding legal regulations, complies with the requirements for regulated institutions imposed by the Polish Financial Supervision Authority in the form of recommendations and good practices for the banking sector, the Corporate Governance Framework for supervised institutions, and guidelines specified by the European Banking Authority to be adopted pursuant to the supervisory practice in the Member States in the scope relating to the Bank’s operations and the adopted business model, in consideration of the scale, specificity and nature of the Bank’s operations. The above rules support the Bank in its endeavours to reinforce operating transparency and maintain safety of its operations.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank’s Management Board is responsible for designing, implementing, and ensuring the compliance with and the proper functioning of the internal governance, taking into account all of its components. The Bank’s Management Board regularly informs the Bank’s Supervisory Board of the state of implementation of the Bank’s management strategy and its risk management strategy, and of the most important related issues; if necessary, it also immediately notifies of events and circumstances material for the assessment of the Bank’s position and its management.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank’s Supervisory Board oversees the implementation and functioning of the internal governance and assesses its adequacy and effectiveness. The assessment takes into account primarily all the elements of the internal governance and potential material changes in internal and, if arising, external factors which may have an impact on the Bank’s operations</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<a id="_Hlk158733233"><span>Pursuant to Recommendation Z of the PFSA, the Bank’s Management Board analysed the results of the periodical reviews and evaluations of particular areas comprising the internal governance system functioning in the Bank with respect to the year 2025. Internal governance was assessed based on a set of periodic reports produced as part of the Bank’s management information system. The results of the analysis were summarized in the “Report on the assessment of the functioning of internal governance in PKO Bank Hipoteczny SA for the year 2025”. No deficiencies or non-compliance with the legal regulations and regulatory requirements were identified with respect to the Bank’s internal governance. Particular assessments of the internal governance components indicate the adequate and effective application of internal governance principles, which allows the Management Board to recommend a positive opinion on the assessment of the Bank’s internal governance to the Supervisory Board. </span></a>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="-aw-bookmark-end:_Hlk158733233"></span><span>Taking into account the recommendation of the Management Board and the results of periodical reviews and evaluations of particular fields comprising the Bank’s internal governance disclosed in the comprehensive “Report on the assessment of the functioning of internal governance in PKO Bank Hipoteczny SA for the year 2025”, the Supervisory Board has assessed the internal governance implemented in the Bank as satisfactory, which means that it is adequate to the business model adopted by the Bank and functions effectively with respect to its particular components.</span>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:12pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'5 3'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-size:11pt; font-variant:small-caps; color:#00468c">5.3.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126653"><span style="font-variant:small-caps; color:#365f91">Management of conflicts of interest</span></a>
			</h2>
			<p style="margin-top:6pt; margin-right:3.4pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank has the “Policies for managing conflicts of interests in PKO Bank Hipoteczny SA” adopted by the Management Board and approved by the Supervisory Board. </span>
			</p>
			<p style="margin-top:6pt; margin-right:3.4pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The objective of managing conflicts of interest at the Bank is to ensure that all customers, the Bank related parties, suppliers and bidders are treated professionally, fairly and honestly. </span>
			</p>
			<p style="margin-top:6pt; margin-right:3.4pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank manages conflicts of interest by preventing situations that may give rise to conflicts of interest, taking steps to identify, disclose and control conflicts of interest and to eliminate or limit their negative impact on the Bank’s functioning and its relations with clients and other entities. </span>
			</p>
			<p style="margin-top:6pt; margin-right:3.4pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Given the scope and the specific nature of its operations as a mortgage bank, the Bank identifies potential situations of conflicts of interest which may arise in the relationship between: </span>
			</p>
			<p style="margin-top:2pt; margin-left:18pt; margin-bottom:2pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>the Bank or its related entity and a Bank’s customer; </span>
			</p>
			<p style="margin-top:2pt; margin-left:18pt; margin-bottom:2pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>a related entity and the Bank; </span>
			</p>
			<p style="margin-top:2pt; margin-left:18pt; margin-bottom:2pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>the Bank or its related entity and a supplier or bidder or their related parties; </span>
			</p>
			<p style="margin-top:2pt; margin-left:18pt; margin-bottom:2pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>the Bank and its Parent Company. </span>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'5 4'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">5.4.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126654"><span style="font-variant:small-caps; color:#00468c">Internal control system</span></a><span style="font-variant:small-caps; color:#00468c"> </span>
			</h2>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>The Bank has an internal control system which is part of the Bank’s management system.</span><span style="-aw-import:spaces">  </span><br></br><span>The Bank’s Management Board is responsible for the design, implementation and operation of an adequate and effective internal control system. The Supervisory Board supervises and evaluates the implementation and functioning of an adequate and effective internal control system, including the control function, the compliance function and the internal audit function. The internal control system is assessed on the basis of specific criteria, taking into account information provided by the Bank’s Management Board, the Audit and Finance Committee of the Supervisory Board, the compliance function and the internal audit function, as well as findings made by the auditor and arising from supervisory activities of authorized institutions and other information and documents relevant to the adequacy and effectiveness of the internal control system. The Bank’s Supervisory Board is supported in this respect by the Audit and Finance Committee of the Supervisory Board, which is responsible in particular for monitoring the effectiveness of the internal control system.</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>The purpose of the internal control system is to ensure:</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>effectiveness of the Bank’s operations;</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>reliability and accuracy of financial reporting, administrative and accounting procedures, and reliable internal and external reporting; </span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>compliance with the risk management policy;</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:8pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>compliance of the Bank’s operations with the generally applicable laws, internal regulations and market standards adopted by the Bank, taking into account regulatory recommendations.</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span style="text-decoration:underline">The internal control and risk management system at the Bank is organized at three independent levels</span><span>:</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>1. the first level consists of organizational structures that perform operational tasks that generate risks, which operate under the Bank’s internal regulations;</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>2. the second level includes the activities of:</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>the compliance unit;</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:8pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>specialized organizational structures of the Bank responsible for the identification, measurement, control, monitoring and reporting of the various risks, as well as the threats and irregularities identified, in order to ensure that the activities carried out at the first level are properly designed and that the second level structures effectively manage the risks and support the efficiency of the Bank’s activities.</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>3. the third level is the internal audit unit which carries out independent audits of particular components of the Bank’s management system, including the risk management system and the internal control system. Internal audit operates separately from the first and second levels.</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span style="text-decoration:underline">The Bank’s internal control system</span><span> includes:</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>1) the control function,</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>2) the compliance unit - the Compliance Team (ZZ),</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>3) the internal audit function - the Bureau of Internal Audit (BAW).</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>The control function is designed to ensure compliance with controls relating, in particular, to risk management; this function covers all of the Bank’s business units which are responsible for carrying out the tasks assigned to this function;</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span style="text-decoration:underline">The control function consists of:</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>control mechanisms;</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>independent monitoring of compliance with controls;</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:8pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>reporting as part of the control function. </span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>On the basis of criteria approved by the Bank’s Management Board, the Bank identifies processes that are material to the achievement of the objectives of the Bank’s internal control system and business objectives, and ensures that periodic reviews of the processes operating in the Bank are carried out in terms of their materiality. The list of essential processes and their relationship to the objectives of the internal control system is set out in a resolution of the Management Board.</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>Control mechanisms are built into the Bank’s processes and the systems or applications that support them. The control mechanisms are aligned with the objectives of the internal control system linked to the processes operating in the Bank, the complexity of the processes, the risk of irregularities and the scale and nature of the Bank’s activities, taking into account the resources available to the Bank. Compliance with these control mechanisms is subject to independent monitoring at all levels of the internal control system.</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>Independent monitoring of compliance with controls at the aforementioned levels is carried out as:</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>horizontal - monitoring compliance with controls implemented within a given level;</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:8pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>vertical - monitoring of compliance of the second level with first-level controls.</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>The organizational units are responsible for carrying out specific tasks relating to horizontal or vertical monitoring, to the extent resulting from their tasks and competences. Independent monitoring includes ongoing verification or testing of controls.</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>The compliance unit (ZZ) is an organizationally separate, independent unit that plays a key role in ensuring compliance and managing the risk of non-compliance, understood as the risk of legal sanctions, financial losses, or loss of reputation as a result of the Bank, its employees, or entities acting on its behalf failing to comply with generally applicable laws, the Bank’s internal regulations, and market standards adopted by the Bank, taking into account supervisory recommendations.</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>The purpose of the compliance unit is to develop solutions that enable ensuring compliance and compliance risk management, and to identify, assess, control, monitor and report these risks within the Bank.</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>Internal audit (BAW) is an independent and objective assurance and advisory activity, consisting of a systematic and orderly evaluation of the various areas of the Bank’s operations and the identification of possible areas of action to support the Bank in achieving its strategic business goals. </span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span style="text-decoration:underline">The purpose of the audit function is</span><span>:</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>as part of the assurance activity, to assess the adequacy and effectiveness of the risk management system and the internal control system within the first and second level of the internal control system, taking into account the adequacy and effectiveness of the risk control and control mechanisms selected for audit;</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:8pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>as part of its advisory activities - to add value and improve processes at the Bank.</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>The Bank has mechanisms in place to ensure the independence of the compliance function and the internal audit function which include, in particular:</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>approval by the Management Board and Supervisory Board of the Audit Charter and the Compliance Risk Management Principles;</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>the compliance function reporting directly to the President of the Management Board;</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>functional subordination of the internal audit function to the Audit and Finance Committee of the Supervisory Board and organizational subordination to the President of the Management Board;</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>the internal audit function, which represents the third level of the internal control, not being subject to independent monitoring by the Bank’s organizational units of the second level of internal control;</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>ensuring that the managers of the above-mentioned units have direct contact with the members of the Management Board and Supervisory Board;</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>ensuring that the managers of ZZ and BAW participate in meetings of the Management Board and Supervisory Board, and of the Audit and Finance Committee of the Supervisory Board when issues relating to the internal control system or risk management are discussed;</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>appointing and dismissing (after a prior hearing) of the head of the internal audit and compliance function requires the approval of the Supervisory Board, informing the PFSA of changes in the positions of the heads of the aforementioned functions with an indication of the reason for the change;</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>approving the amount of remuneration for the manager of the internal audit function and the compliance function by the Supervisory Board;</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>ensuring that staff in the said units have access to all necessary information (including confidential and sensitive information) to the extent that they deem necessary for the performance of their tasks;</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>non-participation of the employees of the above-mentioned units in the execution of day-to-day business tasks;</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>ensuring that arrangements are in place to control the remuneration of the staff in the above-mentioned units, guaranteeing that they carry out their tasks independently and objectively, and enabling the recruitment of suitably qualified, experienced and skilled people;</span>
			</p>
			<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-indent:-18pt; text-align:justify; line-height:108%; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>protecting employees in the above-mentioned units against unjustified termination of employment.</span>
			</p>
			<p style="margin:3pt 8.45pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:13.28pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol; font-size:8pt">•</span><span style="width:13.28pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>Information on irregularities, the results of evaluations and other relevant issues identified by the various components of the internal control system are presented in periodic reports intended for the Management Board, the Audit and Finance Committee of the Supervisory Board, the Risk Committee of the Supervisory Board and the Supervisory Board. </span>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'5 5'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">5.5.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126655"><span style="font-variant:small-caps; color:#00468c">Risk management</span></a>
			</h2>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The risk management process is a key process in PKO Bank Hipoteczny SA. Its purpose is to ensure the Bank’s financial stability, protect the values and safety of the mortgage covered bonds issued and to ensure that the funds derived from the issue of mortgage covered bonds and bonds and the Bank’s other funding sources are secure by striving to maintain the risk level within the adopted tolerance level. The risk management system is also intended to ensure that the information on risks is appropriate and as comprehensive as possible when making decisions, and to effectively embed risk management in the Bank’s organizational culture. The assumed level of risk is an important element of the planning and decision-making processes.</span>
			</p>
			<p style="margin-top:6pt; margin-bottom:6pt; line-height:110%; font-size:10pt">
				<span>Risk management in the Bank is based, in particular, on the following principles:</span>
			</p>
			<p style="margin:3pt 8.45pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:13.28pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol; font-size:8pt">•</span><span style="width:13.28pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>the Bank manages all identified risks associated with its operations;</span>
			</p>
			<p style="margin:3pt 8.45pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:13.28pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol; font-size:8pt">•</span><span style="width:13.28pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>the process of risk management is adequate to the scale of the Bank’s operations and to the materiality, scale and complexity of a given risk; </span>
			</p>
			<p style="margin:3pt 8.45pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:13.28pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol; font-size:8pt">•</span><span style="width:13.28pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>the risk management process supports the execution of the Bank’s management strategy in compliance with the risk management strategy, in particular with respect to the risk tolerance level;</span>
			</p>
			<p style="margin:3pt 8.45pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:13.28pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol; font-size:8pt">•</span><span style="width:13.28pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>the process of risk management is continuously updated for new risk factors and sources;</span>
			</p>
			<p style="margin:3pt 8.45pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:13.28pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol; font-size:8pt">•</span><span style="width:13.28pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>the risk management methods and the risk measurement systems are adjusted to the scale and complexity of the Bank’s operations and to the nature and magnitude of the risks to which the Bank is exposed; </span>
			</p>
			<p style="margin:3pt 8.45pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:13.28pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol; font-size:8pt">•</span><span style="width:13.28pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>the risk management methods are periodically reviewed and validated;</span>
			</p>
			<p style="margin:3pt 8.45pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:13.28pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol; font-size:8pt">•</span><span style="width:13.28pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>risk management is integrated with planning and controlling processes;</span>
			</p>
			<p style="margin:3pt 8.45pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:13.28pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol; font-size:8pt">•</span><span style="width:13.28pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>the risk level is regularly monitored and compared against the system of limits that apply in the Bank, and the Bank’s management receives regular information on the risk level;</span>
			</p>
			<p style="margin:3pt 8.45pt 6pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:13.28pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol; font-size:8pt">•</span><span style="width:13.28pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>the risk management process is consistent with the risk management principles of the PKO Bank Polski SA Group. </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO Bank Hipoteczny SA identifies and manages the following types of risk:</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:496.15pt; -aw-border-insideh:0.5pt single #e4202c; border-collapse:collapse">
				<tr>
					<td style="width:115.1pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Material risks</span>
						</p>
					</td>
					<td style="width:359.45pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:9pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.69pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>Credit risk</span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:9pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.69pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>Liquidity risk, including funding risk</span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:9pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.69pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>Interest rate risk</span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:9pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.69pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>Model risk</span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:9pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.69pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>Business risk, including macroeconomic risk</span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:9pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.69pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>Operational risk</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:115.1pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Monitored risks</span>
						</p>
					</td>
					<td style="width:359.45pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:9pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.69pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>Concentration risk </span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:9pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.69pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>Residual risk</span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:9pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.69pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>Foreign exchange risk</span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:9pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.69pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>Compliance risk</span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:9pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.69pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>Reputation risk</span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:9pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.69pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">         </span></span><span>Capital adequacy risk, including excessive leverage risk</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>While determining the criteria for considering certain risks to be material, the impact of such risk on the Bank’s activities is taken into account, and three levels of risk are distinguished:</span>
			</p>
			<p style="margin:3pt 8.55pt 3pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>material risks - which are subject to active management;</span>
			</p>
			<p style="margin:3pt 8.55pt 3pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>monitored risks - which are monitored for materiality;</span>
			</p>
			<p style="margin:3pt 8.55pt 3pt 18pt; text-indent:-18pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>other risks which have not been identified in the Bank’s operations (immaterial and unmonitored).</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>For monitored risks, PKO Bank Hipoteczny SA periodically monitors whether they should be designated as material. The Bank has defined materiality criteria which, when exceeded, result in the risk being recognized as material. </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In its Risk Management Strategy, the Bank set out a number of strategic limits which define the tolerance for different risks. The Bank monitors these limits on an ongoing basis. None of the limits were exceeded in 2025.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>A detailed description of the Bank’s risk management objectives and methods is provided in the financial statements of PKO Bank Hipoteczny SA for the year ended 31 December 2025, in the chapter “Objectives and principles of risk management”. These financial statements also provide important information on the level of financial risk in the Bank’s operations, together with the methods of hedging significant types of planned transactions for which hedge accounting is applied.</span>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'5 6'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">5.6.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc188973123"></a><a id="_Toc188973275"></a><a id="_Toc188973798"></a><a id="_Toc188973128"></a><a id="_Toc188973280"></a><a id="_Toc188973803"></a><a id="_Toc95397600"></a><a id="_Toc95397601"></a><a id="_Toc224126656"><span style="-aw-bookmark-end:_Toc188973123"></span><span style="-aw-bookmark-end:_Toc188973275"></span><span style="-aw-bookmark-end:_Toc188973798"></span><span style="-aw-bookmark-end:_Toc188973128"></span><span style="-aw-bookmark-end:_Toc188973280"></span><span style="-aw-bookmark-end:_Toc188973803"></span><span style="-aw-bookmark-end:_Toc95397600"></span><span style="-aw-bookmark-end:_Toc95397601"></span><span style="font-variant:small-caps; color:#00468c">Measurement of residential loan collaterals</span></a>
			</h2>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO Bank Hipoteczny SA’s policy concerning loan collaterals and their measurement is based on the provisions of the following legal acts: </span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>the Polish Mortgage Covered Bonds and Mortgage Banks Act; </span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>the Land and Mortgage Registers and Mortgage Act;</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>the Banking Law. </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Additionally, the question of loan collaterals is addressed by: </span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>the recommendations of the PFSA, including Recommendations F, S and J;</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>the Bank’s internal regulations. </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank has in place and applies the Rules for Setting the MLV of Real Estate, approved by the PFSA. The Rules take into account the provisions of Recommendation F concerning the basic criteria applied by the Polish Financial Supervision Authority in approving rules for setting the mortgage lending value of real estate issued by mortgage banks. </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The MLV of real estate is the value determined by a mortgage bank which, in the Bank’s opinion, reflects the level of risk associated with the real estate as the loan collateral. The MLV is used to determine the maximum amount of a loan that can be secured by a mortgage on given real estate, and to decide whether a receivable secured by particular real estate can be purchased by the Bank. The mortgage lending value of real estate is determined prudently, taking into consideration long-term parameters.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO Bank Hipoteczny SA determines the MLV on the basis of expert valuations of the mortgage lending value of real estate. Such valuations are prepared with due diligence and prudence. They take into account only those real estate characteristics and expenditures necessary for its construction which will be of a permanent nature and which any real estate holder will be able to obtain assuming rational exploitation. An expert opinion, prepared as at a specific date, documents assumptions and parameters underlying the analysis, the process of determining the MLV and the resulting MLV proposal. The expert valuation takes into account analyses and forecasts concerning specific parameters for a given real estate which affect the evaluation of credit risk, as well as factors of a general nature, e.g. population growth, the unemployment rate and urban development planning.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The process of determining the MLV is carried out in the Bank by a dedicated team of experts in property valuation.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In the agency model, the process of setting the mortgage lending value of real estate comprises three stages:</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:484.75pt; -aw-border-insideh:0.5pt single #e4202c; border-collapse:collapse">
				<tr style="height:39.7pt">
					<td style="width:159.3pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Preparation of the MLV expert opinion</span>
						</p>
					</td>
					<td style="width:303.85pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:9pt">
							<span>Property appraiser with appropriate experience and the ability to estimate banking risk in connection with securing residential mortgage loans, or a dedicated organizational unit of the Bank - the Collateral Valuation Team, based on a report from the inspection of the real estate prepared by a property appraiser</span>
						</p>
					</td>
				</tr>
				<tr style="height:39.7pt">
					<td style="width:159.3pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Verification of the MLV opinion</span>
						</p>
					</td>
					<td style="width:303.85pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:9pt">
							<span>PKO Bank Polski SA under the Outsourcing Agreement, or a dedicated business unit of the Bank: the Collateral Valuation Team</span>
						</p>
					</td>
				</tr>
				<tr style="height:39.7pt">
					<td style="width:159.3pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Determining the mortgage lending value of the real estate</span>
						</p>
					</td>
					<td style="width:303.85pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:9pt">
							<span>A dedicated organizational unit of the Bank: the Collateral Valuation Team </span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:12pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In the case of the purchase of a receivable, the process of setting the mortgage lending value of real estate comprises four stages:</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:484.75pt; -aw-border-insideh:0.5pt single #e4202c; border-collapse:collapse">
				<tr>
					<td style="width:159.3pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Confirmation of the real estate’s legal status</span>
						</p>
					</td>
					<td style="width:303.85pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:9pt">
							<span>PKO Bank Polski SA, under the outsourcing agreement</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:159.3pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Preparation of a report from the inspection of the real estate, including market research</span>
						</p>
					</td>
					<td style="width:303.85pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:9pt">
							<span>Appraiser with appropriate experience and the ability to estimate banking risk in the area of securing residential mortgage loans</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:159.3pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Preparation of the MLV expert opinion</span>
						</p>
					</td>
					<td style="width:303.85pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:9pt">
							<span>A dedicated organizational unit of the Bank: the Collateral Valuation Team </span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:159.3pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Determining the mortgage lending value of the real estate</span>
						</p>
					</td>
					<td style="width:303.85pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:9pt">
							<span>A dedicated organizational unit of the Bank: the Collateral Valuation Team </span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The processes of preparing an MLV expert opinion and setting the mortgage lending value of real estate described above are executed by two independent individuals.</span>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'5 7'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">5.7.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126657"><span style="font-variant:small-caps; color:#00468c">Cover Pool for Mortgage Covered Bonds</span></a>
			</h2>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO Bank Hipoteczny SA maintains a cover pool for its mortgage covered bonds. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:0pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt">
				<span>The manner of maintaining the cover pool is governed by:</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>The Polish Mortgage Covered Bonds and Mortgage Banks Act of 29 August 1997 (Journal of Laws of 2022 item 581, as amended) (hereinafter: the “Act”);</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>Resolution No. 633/2015 of the Polish Financial Supervision Authority dated 1 December 2015 on defining the form of the cover pool;</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>Recommendation K of the PFSA of 9 February 2016 concerning the principles for maintaining a</span><span> </span><span>cover pool by mortgage banks.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:0pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt">
				<span>The Cover Pool Monitor and his/her Deputy are responsible for supervising the cover pool on an ongoing basis.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In the cover pool, the Bank includes residential loan receivables secured with the first mortgage entered in the Land and Mortgage Register, and rights and funds that constitute the basis for issuing mortgage covered bonds, as well as additional funds that constitute the excess to cover interest on outstanding mortgage covered bonds which is due in the following six months. The mortgage covered bonds are secured by the first mortgage. The following Bank’s funds can also constitute the basis for issuing mortgage covered bonds:</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>invested in securities issued or guaranteed by the National Bank of Poland, the European Central Bank, governments and central banks of Member States of the European Union and/or the Organization for Economic Cooperation and Development, with the exception of countries that are restructuring or have restructured their foreign debt in the past five years; </span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>deposited with the National Bank of Poland;</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>deposited with domestic banks or with a credit institution referred to in Article 18. 3 of the Act.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Mortgage Covered Bonds Cover Pool also includes CIRS transactions hedging the currency and interest rate risk of mortgage covered bonds denominated in EUR and IRS transactions hedging the interest rate risk of fixed rate mortgage covered bonds denominated in PLN. </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025 and in the previous years, the Cover Pool did not include asset-backed securities (ABS) which do not meet the requirements specified in paragraph 1</span><span> </span><span>of Article 80 of the Guideline (EU) 2015/510 of the European Central Bank of 19 December 2014 on the implementation of the Eurosystem monetary policy framework (ECB/2014/60) (recast).</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt">
				<span>The following table presents basic data on the Mortgage Covered Bonds Cover Pool as at 31 December 2025 and 31 December 2024: </span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:484.15pt; margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<thead>
					<tr style="height:14.15pt">
						<td style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:top; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
								<span style="color:#ff0000; -aw-import:ignore"> </span>
							</p>
						</td>
						<td style="width:103.3pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:2pt; margin-bottom:2pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">31.12.2025</span>
							</p>
						</td>
						<td style="width:103.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:2pt; margin-bottom:2pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">31.12.2024</span>
							</p>
						</td>
					</tr>
				</thead>
				<tbody>
					<tr>
						<td style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span style="font-weight:bold">Total cover pool, including (in PLN million)</span>
							</p>
						</td>
						<td style="width:103.3pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="font-weight:bold">15,004.5</span>
							</p>
						</td>
						<td style="width:103.35pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="font-weight:bold">15,372.4</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-left:35.4pt; margin-bottom:0pt; font-size:9pt">
								<span style="font-style:italic">loans secured by mortgages</span><span> (in PLN million)</span>
							</p>
						</td>
						<td style="width:103.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="font-style:italic">15,004.5</span>
							</p>
						</td>
						<td style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="font-style:italic">15,292.4</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-left:35.4pt; margin-bottom:0pt; font-size:9pt">
								<span style="font-style:italic">other assets</span><a id="_ftnref17"></a><a href="#_ftn17" style="text-decoration:none"><span style="font-size:6pt; font-style:italic; vertical-align:super; color:#000000">[17]</span></a><span> (in PLN million)</span>
							</p>
						</td>
						<td style="width:103.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="font-style:italic">0.0</span>
							</p>
						</td>
						<td style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="font-style:italic">80.0</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>Liquidity buffer</span><a id="_ftnref18"></a><a href="#_ftn18" style="text-decoration:none"><span style="font-size:6pt; vertical-align:super; color:#000000">[18]</span></a><span> </span><span>(in PLN million)</span>
							</p>
						</td>
						<td style="width:103.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>331.0</span>
							</p>
						</td>
						<td style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>275.7</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>Nominal value of hedging transactions</span><a id="_ftnref19"></a><a href="#_ftn19" style="text-decoration:none"><span style="font-size:6pt; vertical-align:super; color:#000000">[19]</span></a><span> </span><span>(in PLN million)</span>
							</p>
						</td>
						<td style="width:103.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>2,164.5</span>
							</p>
						</td>
						<td style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>2,196.1</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>Number of loans</span>
							</p>
						</td>
						<td style="width:103.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>87,918</span>
							</p>
						</td>
						<td style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>91,385</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>Average loan value (in PLN thousand) </span>
							</p>
						</td>
						<td style="width:103.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>170.7</span>
							</p>
						</td>
						<td style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>167.3</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>Average weighted time since loan issuance (seasoning) (months)</span>
							</p>
						</td>
						<td style="width:103.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>98.5</span>
							</p>
						</td>
						<td style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>93.5</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>Average maturity (months)</span>
							</p>
						</td>
						<td style="width:103.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>226.5</span>
							</p>
						</td>
						<td style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>231.4</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>Average LtV (loan amount to market value) (%)</span>
							</p>
						</td>
						<td style="width:103.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>30.6</span>
							</p>
						</td>
						<td style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>30.2</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>Average LtMLV (loan to mortgage lending value of real estate) (%)</span>
							</p>
						</td>
						<td style="width:103.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>59.1</span>
							</p>
						</td>
						<td style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>62.0</span>
							</p>
						</td>
					</tr>
					<tr>
						<td style="width:244.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
								<span>Over-collateralization</span><a id="_ftnref20"></a><a href="#_ftn20" style="text-decoration:none"><span style="font-size:6pt; vertical-align:super; color:#000000">[20]</span></a><span> (%)</span>
							</p>
						</td>
						<td style="width:103.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>78.8</span>
							</p>
						</td>
						<td style="width:103.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span>111.3</span>
							</p>
						</td>
					</tr>
				</tbody>
			</table>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'5 8'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">5.8.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126658"><span style="font-variant:small-caps; color:#00468c">Cover Pool Monitor</span></a>
			</h2>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt">
				<span>The purpose of the Cover Pool Monitor is to ensure protection of the financial interests of the holders of mortgage covered bonds. The Mortgage Covered Bonds and Mortgage Banks Act guarantees protecting the independence of the Cover Pool Monitor and his/her deputy. Cover Pool Monitors are appointed by the Polish Financial Supervision Authority, upon request of the Bank’s Supervisory Board, for a period of six years.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt">
				<span>Due to the lapse of the six-year period referred to above, on 5 March 2021 the PFSA appointed the Cover Pool Monitor and the Deputy Cover Pool Monitor for PKO Bank Hipoteczny SA, and the same persons were reappointed:</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<tr style="height:14.15pt">
					<td style="width:193.3pt; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:top; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
							<span style="color:#ff0000; -aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:81.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Position</span>
						</p>
					</td>
					<td style="width:81.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Date of appointment</span>
						</p>
					</td>
					<td style="width:81.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Date of dismissal / resignation</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:193.3pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Tadeusz Swat</span>
						</p>
					</td>
					<td style="width:81.35pt; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>Cover Pool Monitor</span>
						</p>
					</td>
					<td style="width:81.35pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>05.03.2021</span>
						</p>
					</td>
					<td style="width:81.35pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>-</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:193.3pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Grzegorz Kędzia</span>
						</p>
					</td>
					<td style="width:81.35pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>Deputy Monitor</span>
						</p>
					</td>
					<td style="width:81.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>05.03.2021</span>
						</p>
					</td>
					<td style="width:81.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>-</span>
						</p>
					</td>
				</tr>
			</table>
			<h2 style="margin-top:18pt; margin-right:1.4pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'5 9'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">5.9.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc95396871"></a><a id="_Toc95397605"></a><a id="_Toc95396872"></a><a id="_Toc95397606"></a><a id="_Toc95050500"></a><a id="_Toc224126659"><span style="-aw-bookmark-end:_Toc95396871"></span><span style="-aw-bookmark-end:_Toc95397605"></span><span style="-aw-bookmark-end:_Toc95396872"></span><span style="-aw-bookmark-end:_Toc95397606"></span><span style="-aw-bookmark-end:_Toc95050500"></span><span style="font-variant:small-caps; color:#00468c">Statutory limits</span></a><span style="font-variant:small-caps; color:#00468c"> </span>
			</h2>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt">
				<span>Acting under the Mortgage Covered Bonds and Mortgage Banks Act, PKO Bank Hipoteczny SA is obliged to monitor and comply with designated limits related to the operations of a mortgage bank. </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt">
				<span>On 8 July 2022, the amended Mortgage Covered Bonds and Mortgage Banks Act came into force. By that date, the Bank had made the necessary changes to its internal regulations to ensure compliance with the amended wording of the Act.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt">
				<span>The statutory limits and the level of their utilization as at 31 December 2025 and 31 December 2024 were as follows:</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<thead>
					<tr style="height:5.65pt">
						<td rowspan="2" style="width:233.95pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 3.88pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">Limit</span>
							</p>
						</td>
						<td rowspan="2" style="width:55.25pt; border:0.75pt solid #ffffff; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">Legal basis</span>
							</p>
						</td>
						<td rowspan="2" style="width:41.15pt; border:0.75pt solid #ffffff; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">Limit level</span>
							</p>
						</td>
						<td colspan="2" style="width:119.05pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #e6e6e6; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
								<span style="font-weight:bold">Actual level</span>
							</p>
						</td>
					</tr>
					<tr style="height:14.15pt">
						<td style="width:55.25pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="font-weight:bold">31.12.2025</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ffffff; padding:1.02pt 3.88pt; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:right; font-size:9pt">
								<span style="font-weight:bold">31.12.2024</span>
							</p>
						</td>
					</tr>
				</thead>
				<tbody>
					<tr style="height:5.65pt">
						<td style="width:233.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:8.5pt">
								<span>Ratio of the funds received from the issue of mortgage covered bonds designated for refinancing loans secured by mortgages or receivables in respect of such loans acquired from other banks to the lower of 80% of the mortgage lending value of the residential property (within the meaning of Article 4(1)(75) of Regulation (EU) No 575/2013) pledged as collateral for the receivable and the current balance of the receivable able</span>
							</p>
						</td>
						<td style="width:55.25pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>Article 14</span>
							</p>
						</td>
						<td style="width:41.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span style="font-family:Arial">≤</span><span>100%</span>
							</p>
						</td>
						<td style="width:55.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>50.1%</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>44.4%</span>
							</p>
						</td>
					</tr>
					<tr style="height:7.1pt">
						<td style="width:233.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:8.5pt">
								<span>Ratio of the total value of acquired shares in other entities to the Bank’s own funds</span>
							</p>
						</td>
						<td style="width:55.25pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>Article 15(1)(5)</span>
							</p>
						</td>
						<td style="width:41.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span style="font-family:Arial">≤</span><span>10%</span>
							</p>
						</td>
						<td style="width:55.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>0.0%</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>0.0%</span>
							</p>
						</td>
					</tr>
					<tr style="height:7.1pt">
						<td style="width:233.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:8.5pt">
								<span>Ratio of the total amount of loans and advances taken out and bonds issued to the Bank’s own funds</span>
							</p>
						</td>
						<td style="width:55.25pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>Article 15.2</span>
							</p>
						</td>
						<td style="width:41.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span style="font-family:Arial">≤</span><span>1000%</span>
							</p>
						</td>
						<td style="width:55.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>452.3%</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>485.2%</span>
							</p>
						</td>
					</tr>
					<tr style="height:7.1pt">
						<td style="width:233.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:8.5pt">
								<span>Ratio of the total amount of loans and advances taken out and bonds issued to the amount designated for refinancing of activities referred to in Article 12 of the Act, i.e. granting loans secured and unsecured by mortgages, acquiring receivables from other banks on loans granted by them and secured or unsecured by mortgage</span>
							</p>
						</td>
						<td style="width:55.25pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>Article 15(3)</span>
							</p>
						</td>
						<td style="width:41.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span style="font-family:Arial">≤</span><span>100%</span>
							</p>
						</td>
						<td style="width:55.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>44.3%</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>48.6%</span>
							</p>
						</td>
					</tr>
					<tr style="height:7.1pt">
						<td style="width:233.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:8.5pt">
								<span>Ratio of the nominal value of mortgage covered bonds outstanding to the sum of the Bank’s own funds and the general risk provision</span>
							</p>
						</td>
						<td style="width:55.25pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>Article 17</span>
							</p>
						</td>
						<td style="width:41.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span style="font-family:Arial">≤</span><span>4000%</span>
							</p>
						</td>
						<td style="width:55.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>498.9%</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>431.7%</span>
							</p>
						</td>
					</tr>
					<tr style="height:7.1pt">
						<td style="width:233.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:8.5pt">
								<span>Ratio of the sum of nominal amounts of mortgage-secured receivables and amounts of the Bank’s rights and additional funds entered to the cover pool which constitute the basis for issuing mortgage covered bonds to the total nominal value of outstanding mortgage covered bonds (including hedging instruments)</span>
							</p>
						</td>
						<td style="width:55.25pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>Article 18(1)</span>
							</p>
						</td>
						<td style="width:41.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span style="font-family:Arial">≥1</span><span>05%</span>
							</p>
						</td>
						<td style="width:55.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>178.8%</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>211.3%</span>
							</p>
						</td>
					</tr>
					<tr style="height:7.1pt">
						<td style="width:233.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:8.5pt">
								<span>Ratio of the sum of nominal amounts of mortgage-secured receivables which constitute the basis for issuing mortgage covered bonds to the total nominal value of outstanding mortgage covered bonds</span>
							</p>
						</td>
						<td style="width:55.25pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>Article 18(1)</span>
							</p>
						</td>
						<td style="width:41.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span style="font-family:Arial">≥</span><span>85%</span>
							</p>
						</td>
						<td style="width:55.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>179.1%</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>213.1%</span>
							</p>
						</td>
					</tr>
					<tr style="height:7.1pt">
						<td style="width:233.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:8.5pt">
								<span>Ratio of interest expense on outstanding mortgage covered bonds (overnight interest as at the date of account transfer) to interest income on mortgage-secured receivables and amounts of the Bank’s rights and additional funds entered to the cover pool (overnight interest as at the date of transfer of the account), with the exception of assets in default within the meaning of Article18.2a of the Act</span>
							</p>
						</td>
						<td style="width:55.25pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>Article 18(2)</span>
							</p>
						</td>
						<td style="width:41.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span style="font-family:Arial">≤</span><span>100%</span>
							</p>
						</td>
						<td style="width:55.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>41.2%</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>37.1%</span>
							</p>
						</td>
					</tr>
					<tr style="height:7.1pt">
						<td style="width:233.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:8.5pt">
								<span>Ratio of the Bank’s funds constituting the excess referred to in Article 18.3a and c of the Act to the maximum cumulative outflows of net liquidity over the following 180 days. Outflow of net liquidity constitutes outflows of payments maturing on a given payment date including payments of the nominal value of mortgage covered bonds plus interest and payments with respect to derivative instruments under the mortgage covered bonds programme, after deducting inflows of payments from assets securing the mortgage covered bonds maturing on the same date. To calculate the amount of payment of the nominal value of a mortgage covered bond, the period to maturity of the mortgage covered bonds extended by 12 months is used</span>
							</p>
						</td>
						<td style="width:55.25pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>Article 18(3a), (3aa), (3b) and (3d)</span>
							</p>
						</td>
						<td style="width:41.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span style="font-family:Arial">≥</span><span>100%</span>
							</p>
						</td>
						<td style="width:55.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>N/A</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>N/A</span>
							</p>
						</td>
					</tr>
					<tr style="height:7.1pt">
						<td style="width:233.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:8.5pt">
								<span>Ratio of the value of receivables secured on mortgages established during the execution of a construction project to the total value of mortgage-secured receivables constituting the basis for issuing mortgage covered bonds </span>
							</p>
						</td>
						<td style="width:55.25pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>Article 23 (1) sentence 1</span>
							</p>
						</td>
						<td style="width:41.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span style="font-family:Arial">≤</span><span>10%</span>
							</p>
						</td>
						<td style="width:55.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>1.4%</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>1.3%</span>
							</p>
						</td>
					</tr>
					<tr style="height:7.1pt">
						<td style="width:233.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:8.5pt">
								<span>Ratio of the value of receivables secured on mortgages established on real estate earmarked for development in a local zoning plan to the value of receivables secured on mortgages established during the execution of a construction project constituting the basis for issuing mortgage covered bonds</span>
							</p>
						</td>
						<td style="width:55.25pt; border:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>Article 23 (1) sentence 2</span>
							</p>
						</td>
						<td style="width:41.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span style="font-family:Arial">≤</span><span>10%</span>
							</p>
						</td>
						<td style="width:55.25pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>0.0%</span>
							</p>
						</td>
						<td style="width:55.3pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; -aw-border:0.5pt single">
							<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:7.5pt">
								<span>0.0%</span>
							</p>
						</td>
					</tr>
				</tbody>
			</table>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt">
				<span>The Bank obtained positive results of the liquidity tests and coverage balance tests conducted as at the end of 2025 and at the end of 2024.</span>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:16pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:'%0.'; -aw-list-number-styles:'decimal'; -aw-list-number-values:'6'; -aw-list-padding-sml:37.26pt">
				<span style="-aw-import:ignore"><span style="color:#004c8c">6.</span><span style="width:37.26pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                          </span></span><a id="_Toc224126660"><span style="font-variant:small-caps; color:#00468c">Organization and governing bodies of PKO Bank Hipoteczny SA</span></a><span style="font-variant:small-caps; color:#00468c"> </span>
			</h2>
			<div style="margin-right:3.75pt; border:0.75pt solid #000000; -aw-border:0.5pt single; clear:both">
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-top:1pt; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Qualified staff</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Organizational structure of PKO Bank Hipoteczny SA</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Competences of the governing bodies and committees of PKO Bank Hipoteczny SA</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>The Management Board of PKO Bank Hipoteczny SA</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>The Supervisory Board of PKO Bank Hipoteczny SA</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Remuneration and Human Resources Management Policy</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; padding-bottom:4pt; font-size:9pt">
					<span>Benefits for Key Management of PKO Bank Hipoteczny SA</span>
				</p>
			</div>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'6 1'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">6.1.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126661"><span style="font-variant:small-caps; color:#00468c">Qualified staff</span></a><span style="font-variant:small-caps; color:#00468c"> </span>
			</h2>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank implements tools and procedures to ensure that staff employed by the Bank have the highest qualifications in the Bank’s key business areas. The Bank systematically raises the qualifications of its staff and is committed to ensuring stability of its workforce. These factors have a</span><span> </span><span>significant impact on the pursuit of the Bank’s strategy and its business objectives, and therefore on its operations and performance.</span>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'6 2'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">6.2.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126662"><span style="font-variant:small-caps; color:#00468c">Organizational structure of PKO Bank Hipoteczny SA</span></a>
			</h2>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>PKO Bank Hipoteczny SA is managed on the basis of the organizational structure presented in the chart below and within the framework of the duties of the Bank’s Governing Bodies, described in the following section of this chapter.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:110%; font-size:10pt">
				<img 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" width="656" height="249" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline"></img>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'6 3'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">6.3.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126663"><span style="font-variant:small-caps; color:#00468c">Competences of the governing bodies and committees of PKO Bank Hipoteczny SA</span></a>
			</h2>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The competences of the </span><span style="font-weight:bold">General Shareholders’ Meeting </span><span>of the Bank include in particular:</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>appointing and dismissing members of the Supervisory Board and determining the principles for remunerating them and covering the costs related to the performance of the function of a Supervisory Board member by the Bank;</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>determining the procedures for redeeming shares, the compensation for such redeemed shares and granting consent for the purchase of the Bank’s treasury shares for redemption purposes;</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>creating and dissolving special funds accumulated from net profit;</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>adopting resolutions on the issue of bonds convertible into shares or other instruments entitling the holder to acquire or take up shares in the Bank;</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>adopting resolutions on the liquidation, disposal or lease of the enterprise of the Bank or its organized part and establishing limited property rights over them;</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>adopting resolutions on the settlement of claims for damage caused at the establishment of the Bank, or by the exercise of management or supervision;</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>granting consent to investing and disinvesting in companies and granting consent for the purchase and sale of bonds or other securities convertible into shares; </span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>assessing whether the Bank’s remuneration policy contributes to the development and safety of the Bank’s operations;</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>granting consent to dispose of intangible fixed assets, property, plant and equipment, or long-term investments, including making contributions to a company or cooperative if the market value of the assets exceeds 5% of total assets determined on the basis of the latest approved financial statements, and offering these assets for use to another entity, for a period longer than 180 days in a calendar year, based on a legal transaction, if the market value of the subject matter of the legal transaction exceeds 5% of total assets;</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>granting consent to purchase fixed assets with a value exceeding PLN 100,000,000 or 5% of total assets determined based on the latest approved financial statements;</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>assessing the adequacy of internal regulations concerning the functioning of the Supervisory Board and evaluating the effectiveness of the Supervisory Board’s actions.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The competences of </span><span style="font-weight:bold">the Bank’s Supervisory Board</span><span> include, in particular:</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>approving the Bank’s annual financial plan and long-term development plans (in particular the Bank’s strategy);</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>approving the Bank’s compliance policy, and the rules of procedure for the compliance unit;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>approving the Bank’s management strategy, the risk management strategy, including the general level of risk at the Bank, the policy for estimating internal capital and capital management and reviewing the internal capital assessment strategies and procedures and capital management procedures;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>approving the policies for creating and changing the Bank’s products;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>approving the audit charter, the internal audit function’s strategy, the annual and long-term internal audit plans and the principles for cooperation with the internal audit function at PKO Bank Polski SA and the statutory auditor;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>approving the policy for remunerating Material Risk Takers;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>approving the operating principles of internal controls, the criteria for assessing the adequacy and effectiveness of the internal control system and the principles for classifying irregularities discovered by the internal controls; </span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>approving the Management Board Rules;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>approving Regulations for Setting the Mortgage Lending Value of Real Estate, which take effect after the approval by the PFSA;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>approving the Code of Ethics and Rules for the Management of Conflicts of Interest;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>approving the Bank’s framework organizational structure, adjusted to the scale and profile of the risk taken on by the Bank;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>approving the results of reviews of the operation of the cooperation agreements concluded with PKO Bank Polski SA; </span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>adopting the Supervisory Board Rules;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>appointing and dismissing individual members of the Management Board, specifying the detailed principles and procedures of conducting qualification procedures for Management Board members, determining terms and conditions of employment, including remuneration, of members of the Management Board and representing the Bank in agreements with members of the Management Board;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>suspending, if there are important reasons, individual or all members of the Management Board in their functions and delegating members of the Supervisory Board to temporarily perform the functions of the members of the Management Board who were suspended, resigned or cannot perform their functions for other reasons, for a period of no longer than three months;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving consent to a member of the Management Board to conduct competitive activities or participate in a competing company as a partner in a civil law partnership or general partnership, or as a member of the authorities of a commercial company, or to participate in another competing legal person as a member of its governing bodies;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving consent to creating and winding up the Bank’s branches and other organizational units of the Bank in Poland and abroad; </span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>granting prior permission to the Management Board to acquire, encumber or sell real estate, interest in real estate or the right of perpetual usufruct therein; the permission is not required if the acquisition of the real estate, interest in the real estate or its perpetual usufruct being sold is conducted under executory, bankruptcy, composition proceedings or another type of arrangement with the Bank’s debtor;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving opinions on entertainment expenses and expenses on legal, marketing, PR and social communication, and management advisory services, incurred during the year;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving consent for the Bank to conclude a contract for legal, marketing, public relations, social communication and management advisory services: (i) if the amount of the total fee stipulated with respect to the provision of such services in the given contract or in other contracts concluded with the same entity exceeds PLN 500,000 net during one year (ii) increasing the fee above the aforesaid amount, and (iii) in which the maximum fee has not been specified;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving consent for the conclusion of a donation agreement or another agreement with a similar effect exceeding PLN 20,000 or 0.1% of the value of total assets determined based on the latest approved financial statements;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving consent for the conclusion of a loan forgiveness agreement or another agreement with a similar effect exceeding PLN 50,000 or 0.1% of the value of total assets determined based on the latest approved financial statements;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving opinions on the application of good practices;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>approving the policy and procedures for selecting an audit firm responsible for auditing the Bank’s financial statements and the policy for providing permitted non-audit services by the audit firm performing the audit, its related entities and members of its network;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>selecting an audit firm to conduct an audit or review of the Bank’s separate or consolidated financial statements;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>assessing the Directors’ Report on the Bank’s activities and the financial statements for the previous financial year in terms of their consistency with the books of account and documents and the factual situation, and the proposals of the Management Board concerning the distribution of profit or the offsetting of losses and preparing and presenting a written annual report of the Supervisory Board to the General Shareholders’ Meeting; </span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>assessing the adequacy and effectiveness of the internal governance, internal control system, including the control function of the compliance unit and the internal audit unit, as well as assessing the adequacy and effectiveness of the risk management system;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>assessing the effectiveness of the Bank’s compliance risk management;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>assessing the adequacy and effectiveness of the whistleblowing procedure with respect to violations of the law and of the procedures and ethical standards in force at the Bank;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>overseeing the implementation of the management system and assessing its adequacy and effectiveness;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>applying to the PFSA for consent to appoint two members of the Management Board, including the President of the Management Board and the member of the Bank’s Management Board responsible for managing risks material to the Bank’s operations, and to entrust the function of the member of the Management Board responsible for supervising the management of risks material to the Bank’s operations to an appointed member of the Management Board;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>informing the PFSA about including on the agenda of a Supervisory Board meeting items concerning: (i) dismissing the President of the Management Board; (ii) dismissing the member of the Management Board supervising material risk management or entrusting his duties to another member of the Board;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>applying to the PFSA for consent to the appointment of the Bank’s Cover Pool Monitor and Deputy Cover Pool Monitor;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>granting consent to appointing and dismissing the persons managing the compliance unit and the internal audit unit; </span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>approving the remuneration of the managers of the compliance and internal audit units;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>granting consent to changing the registered office or location (address) of the Bank;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>assessing the functioning of the Bank’s remuneration policy and submitting relevant reports to the General Shareholders’ Meeting;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>assessing the application of the Principles of Corporate Governance for Supervised Institutions issued by the PFSA by the Bank.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:110%; font-size:10pt">
				<span>In 2025, the</span><span style="font-weight:bold"> Supervisory Board committees</span><span> which operated in the Bank had, in particular, the following competences:</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:489.05pt; -aw-border-insideh:0.5pt single #e4202c; border-collapse:collapse">
				<tr>
					<td style="width:88.45pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; line-height:110%; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Audit and Finance Committee</span>
						</p>
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:6pt; line-height:110%; font-size:10pt">
							<span style="font-weight:bold; -aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:379pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin:3pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>monitoring and periodically expressing opinions on: (i) the adequacy and effectiveness of the internal control system, risk management system and internal audit, including with respect to financial reporting; (ii) the effectiveness of the Bank’s compliance risk management and the adequacy and effectiveness of the compliance unit; (iii) the application of the Principles of Corporate Governance for Supervised Institutions and implementation and application of internal governance, and assessment of its adequacy and effectiveness; (iv) the adequacy and effectiveness of the whistleblowing policy and the ethical procedures and standards in force at the Bank, using the information obtained from the Bank, the Risk Committee, independent statutory auditor and from other sources;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving opinions on the audit charter, the principles of cooperation between the internal audit unit and its counterpart in PKO BP and the statutory auditor, the operating strategy of the internal audit unit and the annual and multi-annual internal audit plans; </span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving opinions on Management Board information relating to the operation of the internal control system, the manner of ensuring independence of the internal audit and the compliance units, and ensuring funds for the purpose of performing tasks and improving the qualifications and skills of the units’ staff;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>monitoring the financial reporting process, including the review of the Bank’s interim and annual financial statements, and expressing opinions on them;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>monitoring the performance of audit work, in particular the audits performed by external audit firms, in consideration of all the conclusions and findings of the Audit Supervision Committee from the inspection of the audit firm;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>controlling and monitoring the independence of the statutory auditor and the audit firm, including an evaluation of independence risks and safeguards, in particular when other, non-audit services are provided to the Bank by the audit firm;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>obtaining a representation confirming the independence of the audit firm and of the auditors performing the audit of the Bank’s financial statements annually;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>developing a policy for selecting an audit firm to conduct the audit and providing the Supervisory Board with recommendations as to the policy adopted;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>developing a procedure for selecting the audit firm and providing the Supervisory Board with recommendations as to the procedure adopted;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>developing a policy for providing permitted non-audit services by the audit firm which conducts the audit, its related entities, and by a member of the audit firm’s network, and presenting recommendations on adopting the policy to the Supervisory Board;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>providing the Supervisory Board with recommendations as to the appointment of the audit firm to conduct the audit of the Bank’s financial statements;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving consent for the provision of permitted non-audit services by the auditor, the audit firm which conducts the audit, and in the event that the auditor or audit firm are part of a network – for every member of such a network;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>assessing the reasons for terminating a contract with the audit firm conducting the audit;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>agreeing the policies for conducting audit activities by the audit firm performing the audit, in consideration of the proposed audit plan;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>informing the Supervisory Board of the audit results and explaining how the audit contributed to the fairness of the Bank’s financial reporting and what was the role of the Committee in the audit process; </span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>analysing the effectiveness of functioning of the internal controls and credit risk management system with respect to the correct determination of the allowances for expected credit losses;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>ensuring compliance with all the requirements relating to the independence of a statutory auditor by external audit firms participating in the development of the IFRS</span><span> </span><span>9 models and the processes of estimating allowances for expected credit losses;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>submitting an additional audit report referred to in Article 11 of the Regulation (EU) No 537/2014 of the European Parliament and of the Council of 16 April 2014 to the Management and Supervisory Boards;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>submitting recommendations aimed at ensuring the fairness of the Bank’s financial reporting to the Supervisory Board;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving opinions on the Bank’s strategic and financial plans;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving opinions on Management Board resolutions with respect to the internal control system, the approval of which is the responsibility of the Supervisory Board; </span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>analysing information and periodic reports in the area of particular internal control components;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>supervising and monitoring the Bank’s anti-money laundering (AML) and counter-terrorist financing (CFT) activities by analysing quarterly reports, the AML/CFT Coordinator’s annual report and the information contained in the AML/CFT Risk Assessment of PKO Bank Hipoteczny SA;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>expressing opinions on the effectiveness of the Bank’s anti-money laundering and counter-terrorist financing activities;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>meeting with the manager of the finance and accounting function at least once a year;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>meeting with the manager of the internal audit unit and the manager of the compliance unit at least once a year – without the participation of members of the Bank’s Management Board;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving opinions on appointing and dismissing, as well as on the remuneration of the manager of the internal audit unit and of the compliance unit.</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:88.45pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; line-height:110%; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Risk Committee</span>
						</p>
					</td>
					<td style="width:379pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin:3pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving opinions on the Bank’s overall current and future risk appetite; </span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving opinions on the operational risk management strategy developed by the Management Board and the information on implementation of the said strategy submitted by the Management Board;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>supporting the Supervisory Board in overseeing the implementation of the Bank’s operational risk management strategy by senior management;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>reviewing the prices of liabilities and assets offered to customers to check whether they are fully compliant with the Bank’s business model and its risk management strategy, and if they do not appropriately reflect the types of risk consistent with this model and strategy, presenting proposals to ensure the adequacy of the prices of liabilities and assets with respect to risk to the Bank’s Management Board;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>monitoring conformity of the Bank’s risk-taking policy with the strategy and the financial plan;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>analysing periodic risk reports, including the utilization of strategic risk tolerance limits and developing relevant guidelines on their basis;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>issuing opinions about capital adequacy, the rules of evaluation of creditworthiness, the risk measurement models, the impairment model;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving opinions on the disclosure policies regarding capital adequacy, the management of capital adequacy, liquidity risk, operational risk, model risk, and impairment measurement risk;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving opinions on the draft Regulations for Setting the Mortgage Lending Value of Real Estate;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>submitting information relevant for monitoring the effectiveness and adequacy of the Bank’s risk management system to the Audit and Finance Committee;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>assessing the information received on potential non-compliance with the management strategy adopted by the Bank, its risk management strategy, adopted risk appetite and other policies approved by the Bank’s Management Board.</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:88.45pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; line-height:110%; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Remuneration and Nomination Committee</span>
						</p>
					</td>
					<td style="width:379pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin:3pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>annually assessing the structure, size, composition and effectiveness of the Bank’s Management Board and recommending potential changes in this respect to the Supervisory Board;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>annually assessing the knowledge, competences and experience of the Management Board as a whole, and of particular members of the Board, and informing the Management Board of the results of the assessment;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>periodically reviewing the Policy on assessing the suitability of candidates for members of the Management Board, member of the Management Board and key employees, and presenting respective recommendations to the Management Board;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>recommending candidates for members of the Management Board and the scope of their responsibilities;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>submitting proposals relating to appropriate forms of contracts with members of the Bank’s Management Board to the Supervisory Board;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>preparing opinions on the Code of Ethics and the Principles for the Management of Conflicts of Interest;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>preparing opinions on requests concerning the consent for a member of the Management Board to engage in competitive activities or to participate in a competing company as a partner in a civil law partnership or general partnership, or as a member of the authorities of a commercial company, or to participate in another competing legal person as a member of its governing bodies;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving opinions on and performing periodic reviews, subject to the approval of the Supervisory Board, of the general principles of the policy for remunerating Material Risk Takers;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>supporting the Supervisory Board in the process of giving opinions on the functioning of the Bank’s remuneration policy and the respective reporting to the General Shareholders’ Meeting;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving opinions on and monitoring variable remuneration components of Material Risk Takers, second-level risk management, the compliance function manager, the internal audit function manager and the managers of the human resources and legal services functions;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving opinions on the amount of fixed remuneration for the manager of the internal audit function and the compliance function;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving opinions on the detailed rules and procedures for recruiting members of the Bank’s Management Board and assessing the suitability of members of the Bank’s Management Board;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>preparing and carrying out, with potential support from external independent entities, the programme for raising the qualifications of members of the Supervisory Board.</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:88.45pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; line-height:110%; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Commercial Committee</span>
						</p>
					</td>
					<td style="width:379pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin:3pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>evaluating the results of reviews of the performance of the cooperation agreements concluded with PKO Bank Polski SA;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving opinions on material changes to the criteria for qualifying products for the Bank;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>giving opinions on products to be introduced to the Bank’s offer and the directions of changes in the Bank’s product offer;</span>
						</p>
						<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>monitoring and supervising the outsourcing of internal processes.</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="color:#ff0000; -aw-import:ignore"> </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The competences of </span><span style="font-weight:bold">the Bank’s Management Board</span><span> include, in particular:</span>
			</p>
			<p style="margin:0pt 11.6pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>defining the Bank’s strategy, taking into account the operational risk and the principles of prudent and stable management of the Bank;</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>determining the risk management strategy and the general level of the Bank’s risk tolerance;</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>determining the annual financial plan of the Bank, including the conditions for its implementation;</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>creating and dissolving the Bank’s standing committees and determining their responsibilities;</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>adopting Regulations: (i) for managing special funds accumulated from net profit, (ii) organizational regulations and the principles for the division of competences, (iii) of the Management Board, (iv) for setting the Mortgage Lending Value of real estate;</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>appointing proxies and determining the principles for their appointment in the Bank;</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>approving the operating principles of the internal control system, the criteria for assessing the adequacy and effectiveness of the internal control system and the principles for classifying irregularities detected by the internal control system;</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>approving the audit charter, determining the principles of cooperation between the internal audit unit and its counterpart in PKO BP and the statutory auditor, giving opinions on the operating strategy of the internal audit unit and on the annual and multi-annual internal audit plans;</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>creating, transforming and winding up the Bank’s branches and other organizational units in Poland and abroad;</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>deciding on issues of mortgage covered bonds;</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>determining the operating principles of the management system, including in particular: (i) the principles of capital adequacy information policy, (ii) the assumptions of the compliance risk management policy, (iii) the principles of managing capital adequacy and equity which relate to the estimation of internal capital, capital management, capital planning and dividend policy, (iv) the rules for managing particular risks;</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>periodically assessing and verifying compliance with the Bank’s internal governance, including assessing the adequacy of the Bank’s internal regulations governing the operations of the Management Board and their effectiveness; </span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>determining accounting policies;</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>approving the Bank’s annual financial statements;</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>developing a remuneration policy;</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>specifying banking products;</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>determining the principles of the Bank’s participation in companies and other organizations;</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>deciding on payment of interim dividend to the shareholders;</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>deciding on the Bank’s conclusion of contracts with third parties the value of which on an annual basis equals or exceeds PLN 500,000.00 (in words: five hundred thousand zlotys) or the total value of which equals or exceeds PLN 2,000,000.00 (in words: two million zlotys);</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>convening the General Shareholders’ Meetings, making the required announcements in the manner specified in legal regulations and notifying of circumstances which have to be entered to the National Court Register;</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>making decisions on issues requested by a member of the Management Board or submitted for consideration by the Supervisory Board.</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank’s Management Board appointed the following standing committees with the following competences as at 31 December 2025:</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:489.05pt; -aw-border-insideh:0.5pt single #e4202c; border-collapse:collapse">
				<tr>
					<td style="width:115.1pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Asset and Liability Committee</span>
						</p>
					</td>
					<td style="width:352.35pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>supporting the management of liquidity, interest rate and business risks – including macroeconomic, currency, capital risks – including leverage risk – and the related risk of models for their measurement;</span>
						</p>
						<p style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>managing the Bank’s capital adequacy;</span>
						</p>
						<p style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>reviewing documents concerning capital adequacy, equity, internal capital, stress testing, the aforementioned risks and the tolerance limits for those risks;</span>
						</p>
						<p style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>making decisions concerning the Bank’s operations, particularly in relation to risk measures and limits, risk management, results of the validation of risk models, hedging strategies under hedge accounting and recommendations for the Management Board with regard to launching emergency measures relating to capital requirements and emergency measures relating to liquidity, loan and settlement limits for financial institutions and countries;</span>
						</p>
						<p style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>issuing recommendations for the relevant governing bodies of the Bank, organizational units, members of the Bank’s Management Board, project teams or task forces – within the scope of its competences.</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:115.1pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; line-height:110%; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Credit Committee</span>
						</p>
					</td>
					<td style="width:352.35pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>supporting the management of credit, concentration and residual risks, as well as the risk of the models used to measure such risks;</span>
						</p>
						<p style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>reviewing documents concerning the risks mentioned above, the profile and quality structure of the loan portfolio, impairment allowances, acquisition of loan portfolios and the real estate market;</span>
						</p>
						<p style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>making decisions concerning the Bank’s operations, particularly in relation to risk measures and limits, results of the validation of risk models, methodologies for and models of calculation of impairment allowances in respect of credit assets, cut-offs used in the assessment of credit risk, loan receivables purchased by the Bank and individual loan transactions;</span>
						</p>
						<p style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>issuing recommendations for the relevant governing bodies of the Bank, organizational units, members of the Bank’s Management Board, project teams or task forces – within the scope of its competences.</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:115.1pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; line-height:110%; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Operational Risk and Data Quality Committee</span>
						</p>
					</td>
					<td style="width:352.35pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>effective management of operational risk, improving the safety of the Bank’s operating activities;</span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>outsourcing risk management; </span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>determining the directions of development of operational risk management;</span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>supervising the functioning of operational risk management, including tasks relating to ensuring the Bank’s business continuity and the security of the IT and ICT environment; </span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>setting tasks in the event of emergencies putting the Bank’s image at risk, which could lead to operating losses;</span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>determining the directions of operations in the area of managing the quality of data and data architecture in the Bank, in the context of the Data Management System (DMS); </span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>supervising the Data Management System, including assessing its effectiveness and actions of the Bank’s particular business units;</span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>overseeing the functioning of the Bank’s anti-money laundering and counter-terrorist financing system;</span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>issuing recommendations for the relevant governing bodies of the Bank, organizational units, members of the Bank’s Management Board, project teams or task forces – within the scope of its competences.</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:115.1pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; line-height:110%; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Strategy and Business Initiatives Committee</span>
						</p>
					</td>
					<td style="width:352.35pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>determining the directions of the strategic planning and managing the Bank’s strategy and the IT strategy; </span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>determining the directions and monitoring the implementation of initiatives related to the pursuit of the Bank’s strategy and the IT strategy;</span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>determining the directions of changes in the product offer and in the lending process; </span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>determining the directions of work on the products’ profitability;</span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>managing the reputation and compliance risks;</span>
						</p>
						<p style="margin-top:3pt; margin-left:18pt; margin-bottom:3pt; text-indent:-18pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:12.1pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:12.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>issuing recommendations for the relevant governing bodies of the Bank, organizational units, members of the Bank’s Management Board, project teams or task forces – within the scope of its competences.</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:115.1pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; line-height:110%; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Green Covered Bonds Committee</span>
						</p>
					</td>
					<td style="width:352.35pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>supervising the issuance of Green Covered Bonds, including determining the directions of changes in the principles of issuing Green Covered Bonds and assessing and selecting assets eligible for funding with the Green Covered Bonds;</span>
						</p>
						<p style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>examining materials relating to the guidelines and principles set by the International Capital Markets Association (ICMA) for the Green Covered Bonds market, domestic regulations on the binding energy efficiency standards, reporting on the allocation of funds earned on emissions and the impact on the funding environment gained by issuing the Green Covered Bonds, in accordance with the rules for issuing the Green Covered Bonds in force at the Bank, investor information with respect to the Green Covered Bonds;</span>
						</p>
						<p style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>deciding on the Bank’s operations with regard to, among other things, the assessment and selection of eligible loans according to the Bank’s adopted methodology and the adoption of certain rules for the issuance of Green Bonds in the Bank in line with the applicable ICMA Green Bond Principles, reporting the allocation of the funds raised from the issuance and the impact on improving the energy efficiency of the funded residential properties;</span>
						</p>
						<p style="margin-top:3pt; margin-left:14.2pt; margin-bottom:3pt; text-indent:-14.2pt; text-align:justify; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
							<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>issuing recommendations for the relevant governing bodies of the Bank, business units, members of the Bank’s Management Board, project teams or task forces – within the scope of its competences.</span>
						</p>
					</td>
				</tr>
			</table>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'6 4'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">6.4.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126664"><span style="font-variant:small-caps; color:#00468c">The Management Board of PKO Bank Hipoteczny SA</span></a><span style="font-variant:small-caps; color:#00468c"> </span>
			</h2>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, the composition of the Management Board of PKO Bank Hipoteczny SA was as follows:</span><span style="-aw-import:spaces">  </span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<thead>
					<tr style="height:14.15pt">
						<td style="width:108.95pt; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:top; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
								<span style="color:#ff0000; -aw-import:ignore"> </span>
							</p>
						</td>
						<td style="width:171pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
								<span style="font-weight:bold">Position</span>
							</p>
						</td>
						<td style="width:171.05pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
								<span style="font-weight:bold">Position holding period </span>
							</p>
						</td>
					</tr>
				</thead>
				<tbody>
					<tr style="height:19.85pt">
						<td style="width:108.95pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>Wojciech Papierak</span>
							</p>
						</td>
						<td style="width:171pt; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt 5.4pt; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single">
							<p style="margin-top:6pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>President of the Management Board</span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span style="-aw-import:ignore"> </span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>Vice-President of the Management Board responsible for managing the work of the Management Board</span>
							</p>
						</td>
						<td style="width:171.05pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>06.12.2024 – to date</span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span style="-aw-import:ignore"> </span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>10.08.2024 - 05.12.2024</span>
							</p>
						</td>
					</tr>
					<tr style="height:19.85pt">
						<td style="width:108.95pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>Katarzyna Kurkowska-Szczechowicz</span>
							</p>
						</td>
						<td style="width:171pt; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt 5.4pt; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>Vice-President of the Management Board </span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span style="-aw-import:ignore"> </span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>President of the Management Board</span>
							</p>
						</td>
						<td style="width:171.05pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>10.08.2024 – to date </span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span style="-aw-import:ignore"> </span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>27.01.2023 – 09.08.2024</span>
							</p>
						</td>
					</tr>
					<tr style="height:21.55pt">
						<td style="width:108.95pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>Piotr Kochanek</span>
							</p>
						</td>
						<td style="width:171pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>Vice-President of the Management Board</span>
							</p>
						</td>
						<td style="width:171.05pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>01.01.2019 – to date</span>
							</p>
						</td>
					</tr>
					<tr style="height:21.55pt">
						<td style="width:108.95pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>Michał Stępniewski</span>
							</p>
						</td>
						<td style="width:171pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>Vice-President of the Management Board</span>
							</p>
						</td>
						<td style="width:171.05pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>01.01.2019 – to date</span>
							</p>
						</td>
					</tr>
				</tbody>
			</table>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>On 28 February 2025, the Supervisory Board of PKO Bank Hipoteczny SA appointed Mr Michał Stępniewski Vice President of the Management Board of the Bank as of 1 March 2025 for the current joint term of office of the Management Board of PKO Bank Hipoteczny SA</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>On 27 June 2025, the Ordinary General Shareholders’ Meeting:</span>
			</p>
			<p style="margin:3pt 8.5pt 3pt 21.3pt; text-indent:-21.3pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:15.4pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol; font-variant:small-caps">•</span><span style="width:15.4pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">           </span></span><span>approved: The </span><span style="font-style:italic">Company’s Directors’ Report for the financial year ended 31 December 2024 </span><span>and the </span><span style="font-style:italic">Company’s Financial Statements for the financial year ended 31 December 2024</span><span>;</span>
			</p>
			<p style="margin:3pt 8.5pt 3pt 21.3pt; text-indent:-21.3pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:16.58pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol; font-size:8pt; font-variant:small-caps">•</span><span style="width:16.58pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">           </span></span><span>gave a vote of approval to: (i) Mr Wojciech Papierak for the performance of his duties as a member of the Management Board, performing the function of a Vice-President of the Management Board in charge of the Management Board’s work in the period from 10 August 2024 to 5 December 2024 and the function of President of the Management Board in the period from 6 December 2024 to 31 December 2024; (ii) Ms Katarzyna Kurkowska-Szczechowicz for the performance of her duties as a member of the Management Board, performing the function of President of the Management Board in the period from 1</span><span> </span><span>January 2024 to 9 August 2024 and the function of a Vice-President of the Management Board in the period from 10 August 2024 to 31</span><span> </span><span>December 2024; (iii) Mr Piotr Kochanek for the performance of his duties as a member of the Management Board, performing the function of Vice-President of the Management Board in the period from 1 January 2024 to 31 December 2024; (iv) Mr Piotr Jaworski for the performance of his duties as a member of the Management Board acting as Vice-President of the Management Board in the period from 1 January 2024 to 9 August 2024; and (v) Mr Stanisław Skoczylas for the performance of his duties as a member of the Management Board, performing the function of a Vice-President of the Management Board, in the period from 1 January 2024 to 29 February 2024.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>By Resolution No. 8/2025 of 28 February 2025, the Bank’s Supervisory Board defined the internal segregation of key competences within the Bank’s Management Board. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>At 31 December 2025, the internal distribution of core competences was as follows:</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:489.05pt; -aw-border-insideh:0.5pt single #e4202c; border-collapse:collapse">
				<tr>
					<td style="width:130.95pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">WOJCIECH PAPIERAK</span>
						</p>
					</td>
					<td style="width:336.5pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:10pt">
							<span style="font-weight:bold">President of the Management Board</span><span> responsible for overseeing the internal audit function and the performance of the control function, the management of: compliance risk, reputation risk, legal services, human resources, the process of outsourcing services to third parties and matters in the area of anti-money laundering and terrorist financing.</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:130.95pt; border-top:0.75pt solid #e4202c; border-bottom:2.25pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span>Other functions performed:</span>
						</p>
					</td>
					<td style="width:336.5pt; border-top:0.75pt solid #e4202c; border-bottom:2.25pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-bottom:0pt; font-size:10pt">
							<span>Chairperson of the Strategy and Business Initiatives Committee </span>
						</p>
						<p style="margin-top:3pt; margin-bottom:3pt; font-size:10pt">
							<span>Chairperson of the Asset and Liability Committee</span>
						</p>
						<p style="margin-top:3pt; margin-bottom:3pt; font-size:10pt">
							<span>Chairperson of the Green Covered Bonds Committee</span>
						</p>
						<p style="margin-top:3pt; margin-bottom:0pt; font-size:10pt">
							<span>Deputy Chairperson of the Operational Risk and Data Quality Committee </span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:130.95pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:36pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">KATARZYNA KURKOWSKA-SZCZECHOWICZ</span>
						</p>
					</td>
					<td style="width:336.5pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-bottom:7.2pt; text-align:justify; font-size:10pt">
							<span style="font-weight:bold">Vice-President of the Management Board </span><span style="color:#231f20">responsible for overseeing the issuance of securities, raising funding and the creation and development of the product offering, activities relating to coordination of the sale of products and the acquisition of loan receivables and the process of their further servicing, the functioning and efficiency of IT resources.</span><span> </span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:130.95pt; border-top:0.75pt solid #e4202c; border-bottom:2.25pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span>Other functions performed:</span>
						</p>
					</td>
					<td style="width:336.5pt; border-top:0.75pt solid #e4202c; border-bottom:2.25pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-bottom:3pt; line-height:110%; font-size:10pt">
							<span>Deputy Chairperson of the Strategy and Business Initiatives Committee</span>
						</p>
						<p style="margin-top:3pt; margin-bottom:3pt; line-height:110%; font-size:10pt">
							<span>Deputy Chairperson of the Green Covered Bonds Committee</span>
						</p>
						<p style="margin-top:3pt; margin-bottom:3pt; line-height:110%; font-size:10pt">
							<span>Member of the Asset and Liability Committee</span>
						</p>
						<p style="margin-top:3pt; margin-bottom:3pt; line-height:110%; font-size:10pt">
							<span>Member of the Credit Committee</span>
						</p>
						<p style="margin-top:3pt; margin-bottom:3pt; font-size:10pt">
							<span>Member of the Operational Risk and Data Quality Committee</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:130.95pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:36pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">PIOTR KOCHANEK </span>
						</p>
					</td>
					<td style="width:336.5pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:110%; font-size:10pt">
							<span style="font-weight:bold">Vice President of the Management Board </span><span style="color:#231f20">responsible for supervising the management of all risks relating to the Bank’s operations, save for compliance and reputation risk, supervising the process of assessing creditworthiness and determining the Mortgage Lending Value of real estate, and the restructuring and debt collection processes.</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:130.95pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span>Other functions performed:</span>
						</p>
					</td>
					<td style="width:336.5pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:10pt">
							<span>Chairperson of the Credit Committee</span>
						</p>
						<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:10pt">
							<span>Chairperson of the Operational Risk and Data Quality Committee </span>
						</p>
						<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:10pt">
							<span>Deputy Chairperson of the Asset and Liability Committee </span>
						</p>
						<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:10pt">
							<span>Member of the Green Covered Bonds Committee</span>
						</p>
						<p style="margin-top:3pt; margin-bottom:3pt; line-height:110%; font-size:10pt">
							<span>Member of the Strategy and Business Initiatives Committee</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:130.95pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:36pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">MICHAŁ STĘPNIEWSKI</span>
						</p>
					</td>
					<td style="width:336.5pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-bottom:7.2pt; text-align:justify; font-size:10pt">
							<span style="font-weight:bold">Vice President of the Management Board </span><span>responsible for overseeing financial planning and financial control matters, as well as accounting and financial reporting matters, and clearing and confirming treasury transactions.</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:130.95pt; border-top:0.75pt solid #e4202c; border-bottom:2.25pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span>Other functions performed:</span>
						</p>
					</td>
					<td style="width:336.5pt; border-top:0.75pt solid #e4202c; border-bottom:2.25pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:10pt">
							<span>Member of the Asset and Liability Committee</span>
						</p>
						<p style="margin-top:3pt; margin-bottom:3pt; font-size:10pt">
							<span>Member of the Strategy and Business Initiatives Committee</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:18pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Other management functions of the members of the Management Board </span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<thead>
					<tr style="height:14.15pt">
						<td style="width:125.2pt; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:top; background-color:#d9d9d9; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:10pt">
								<span style="color:#ff0000; -aw-import:ignore"> </span>
							</p>
						</td>
						<td style="width:138.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
								<span style="font-weight:bold">Position</span>
							</p>
						</td>
						<td style="width:195.95pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
								<span style="font-weight:bold">Position holding period </span>
							</p>
						</td>
					</tr>
				</thead>
				<tbody>
					<tr style="height:19.85pt">
						<td style="width:125.2pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>Wojciech Papierak</span>
							</p>
						</td>
						<td style="width:138.15pt; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt 5.4pt; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>TOYA SA with its registered office in Wrocław - Member of the Supervisory Board </span>
							</p>
						</td>
						<td style="width:195.95pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>Throughout the reporting period</span>
							</p>
						</td>
					</tr>
					<tr style="height:19.85pt">
						<td style="width:125.2pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>Katarzyna Kurkowska-Szczechowicz</span>
							</p>
						</td>
						<td style="width:138.15pt; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt 5.4pt; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>Did not perform additional functions as a member of the Management Board or Supervisory Board or held any other positions as director</span>
							</p>
						</td>
						<td style="width:195.95pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>Throughout the reporting period</span>
							</p>
						</td>
					</tr>
					<tr style="height:19.85pt">
						<td style="width:125.2pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>Piotr Kochanek</span>
							</p>
						</td>
						<td style="width:138.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>Did not perform additional functions as a member of the Management Board or Supervisory Board or held any other positions a director</span>
							</p>
						</td>
						<td style="width:195.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>Throughout the reporting period</span>
							</p>
						</td>
					</tr>
					<tr style="height:19.85pt">
						<td style="width:125.2pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>Michał Stępniewski</span>
							</p>
						</td>
						<td style="width:138.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>Chairman of the Supervisory Board of Szpital Praski Sp.</span><span> </span><span>z</span><span> </span><span>o.o.</span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>Chairman of the Council of the Stare Powązki Foundation</span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>Chairperson of the Board of the</span><span style="-aw-import:spaces">  </span><span>Rev. Julian Chrościcki Foundation</span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>--------------------------------------</span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>Vice-President of the Management Board of the Queen Hedvig Scholarship Foundation</span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span> </span><span style="-aw-import:spaces">  </span>
							</p>
						</td>
						<td style="width:195.95pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; -aw-border:0.5pt single">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>During the period of holding the position</span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span style="-aw-import:ignore"> </span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span style="-aw-import:ignore"> </span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span style="-aw-import:ignore"> </span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
								<span>-------------------------------------------------------</span>
							</p>
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
								<span>until 31.10.2025</span>
							</p>
						</td>
					</tr>
				</tbody>
			</table>
			<p style="margin-top:12pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c; -aw-import:spaces"> </span><span style="font-weight:bold; font-variant:small-caps; color:#00468c">Recruitment policy for appointing Management Board members and their evaluation </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The process of selecting and evaluating candidates for members of the Management Board in PKO Bank Hipoteczny</span><span> </span><span>SA is carried out by the Remuneration and Nomination Committee of the Bank’s Supervisory Board. The Committee is mindful of the European Banking Authority’s guidelines of 2 July 2021 on the assessment of the suitability of members of the management body and key function holders (EBA guidelines), the Regulation of the Minister of Development and Finance of 10 March 2017 on information and documents concerning the founders and the management board of a bank to be submitted to the Polish Financial Supervision Authority and the Methodology for assessing the suitability of members of the bodies of entities supervised by the Polish Financial Supervision Authority. In selecting candidates, the Committee takes into account the profile, scope and scale of PKO Bank Hipoteczny SA’s operations. When assessing a candidate, the Committee also verifies that the candidate’s experience and knowledge will reinforce the skills possessed by the other members of the Bank’s Management Board and complement them, so as to ensure that all areas managed at the Bank are covered. The examination of the above criterion is intended to ensure differentiation with regard to the selection of members of the governing body, its objectives, tasks and scope of action. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Before their appointment, all members of the Management Board of PKO Bank Hipoteczny SA were evaluated in terms of their suitability, in accordance with the EBA and PFSA guidelines.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Members of the Management Board are subject to continuous evaluation by the Supervisory Board’s Remuneration and Nomination Committee and the Supervisory Board, starting from the moment of their recruitment and continuing through their entire term of office. Moreover, pursuant to Article 395 § 2(3) of the Commercial Companies Code, each year the Ordinary General Shareholders’ Meeting grants each individual member of the Management Board a vote of approval. The granting of this vote of approval constitutes an evaluation of the Management Board members, which is independent of the approval of the Bank’s Directors’ Report by the General Shareholders’ Meeting. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The process described above for appointments to perform functions on the Management Board and the positive evaluation of members of the Bank’s Management Board constitutes confirmation of the proper performance of their duties, based on adequate knowledge, abilities and experience, in accordance with the requirements of Article 22aa of the Banking Law.</span>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'6 5'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">6.5.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126665"><span style="font-variant:small-caps; color:#00468c">The Supervisory Board of PKO Bank Hipoteczny SA</span></a><span style="font-variant:small-caps; color:#00468c"> </span>
			</h2>
			<p style="margin-top:0pt; margin-right:1.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, the composition of the Supervisory Board of PKO Bank Hipoteczny SA was as follows:</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:494.65pt; margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<tr style="height:116.2pt; page-break-inside:avoid">
					<td style="width:64.15pt; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:top; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:9pt">
							<span style="color:#ff0000; -aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:99.15pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="font-weight:bold">Function on the Supervisory Board</span>
						</p>
					</td>
					<td style="width:69.75pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="font-weight:bold">Date of appointment</span>
						</p>
					</td>
					<td style="width:58.3pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="font-weight:bold">Date of dismissal / resignation</span>
						</p>
					</td>
					<td style="width:17.55pt; height:116.2pt; margin-left:auto; writing-mode:tb-rl; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:top; background-color:#d9d9d9; -aw-border:0.5pt single; -moz-transform:rotate(180deg); -ms-transform:rotate(180deg); overflow:hidden; transform:rotate(180deg); -webkit-transform:rotate(180deg)">
						<div style="height:116.2pt; margin-left:auto; writing-mode:tb-rl; -aw-ignore:true; overflow:hidden">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
								<span style="font-weight:bold">qualifications in finance</span>
							</p>
						</div>
					</td>
					<td style="width:11.5pt; height:116.2pt; margin-left:auto; writing-mode:tb-rl; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:top; background-color:#d9d9d9; -aw-border:0.5pt single; -moz-transform:rotate(180deg); -ms-transform:rotate(180deg); overflow:hidden; transform:rotate(180deg); -webkit-transform:rotate(180deg)">
						<div style="height:116.2pt; margin-left:auto; writing-mode:tb-rl; -aw-ignore:true; overflow:hidden">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
								<span style="font-weight:bold">Independent member</span><a id="_ftnref21"></a><a href="#_ftn21" style="text-decoration:none"><span style="font-size:6pt; font-weight:bold; vertical-align:super; color:#000000">[21]</span></a><span style="font-weight:bold"> </span>
							</p>
						</div>
					</td>
					<td style="width:19pt; height:116.2pt; margin-right:auto; margin-left:auto; writing-mode:tb-rl; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single; -moz-transform:rotate(180deg); -ms-transform:rotate(180deg); overflow:hidden; transform:rotate(180deg); -webkit-transform:rotate(180deg)">
						<div style="height:116.2pt; margin-right:auto; margin-left:auto; writing-mode:tb-rl; -aw-ignore:true; overflow:hidden">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
								<span style="font-weight:bold">Audit and Finance Committee*</span>
							</p>
						</div>
					</td>
					<td style="width:14pt; height:116.2pt; margin-right:auto; margin-left:auto; writing-mode:tb-rl; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single; -moz-transform:rotate(180deg); -ms-transform:rotate(180deg); overflow:hidden; transform:rotate(180deg); -webkit-transform:rotate(180deg)">
						<div style="height:116.2pt; margin-right:auto; margin-left:auto; writing-mode:tb-rl; -aw-ignore:true; overflow:hidden">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
								<span style="font-weight:bold">Risk Committee*</span>
							</p>
						</div>
					</td>
					<td style="width:17.8pt; height:116.2pt; margin-right:auto; margin-left:auto; writing-mode:tb-rl; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single; -moz-transform:rotate(180deg); -ms-transform:rotate(180deg); overflow:hidden; transform:rotate(180deg); -webkit-transform:rotate(180deg)">
						<div style="height:116.2pt; margin-right:auto; margin-left:auto; writing-mode:tb-rl; -aw-ignore:true; overflow:hidden">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
								<span style="font-weight:bold">Remuneration And Nomination Committee*</span>
							</p>
						</div>
					</td>
					<td style="width:14.7pt; height:116.2pt; margin-right:auto; margin-left:auto; writing-mode:tb-rl; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single; -moz-transform:rotate(180deg); -ms-transform:rotate(180deg); overflow:hidden; transform:rotate(180deg); -webkit-transform:rotate(180deg)">
						<div style="height:116.2pt; margin-right:auto; margin-left:auto; writing-mode:tb-rl; -aw-ignore:true; overflow:hidden">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
								<span style="font-weight:bold">Commercial Committee*</span>
							</p>
						</div>
					</td>
				</tr>
				<tr style="height:21.55pt">
					<td style="width:64.15pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Marek Radzikowski</span>
						</p>
					</td>
					<td style="width:99.15pt; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>Member of the Supervisory Board</span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>Chairman</span>
						</p>
					</td>
					<td style="width:69.75pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>19.08.2024</span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>23.08.2024</span>
						</p>
					</td>
					<td style="width:58.3pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:17.55pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>√</span>
						</p>
					</td>
					<td style="width:11.5pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="color:#ffffff; -aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:19pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:14pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:17.8pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>C</span>
						</p>
					</td>
					<td style="width:14.7pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>C</span>
						</p>
					</td>
				</tr>
				<tr style="height:21.55pt">
					<td style="width:64.15pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Jakub Niesłuchowski</span>
						</p>
					</td>
					<td style="width:99.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>Member of the Supervisory Board</span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>Deputy Chairman</span>
						</p>
					</td>
					<td style="width:69.75pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>28.04.2022</span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>22.02.2024</span>
						</p>
					</td>
					<td style="width:58.3pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:17.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>√</span>
						</p>
					</td>
					<td style="width:11.5pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="color:#ffffff; -aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:19pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>D</span>
						</p>
					</td>
					<td style="width:14pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:17.8pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>D</span>
						</p>
					</td>
					<td style="width:14.7pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>M</span>
						</p>
					</td>
				</tr>
				<tr style="height:21.55pt">
					<td style="width:64.15pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Iwona Brzozowska-Poniedzielska</span>
						</p>
					</td>
					<td style="width:99.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>Member of the Supervisory Board</span>
						</p>
					</td>
					<td style="width:69.75pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>29.05.2024</span>
						</p>
					</td>
					<td style="width:58.3pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:6pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:17.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>√</span>
						</p>
					</td>
					<td style="width:11.5pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>√</span>
						</p>
					</td>
					<td style="width:19pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>C</span>
						</p>
					</td>
					<td style="width:14pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>M</span>
						</p>
					</td>
					<td style="width:17.8pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:14.7pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
				</tr>
				<tr style="height:21.55pt">
					<td style="width:64.15pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Robert Ciborowski</span>
						</p>
					</td>
					<td style="width:99.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>Member of the Supervisory Board</span>
						</p>
					</td>
					<td style="width:69.75pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>29.05.2024</span>
						</p>
					</td>
					<td style="width:58.3pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:17.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>√</span>
						</p>
					</td>
					<td style="width:11.5pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>√</span>
						</p>
					</td>
					<td style="width:19pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>M</span>
						</p>
					</td>
					<td style="width:14pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:17.8pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:14.7pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
				</tr>
				<tr style="height:21.55pt">
					<td style="width:64.15pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Lucyna Kopińska</span>
						</p>
					</td>
					<td style="width:99.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>Member of the Supervisory Board</span>
						</p>
					</td>
					<td style="width:69.75pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>01.09.2019</span>
						</p>
					</td>
					<td style="width:58.3pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:17.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>√</span>
						</p>
					</td>
					<td style="width:11.5pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="color:#ffffff; -aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:19pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:14pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>D</span>
						</p>
					</td>
					<td style="width:17.8pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:14.7pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>M</span>
						</p>
					</td>
				</tr>
				<tr style="height:21.55pt">
					<td style="width:64.15pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Paweł Metrycki</span>
						</p>
					</td>
					<td style="width:99.15pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>Member of the Supervisory Board</span>
						</p>
					</td>
					<td style="width:69.75pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>30.03.2019</span>
						</p>
					</td>
					<td style="width:58.3pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:top; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:17.55pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>√</span>
						</p>
					</td>
					<td style="width:11.5pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="color:#ffffff; -aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:19pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:14pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>C</span>
						</p>
					</td>
					<td style="width:17.8pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:14.7pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:0pt; margin-bottom:6pt; text-align:justify; line-height:110%; font-size:9pt">
				<span style="font-style:italic">C - Chairman of the Committee, D - Deputy Chairman of the Committee, M - Member of the Committee </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>*The composition of the Committees is shown as at 31 December 2025</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>There were six meetings of the Supervisory Board in 2025.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>On 27 June 2025, the Ordinary General Shareholders’ Meeting:</span>
			</p>
			<p style="margin:3pt 8.5pt 3pt 21.3pt; text-indent:-21.3pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:15.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Wingdings"></span><span style="width:15.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">          </span></span><span>gave a vote of approval to: (i) Mr Mieczysław Król for the performance of his duties as a member of the Supervisory Board, acting as Chairman of the Supervisory Board in the period from 1</span><span> </span><span>January 2024 to 22</span><span> </span><span>February 2024; (ii) Mr Marek Radzikowski for the performance of his duties as a member of the Supervisory Board, acting as Chairman of the Supervisory Board in the period from 19 August 2024 to 31 December 2024; (iii) Mr Paweł Metrycki for the performance of his duties as a member of the Supervisory Board in the period from 1 January 2024 to 31 December 2024; (iv) Ms Lucyna Kopińska for the performance of her duties as a member of the Supervisory Board in the period from 1 January 2024 to 31</span><span> </span><span>December 2024; (v) Ms Jadwiga Lesisz for the performance of her duties as a member of the Supervisory Board in the period from 1 January 2024 to 13 June 2024; (vi) Mr Robert Ciborowski for the performance of his duties as a member of the Supervisory Board in the period from 29 May 2024 to 31 December 2024; (vii) Mr Maciej Brzozowski acting as Deputy Chairman of the Supervisory Board in the period from 1 January 2024 to14 February 2024; (viii)</span><span> </span><span>Mr</span><span> </span><span>Jakub Niesłuchowski for the performance of his duties as a member of the Supervisory Board acting as Deputy Chairman of the Supervisory Board in the period from 1 January 2024 to 31 December 2024; (ix)</span><span> </span><span>Mr</span><span> </span><span>Tomasz Baum for the performance of his duties as a member of the Supervisory Board in the period from 1</span><span> </span><span>January 2024 to 28 May 2024 and (x) Ms Iwona Brzozowska-Poniedzielska for the performance of her duties as a member of the Supervisory Board in the period from 29 May 2024 to 31 December 2024.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Pursuant to Article 395 § 2(3) of the Commercial Companies Code, the Ordinary General Shareholders’ Meeting gives a vote of approval to each member of the Supervisory Board separately once a year. The vote of approval is an evaluation of individual members of the Supervisory Board, independent of the Ordinary General Shareholders’ Meeting’s appraisal of the Supervisory Board’s activity report. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The above confirms that the members of the Supervisory Board duly performed their duties based on adequate knowledge, skills and experience as required by Article 22aa of the Banking Law.</span>
			</p>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Information concerning the Audit and Finance Committee</span>
			</p>
			<p style="margin-top:0pt; margin-right:1.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, the composition of the Audit and Finance Committee of PKO Bank Hipoteczny</span><span> </span><span>SA was as follows: </span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<tr style="height:148.85pt">
					<td style="width:65.65pt; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:top; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:110%; font-size:9pt">
							<span style="color:#ff0000; -aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:109.05pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="font-weight:bold">Function in the Audit and Finance Committee</span>
						</p>
					</td>
					<td style="width:64.1pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="font-weight:bold">Date of appointment</span>
						</p>
					</td>
					<td style="width:62.6pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="font-weight:bold">Date of dismissal / </span>
						</p>
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="font-weight:bold">resignation</span>
						</p>
					</td>
					<td style="width:28.15pt; height:148.85pt; margin-left:auto; writing-mode:tb-rl; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:top; background-color:#d9d9d9; -aw-border:0.5pt single; -moz-transform:rotate(180deg); -ms-transform:rotate(180deg); overflow:hidden; transform:rotate(180deg); -webkit-transform:rotate(180deg)">
						<div style="height:148.85pt; margin-left:auto; writing-mode:tb-rl; -aw-ignore:true; overflow:hidden">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
								<span style="font-weight:bold">Independent member</span><a id="_ftnref22"></a><a href="#_ftn22" style="text-decoration:none"><span style="font-size:6pt; font-weight:bold; vertical-align:super; color:#000000">[22]</span></a><span style="font-weight:bold"> </span>
							</p>
						</div>
					</td>
					<td style="width:32.7pt; height:148.85pt; margin-left:auto; writing-mode:tb-rl; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:top; background-color:#d9d9d9; -aw-border:0.5pt single; -moz-transform:rotate(180deg); -ms-transform:rotate(180deg); overflow:hidden; transform:rotate(180deg); -webkit-transform:rotate(180deg)">
						<div style="height:148.85pt; margin-left:auto; writing-mode:tb-rl; -aw-ignore:true; overflow:hidden">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
								<span style="font-weight:bold">knowledge and skills in accounting and/or auditing</span>
							</p>
						</div>
					</td>
					<td style="width:28.15pt; height:148.85pt; margin-left:auto; writing-mode:tb-rl; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:top; background-color:#d9d9d9; -aw-border:0.5pt single; -moz-transform:rotate(180deg); -ms-transform:rotate(180deg); overflow:hidden; transform:rotate(180deg); -webkit-transform:rotate(180deg)">
						<div style="height:148.85pt; margin-left:auto; writing-mode:tb-rl; -aw-ignore:true; overflow:hidden">
							<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
								<span style="font-weight:bold">knowledge and skills in banking </span>
							</p>
						</div>
					</td>
				</tr>
				<tr style="height:21.85pt">
					<td style="width:65.65pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Iwona Brzozowska-Poniedzielska</span>
						</p>
					</td>
					<td style="width:109.05pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>Chairperson of the Committee</span>
						</p>
					</td>
					<td style="width:64.1pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>21.06.2024</span>
						</p>
					</td>
					<td style="width:62.6pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#ffffff; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:28.15pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>√</span>
						</p>
					</td>
					<td style="width:32.7pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>√</span>
						</p>
					</td>
					<td style="width:28.15pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>√</span>
						</p>
					</td>
				</tr>
				<tr style="height:21.85pt">
					<td style="width:65.65pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Jakub Niesłuchowski</span>
						</p>
					</td>
					<td style="width:109.05pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>Deputy Chairperson of the Committee</span>
						</p>
					</td>
					<td style="width:64.1pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>21.06.2024</span>
						</p>
					</td>
					<td style="width:62.6pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:28.15pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="font-family:Wingdings; font-weight:bold; -aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:32.7pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>√</span>
						</p>
					</td>
					<td style="width:28.15pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>√</span>
						</p>
					</td>
				</tr>
				<tr style="height:21.85pt">
					<td style="width:65.65pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:9pt">
							<span>Robert Ciborowski</span>
						</p>
					</td>
					<td style="width:109.05pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>Member of the Committee</span>
						</p>
					</td>
					<td style="width:64.1pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>21.06.2024</span>
						</p>
					</td>
					<td style="width:62.6pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:28.15pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>√</span>
						</p>
					</td>
					<td style="width:32.7pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>√</span>
						</p>
					</td>
					<td style="width:28.15pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; line-height:110%; font-size:9pt">
							<span>√</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, five meetings of the Audit and Finance Committee took place.</span>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'6 6'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">6.6.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc188971755"></a><a id="_Toc188973147"></a><a id="_Toc188973299"></a><a id="_Toc188973822"></a><a id="_Toc188971800"></a><a id="_Toc188973192"></a><a id="_Toc188973344"></a><a id="_Toc188973867"></a><a id="_Toc188971801"></a><a id="_Toc188973193"></a><a id="_Toc188973345"></a><a id="_Toc188973868"></a><a id="_Toc224126666"><span style="-aw-bookmark-end:_Toc188971755"></span><span style="-aw-bookmark-end:_Toc188973147"></span><span style="-aw-bookmark-end:_Toc188973299"></span><span style="-aw-bookmark-end:_Toc188973822"></span><span style="-aw-bookmark-end:_Toc188971800"></span><span style="-aw-bookmark-end:_Toc188973192"></span><span style="-aw-bookmark-end:_Toc188973344"></span><span style="-aw-bookmark-end:_Toc188973867"></span><span style="-aw-bookmark-end:_Toc188971801"></span><span style="-aw-bookmark-end:_Toc188973193"></span><span style="-aw-bookmark-end:_Toc188973345"></span><span style="-aw-bookmark-end:_Toc188973868"></span><span style="font-variant:small-caps; color:#00468c">Remuneration and Human Resources Management Policy</span></a>
			</h2>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Number of Employees</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>As at 31 December 2025, PKO Bank Hipoteczny SA employed 66 people. This is an increase of seven employees compared with the end of 2024.</span>
			</p>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Remuneration Policy</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The basic internal regulation with regard to the remuneration policy is the Remuneration Policy of PKO Bank Hipoteczny SA approved by the Supervisory Board. The Policy specifies:</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>the functions of particular structures and bodies within the Bank in the implementation and application of the Policy and the identification of positions of Material Risk Takers (MRT);</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>the functioning of fixed and variable components of remuneration of the members of the Bank’s Management Board, MRTs and employees other than members of the Management Board and MRTs;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>benefits other than remuneration available to the employees.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In addition, the Bank complies with the Remuneration Regulations of PKO Bank Hipoteczny SA implemented on the order of the President of the Management Board. According to the Regulations, the Bank’s employees are entitled to the following remuneration components: </span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>basic salary; </span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>bonuses and awards for special achievements in their work;</span>
			</p>
			<p style="margin:0pt 8.5pt 6pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>additional remuneration for overtime work and night work. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Remuneration Policy of PKO Bank Hipoteczny SA is consistent with the principles of proper and effective risk management.</span><span style="font-size:8pt"> </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank has no employee share programme.</span><span style="background-color:#ffff00"> </span>
			</p>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Basic Salary</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank has a gender-neutral remuneration policy. Fixed remuneration is calculated with regard to the complexity of the tasks performed in a given organizational structure, the level of responsibility related to a given position, the work results achieved and the evaluation of an employee’s competences.</span>
			</p>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Variable Remuneration </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank regulates the process of granting variable remuneration in the Bank Hipoteczny SA Remuneration Policy, the Principles for employing and remunerating members of the Bank’s Management Board and the Principles for granting bonuses to Bank employees whose actions have a material impact on Bank Hipoteczny SA’s risk profile – Material Risk Takers – and the Principles of granting bonuses to the Bank’s employees. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The targets assigned are aimed at ensuring that the risk associated with the Bank’s operations is taken into account. All targets result from target grids approved by the Bank’s Management Board, which are cascaded to the employees of the individual structures. MRTs are additionally responsible for special projects aimed at executing the Bank’s strategy.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>MRTs, who have significant influence on the safety level and stable development of the Bank, are subject to additional remuneration restrictions. Variable remuneration components are granted to MRTs, including the Management Board members, for a particular bonus year (calendar year), following the assessment of the achievement of targets, in non-deferred and deferred form. In order to ensure that the results are sustainable, deferred variable remuneration components can be reduced if the Bank’s financial results have deteriorated, the Bank incurred a loss or other variables deteriorated.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Moreover, part of the value of each component is payable in the form of an instrument linked to the carrying amount of the Bank’s net assets. Measurement of the instrument takes into account the Bank’s situation and the market benchmarks of the financial sector. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>With regard to the award and payment of variable remuneration components to members of the Management Board or MRTs, the limited scope provisions referred to in Article 9 ca(1b) of the Banking Law apply, i.e. variable remuneration components paid for a given bonus period are not subject to deferral and are paid in full in cash, in the event that the following conditions are cumulatively met:</span>
			</p>
			<p style="margin:0pt 8.5pt 0pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:'%0)'; -aw-list-number-styles:'decimal'; -aw-list-number-values:'1'; -aw-list-padding-sml:9.1pt">
				<span style="-aw-import:ignore"><span>1)</span><span style="width:9.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>the base amount of variable remuneration does not exceed the PLN equivalent of EUR 50,000, calculated according to the mid EUR exchange rate announced by the National Bank of Poland on the last working day of the preceding year;</span>
			</p>
			<p style="margin:0pt 8.5pt 6pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:'%0)'; -aw-list-number-styles:'decimal'; -aw-list-number-values:'2'; -aw-list-padding-sml:9.1pt">
				<span style="-aw-import:ignore"><span>2)</span><span style="width:9.1pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>the base amount of variable remuneration does not exceed one-third of the total annual remuneration for the bonus period concerned. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Supervisory Board has the right to approve bonuses for the Management Board, and the Management Board has the right to approve bonuses for MRTs and other employees.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Irrespective of the bonus system, an employee awards system functions in the Bank, as part of which an award fund is created for individual discretionary awards for employees who achieve distinctive results in their professional work or for achievements resulting in important outcomes for the Bank.</span>
			</p>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Employee benefits </span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:497.25pt; -aw-border-insideh:0.5pt single #e4202c; border-collapse:collapse">
				<tr>
					<td style="width:115.1pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Extra medical care</span>
						</p>
					</td>
					<td style="width:360.55pt; border-top:2.25pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; font-size:10pt">
							<span>The Bank provides its employees with extra medical care (in addition to occupational medical care provided in accordance with the Labour Code). Different medical packages are assigned to specific job categories.</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:115.1pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Group Insurance</span>
						</p>
					</td>
					<td style="width:360.55pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; font-size:10pt">
							<span>The Bank’s employees and members of the Bank’s Management Board have the possibility of joining group insurance, which is paid for by the employees through the Bank.</span>
						</p>
					</td>
				</tr>
				<tr>
					<td style="width:115.1pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">MyBenefit cafeteria system </span>
						</p>
					</td>
					<td style="width:360.55pt; border-top:0.75pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; font-size:10pt">
							<span>Under this system, every employee of the Bank can manage the funds assigned to him/her from the Company Social Fund as he/she chooses via an online platform.</span>
						</p>
					</td>
				</tr>
				<tr style="height:27.25pt">
					<td style="width:115.1pt; border-top:0.75pt solid #e4202c; border-bottom:1pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Multisport Plus card</span>
						</p>
					</td>
					<td style="width:360.55pt; border-top:0.75pt solid #e4202c; border-bottom:1pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:10pt">
							<span>Every employee of the Bank has the opportunity to order a Multisport Plus card via an online platform, which is paid for by the employer.</span>
						</p>
					</td>
				</tr>
				<tr style="height:27.25pt">
					<td style="width:115.1pt; border-top:0.75pt solid #e4202c; border-bottom:1pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Employee Pension Scheme (PPE)</span>
						</p>
					</td>
					<td style="width:360.55pt; border-top:0.75pt solid #e4202c; border-bottom:1pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle; -aw-border-top:0.5pt single">
						<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:10pt">
							<span>Employees have the possibility of joining the Employee Pension Scheme where the base premium is fully funded by the employer.</span>
						</p>
					</td>
				</tr>
				<tr style="height:27.25pt">
					<td style="width:115.1pt; border-top:1pt solid #e4202c; border-bottom:1pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">“Training zone” platform</span>
						</p>
					</td>
					<td style="width:360.55pt; border-top:1pt solid #e4202c; border-bottom:1pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle">
						<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:10pt">
							<span>Employees have the opportunity to use the Training Zone platform, where training is available in a number of categories including programming, website development, computer graphics, using office software (MS Office, Google), psychology, graphics-photography, managerial skills, etc.</span>
						</p>
					</td>
				</tr>
				<tr style="height:27.25pt">
					<td style="width:115.1pt; border-top:1pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-right:1.4pt; margin-bottom:3pt; font-size:10pt">
							<span style="font-weight:bold; font-variant:small-caps; color:#00468c">MULTILIFE platform</span>
						</p>
					</td>
					<td style="width:360.55pt; border-top:1pt solid #e4202c; border-bottom:0.75pt solid #e4202c; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single">
						<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; font-size:10pt">
							<span>Employees have access to the Multi.Life platform, a wellbeing and development tool that, among other things, promotes development and involvement as well as self-care.</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:12pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Principles for remunerating members of the Bank’s Management Board</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>On 7 August 2025, the Policy for employing and remunerating members of the Management Board of the Bank was adopted by Resolution of the Supervisory Board No. 51/2025. Based thereon, members of the Bank’s Management Board are entitled to: </span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>fixed remuneration, whose level is set by the Bank’s Supervisory Board in a resolution, separately for each of the members of the Management Board;</span>
			</p>
			<p style="margin:0pt 8.5pt 6pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>variable remuneration – additional remuneration granted and payable after the end of the bonus award period, in particular in the form of bonuses, rewards for special achievements at work, severance pay (other than fixed remuneration and benefits granted based on the applicable laws or not related to performance).</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The information on remuneration components and other benefits payable to Management Board members in the reporting period is presented in Chapter 6.7.</span>
			</p>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Variable remuneration components for members of the Management Board and Material Risk Takers (MRT)</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt; background-color:#ffffff">
				<span>In accordance with the requirements of the CRD, the Commission Delegated Regulation (EU) 2021/923 of 25 March 2021 supplementing Directive 2013/36/EU of the European Parliament and of the Council with regard to regulatory technical standards setting out the criteria to define managerial responsibility, control functions, material business units and a significant impact on a material business unit’s risk profile, and setting out criteria for identifying staff members or categories of staff whose professional activities have an impact on the institution’s risk profile that is comparably as material as that of staff members or categories of staff referred to in Article 92(3) of that Directive, as well as in connection with the Regulation of the Minister of Finance, Funds and Regional Policy of 8 June 2021 on the risk management system, the internal control system, and the remuneration policy in banks, the following regulations laying down the principles of determining variable remuneration components are in force in the Bank:</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>The Policy for employing and remunerating members of the Management Board of the Bank, adopted by a Resolution of the Supervisory Board;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>The principles of remunerating persons whose professional activities significantly affect the Bank’s risk profile (MRTs);</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>The list of positions where professional activities have a significant impact on the institution’s risk profile and identification of key functions in the Bank (the list of MRTs).</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>As at 31 December 2025, the policy on variable remuneration components for Management Board members and MRTs was applicable to four Management Board members, four former Management Board members and 13 MRT positions.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Variable remuneration components are awarded for the purpose of the achievement of objectives assigned as part of the Management by Objectives (MbO) system. </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Variable salary components are awarded and paid in the following forms:</span>
			</p>
			<p style="margin:0pt 8.5pt 0pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>non-deferred;</span>
			</p>
			<p style="margin:0pt 8.5pt 6pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>deferred.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, variable remuneration components were paid out based on resolutions passed in previous periods. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Both non-deferred and deferred remuneration is granted in cash and in the form of instruments (i.e. phantom shares) converted into cash after the bonus period, and in the case of deferred remuneration – after the period of deferral. </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Each of the accrued components of variable remuneration may be reduced as a consequence of:</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>material breaches of the duties performed under the employment contract or contract for services;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>irregularities in the performance of the assigned professional duties;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>material non-compliance with the legal regulations or customer service standards;</span>
			</p>
			<p style="margin:0pt 8.5pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>material violation of the principles of community life in relation to other employees and co-workers.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>For members of the Management Board, variable remuneration may only be awarded and paid provided that the Directors’ Report and the financial statements for the previous financial year have been approved and the Management Board member has been granted a discharge in respect of his/her duties. Variable remuneration may be reduced or revoked by the Supervisory Board if a member of the Management Board committed a breach, irregularity or non-compliance referred to above up to the date of payment (in particular, within the assessment period covering the last three years). </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>A member of the Management Board is entitled to severance pay as a result of termination of his/her contract for services if he/she ceases to perform the functions of a Management Board member, in an amount equal to three times the fixed portion of remuneration on condition that the function of Management Board member was performed for at least twelve months before the termination of the contract; the period of performing a function on the Management Board includes a period of continuously performing the function directly before the date of concluding a management contract. A member of the Management Board is entitled to compensation in respect of the ban to engage in competitive activities over a period of six months after termination of the management contract, in the amount of 100% of the fixed portion of remuneration for providing management services based on the contract for services, as at the date of its termination. A member of the Management Board is entitled to contributions to the Employee Pension Fund over a period of performing the duties of member of the Management Board, which are accrued on the fixed and variable components of remuneration and which are not included in the fixed and variable remuneration; the amount of the contributions is the same as for the Bank’s employees.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, none of the members of the Management Board or employees at PKO Bank Hipoteczny SA received total remuneration of at least EUR 1 million.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The policy on variable remuneration components for members of the Management Board and Material Risk Takers is reviewed annually by the Bureau of Internal Audit, the Remuneration and Nomination Committee of the Bank’s Supervisory Board and by the Supervisory Board of PKO Bank Hipoteczny SA.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In the reporting period, seven meetings of the Remuneration and Nomination Committee of the Supervisory Board of PKO Bank Hipoteczny SA were held.</span>
			</p>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Contracts Concluded by and between the Bank and Management Board Members</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Within the meaning of the provisions of § 2 (1) (22)(a) of the Regulation of the Minister of Finance of 6 June 2025 on current and periodical information to be reported by issuers of securities and on conditions for recognizing as equivalent information required by the laws of a non-member state, the persons managing the Bank are the Management Board members. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, each of the members of the Bank’s Management Board performed their functions based on the contracts for providing management services concluded with the Bank, which determined – among other things – the terms and conditions relating to remuneration and the ban on conducting competitive activities.</span>
			</p>
			<h2 style="margin-top:12pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'6 7'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">6.7.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc188971804"></a><a id="_Toc188973196"></a><a id="_Toc188973348"></a><a id="_Toc188973871"></a><a id="_Toc224126667"><span style="-aw-bookmark-end:_Toc188971804"></span><span style="-aw-bookmark-end:_Toc188973196"></span><span style="-aw-bookmark-end:_Toc188973348"></span><span style="-aw-bookmark-end:_Toc188973871"></span><span style="font-variant:small-caps; color:#00468c">Benefits for Key Management of PKO Bank Hipoteczny SA</span></a>
			</h2>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Benefits for members of the Supervisory Board</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Pursuant to the Resolution of the Extraordinary General Shareholders’ Meeting of the Bank of 31 October 2024, members of the Supervisory Board, with the exception of members of the Supervisory Board who are employed by PKO Bank Polski SA or a company of the PKO Bank Polski SA Group or who receive, upon termination of such employment, non-competition compensation from PKO Bank Polski SA or a company of the PKO Bank Polski SA Group, are entitled to a monthly remuneration for performing the function of member of the Supervisory Board in an amount equivalent to a one-time basis of assessment referred to in Article 1.3(3, 4 and 5) of the Act of 9 June 2016 on the principles of determining the salaries of persons managing certain companies. The remuneration is increased by 10% if a member of the Supervisory Board participates in at least one standing committee of the Supervisory Board.</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<tr style="height:22.7pt">
					<td style="width:159.3pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:top; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:9pt">
							<span style="font-weight:bold">Benefits for independent members of the Supervisory Board (PLN ‘000)</span>
						</p>
					</td>
					<td style="width:85.4pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">01.01.2025 – 31.12.2025</span>
						</p>
					</td>
					<td style="width:85.45pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">01.01.2024 – 31.12.2024</span>
						</p>
					</td>
				</tr>
				<tr style="height:5.2pt">
					<td style="width:159.3pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Tomasz Baum</span>
						</p>
					</td>
					<td style="width:85.4pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:85.45pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>50</span>
						</p>
					</td>
				</tr>
				<tr style="height:4pt">
					<td style="width:159.3pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Iwona Brzozowska-Poniedzielska</span>
						</p>
					</td>
					<td style="width:85.4pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>112</span>
						</p>
					</td>
					<td style="width:85.45pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>51</span>
						</p>
					</td>
				</tr>
				<tr style="height:4pt">
					<td style="width:159.3pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Robert Ciborowski</span>
						</p>
					</td>
					<td style="width:85.4pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>112</span>
						</p>
					</td>
					<td style="width:85.45pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>51</span>
						</p>
					</td>
				</tr>
				<tr style="height:0.95pt">
					<td style="width:159.3pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Mieczysław Król</span>
						</p>
					</td>
					<td style="width:85.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:85.45pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>23</span>
						</p>
					</td>
				</tr>
				<tr style="height:0.95pt">
					<td style="width:159.3pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Jadwiga Lesisz</span>
						</p>
					</td>
					<td style="width:85.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:85.45pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>54</span>
						</p>
					</td>
				</tr>
				<tr style="height:0.95pt">
					<td style="width:159.3pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span style="font-weight:bold">Total</span>
						</p>
					</td>
					<td style="width:85.4pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span style="font-weight:bold">224</span>
						</p>
					</td>
					<td style="width:85.45pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span style="font-weight:bold">229</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:9pt">
				<span>*Gross benefits excluding surcharges.</span>
			</p>
			<p style="margin-top:18pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Benefits for members of the Management Board received, receivable and potentially receivable</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:100%; border-collapse:collapse">
				<tr style="height:12pt">
					<td rowspan="3" style="width:17.8%; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:7pt">
							<span style="font-weight:bold">BENEFITS FOR MEMBERS OF THE MANAGEMENT BOARD</span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt">
							<span>(PLN ‘000)</span>
						</p>
					</td>
					<td colspan="6" style="border-top:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt">
							<span style="font-weight:bold">01.01.2025- 31.12.2025</span>
						</p>
					</td>
				</tr>
				<tr style="height:39pt">
					<td colspan="2" style="border-top:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt">
							<span style="font-weight:bold">Short-term employee benefits</span>
						</p>
					</td>
					<td colspan="2" style="border-top:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt">
							<span style="font-weight:bold">Other long-term employee benefits – variable cash remuneration</span><a id="_ftnref23"></a><a href="#_ftn23" style="text-decoration:none"><span style="font-size:4.67pt; font-weight:bold; vertical-align:super; color:#000000">[23]</span></a>
						</p>
					</td>
					<td colspan="2" style="border-top:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt">
							<span style="font-weight:bold">Short-term employee benefits</span>
						</p>
					</td>
				</tr>
				<tr style="height:46.5pt">
					<td style="width:13.7%; border-bottom:0.75pt solid #ff0000; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-weight:bold">Remuneration 01.01.2025-31.12.2025</span><a id="_ftnref24"></a><a href="#_ftn24" style="text-decoration:none"><span style="font-size:4.67pt; font-weight:bold; vertical-align:super; color:#000000">[24]</span></a>
						</p>
					</td>
					<td style="width:13.86%; border-bottom:0.75pt solid #ff0000; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-weight:bold">Other received 01.01.2025- 31.12.2025</span>
						</p>
					</td>
					<td style="width:13.7%; border-bottom:0.75pt solid #ff0000; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-weight:bold">Received 01.01.2025-31.12.2025</span>
						</p>
					</td>
					<td style="width:13.7%; border-bottom:0.75pt solid #ff0000; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-weight:bold">Potentially receivable as at 31.12.2025</span>
						</p>
					</td>
					<td style="width:13.7%; border-bottom:0.75pt solid #ff0000; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-weight:bold">Received 01.01.2025-31.12.2025</span><span style="font-weight:bold"> </span>
						</p>
					</td>
					<td style="width:13.54%; border-bottom:0.75pt solid #ff0000; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-weight:bold">Potentially receivable as at 31.12.2025</span><span style="font-weight:bold"> </span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:17.8%; border-bottom:0.75pt solid #ffffff; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt">
							<span style="font-family:'PKO Bank Polski Rg'">Wojciech Papierak</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.12pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:8pt">
							<span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:7pt">
							<span>744.0</span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:13.86%; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>175.2</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.54%; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:17.8%; border-bottom:0.75pt solid #ffffff; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt">
							<span style="font-family:'PKO Bank Polski Rg'">Piotr Kochanek</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.12pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>576.0</span>
						</p>
					</td>
					<td style="width:13.86%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>108.3</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>143.4</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>105.8</span>
						</p>
					</td>
					<td style="width:13.54%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>264.7</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:17.8%; border-bottom:0.75pt solid #ffffff; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt">
							<span style="font-family:'PKO Bank Polski Rg'">Katarzyna Kurkowska-Szczechowicz</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.12pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:8pt">
							<span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:7pt">
							<span>596.4</span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:13.86%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>100.9</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>124.0</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>90.7</span>
						</p>
					</td>
					<td style="width:13.54%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>244.5</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:17.8%; border-bottom:0.75pt solid #ffffff; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt">
							<span style="font-family:'PKO Bank Polski Rg'">Michał Stępniewski</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.12pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:7pt">
							<span>480.0</span>
						</p>
					</td>
					<td style="width:13.86%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.54%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:17.8%; border-bottom:0.75pt solid #ffffff; padding-right:3.5pt; padding-left:3.5pt; vertical-align:bottom; background-color:#d9d9d9; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt">
							<span style="font-family:'PKO Bank Polski Rg'">Members of the Management Board who have not performed their functions in 2025</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.12pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:7pt">
							<span>0</span>
						</p>
					</td>
					<td style="width:13.86%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>42.0</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>153.1</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>95</span>
						</p>
					</td>
					<td style="width:13.54%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>237.9</span>
						</p>
					</td>
				</tr>
				<tr style="height:8.6pt">
					<td style="width:17.8%; border-bottom:0.75pt solid #ffffff; padding-right:3.5pt; padding-left:3.5pt; vertical-align:bottom; background-color:#d9d9d9; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:7pt">
							<span style="font-family:'PKO Bank Polski Bd'; font-weight:bold">Total benefits for members of the Management Board*</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding-right:3.12pt; padding-left:3.12pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-weight:bold">2396.4</span>
						</p>
					</td>
					<td style="width:13.86%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #ff0000; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-weight:bold">-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #ff0000; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-weight:bold">426.4</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #ff0000; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-weight:bold">420.5</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #ff0000; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-weight:bold">291.5</span>
						</p>
					</td>
					<td style="width:13.54%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-weight:bold">747.1</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:normal">
				<span>*Gross benefits excluding surcharges.</span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify">
				<span style="-aw-import:ignore"> </span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:100%; border-collapse:collapse">
				<tr style="height:12pt">
					<td rowspan="3" style="width:17.8%; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:7pt">
							<span style="font-weight:bold">BENEFITS FOR MEMBERS OF THE MANAGEMENT BOARD</span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt">
							<span style="-aw-import:spaces"> </span><span>(PLN ‘000)</span>
						</p>
					</td>
					<td colspan="6" style="border-top:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt">
							<span style="font-weight:bold">01.01.2024- 31.12.2024</span>
						</p>
					</td>
				</tr>
				<tr style="height:39pt">
					<td colspan="2" style="border-top:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt">
							<span style="font-weight:bold">Short-term employee benefits</span>
						</p>
					</td>
					<td colspan="2" style="border-top:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt">
							<span style="font-weight:bold">Other long-term employee benefits – variable cash remuneration</span><a id="_ftnref25"></a><a href="#_ftn25" style="text-decoration:none"><span style="font-size:4.67pt; font-weight:bold; vertical-align:super; color:#000000">[25]</span></a>
						</p>
					</td>
					<td colspan="2" style="border-top:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt">
							<span style="font-weight:bold">Short-term employee benefits</span>
						</p>
					</td>
				</tr>
				<tr style="height:46.5pt">
					<td style="width:13.7%; border-bottom:0.75pt solid #ff0000; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-weight:bold">Remuneration 01.01.2024-31.12.2024</span><a id="_ftnref26"></a><a href="#_ftn26" style="text-decoration:none"><span style="font-size:4.67pt; font-weight:bold; vertical-align:super; color:#000000">[26]</span></a>
						</p>
					</td>
					<td style="width:13.86%; border-bottom:0.75pt solid #ff0000; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-weight:bold">Other received 01.01.2024- 31.12.2024</span>
						</p>
					</td>
					<td style="width:13.7%; border-bottom:0.75pt solid #ff0000; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-weight:bold">Received 01.01.2024-31.12.2024</span>
						</p>
					</td>
					<td style="width:13.7%; border-bottom:0.75pt solid #ff0000; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-weight:bold">Potentially receivable as at 31.12.2024</span>
						</p>
					</td>
					<td style="width:13.7%; border-bottom:0.75pt solid #ff0000; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-weight:bold">Received 01.01.2024-31.12.2024</span><span style="font-weight:bold"> </span>
						</p>
					</td>
					<td style="width:13.54%; border-bottom:0.75pt solid #ff0000; padding-right:3.5pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-weight:bold">Potentially receivable as at 31.12.2024</span><span style="font-weight:bold"> </span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:17.8%; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #ffffff; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt">
							<span style="font-family:'PKO Bank Polski Rg'">Wojciech Papierak</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.12pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:8pt">
							<span style="font-family:'PKO Bank Polski Rg'"> </span><span style="font-family:'PKO Bank Polski Rg'"> </span><span style="font-family:'PKO Bank Polski Rg'"> </span><span style="font-family:'PKO Bank Polski Rg'"> </span><span style="font-family:'PKO Bank Polski Rg'"> </span><span style="font-family:'PKO Bank Polski Rg'"> </span><span style="font-family:'PKO Bank Polski Rg'"> </span><span style="font-family:'PKO Bank Polski Rg'"> </span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:7pt">
							<span>292.0</span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:13.86%; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.54%; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:17.8%; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #ffffff; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt">
							<span style="font-family:'PKO Bank Polski Rg'">Piotr Kochanek</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.12pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>496.0</span>
						</p>
					</td>
					<td style="width:13.86%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>106.1</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>115.2</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>100.6</span>
						</p>
					</td>
					<td style="width:13.54%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>182.4</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:17.8%; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #ffffff; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt">
							<span style="font-family:'PKO Bank Polski Rg'">Katarzyna Kurkowska-Szczechowicz</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.12pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:8pt">
							<span style="font-family:'PKO Bank Polski Rg'"> </span><span style="font-family:'PKO Bank Polski Rg'"> </span><span style="font-family:'PKO Bank Polski Rg'"> </span><span style="font-family:'PKO Bank Polski Rg'"> </span><span style="font-family:'PKO Bank Polski Rg'"> </span><span style="font-family:'PKO Bank Polski Rg'"> </span><span style="font-family:'PKO Bank Polski Rg'"> </span><span style="font-family:'PKO Bank Polski Rg'"> </span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:7pt">
							<span>596.4</span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:13.86%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>85.6</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>63.5</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.54%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>149.1</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:17.8%; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #ffffff; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt">
							<span style="font-family:'PKO Bank Polski Rg'">Piotr Jaworski</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.12pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-family:'PKO Bank Polski Rg'">255.1</span>
						</p>
					</td>
					<td style="width:13.86%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>105.0</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.54%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:17.8%; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #ffffff; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt">
							<span style="font-family:'PKO Bank Polski Rg'">Stanisław Skoczylas</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.12pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-family:'PKO Bank Polski Rg'">70.0</span>
						</p>
					</td>
					<td style="width:13.86%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>106.1</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.54%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
				</tr>
				<tr style="height:8.6pt">
					<td style="width:17.8%; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #ffffff; padding-right:3.12pt; padding-left:3.5pt; vertical-align:bottom; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:7pt">
							<span style="font-family:'PKO Bank Polski Rg'">Members of the Management Board who have not performed their functions in 2024</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.12pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>0</span>
						</p>
					</td>
					<td style="width:13.86%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>174.2</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>95.8</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>79.2</span>
						</p>
					</td>
					<td style="width:13.54%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>124.2</span>
						</p>
					</td>
				</tr>
				<tr style="height:2.35pt">
					<td style="width:17.8%; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #ffffff; padding-right:3.12pt; padding-left:3.5pt; vertical-align:bottom; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:7pt">
							<span style="font-family:'PKO Bank Polski Bd'; font-weight:bold">Total benefits for members of the Management Board*</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding-right:3.12pt; padding-left:3.12pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-family:'PKO Bank Polski Bd'; font-weight:bold">1709.5</span>
						</p>
					</td>
					<td style="width:13.86%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #ff0000; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span style="font-family:'PKO Bank Polski Bd'; font-weight:bold">-</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #ff0000; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>577.0</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #ff0000; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>274.5</span>
						</p>
					</td>
					<td style="width:13.7%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ffffff; border-bottom:0.75pt solid #ff0000; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>179.8</span>
						</p>
					</td>
					<td style="width:13.54%; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding-right:3.12pt; padding-left:3.5pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:7pt">
							<span>455.7</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:3pt; margin-bottom:6pt; text-align:justify; line-height:normal">
				<span>*Gross benefits excluding surcharges.</span>
			</p>
			<p style="margin-top:0pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Benefits after the term of the contract for services</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, Piotr Jaworski was paid a post-employment benefit with respect to the ban on competition of PLN</span><span> </span><span>80</span><span> </span><span>thousand. </span>
			</p>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Severance benefits</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In the period from 1 January to 31 December 2025 severance benefit of PLN</span><span> </span><span>4.8 thousand was paid to Agnieszka Krawczyk.</span>
			</p>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:16pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:'%0.'; -aw-list-number-styles:'decimal'; -aw-list-number-values:'7'; -aw-list-padding-sml:37.26pt">
				<span style="-aw-import:ignore"><span style="color:#004c8c">7.</span><span style="width:37.26pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                          </span></span><a id="_Toc224126668"><span style="font-variant:small-caps; color:#00468c">Corporate governance and information for investors</span></a>
			</h2>
			<div style="margin-right:3.75pt; border:0.75pt solid #000000; -aw-border:0.5pt single; clear:both">
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-top:1pt; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Representation on compliance with corporate governance principles</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; font-size:9pt">
					<span>Audit firm</span>
				</p>
				<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; padding-right:4pt; padding-left:4pt; padding-bottom:4pt; font-size:9pt">
					<span>Other information</span>
				</p>
			</div>
			<h2 style="margin-top:18pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'7 1'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">7.1.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126669"><span style="font-variant:small-caps; color:#00468c">Representation on compliance with corporate governance principles</span></a><span style="font-variant:small-caps; color:#00468c"> </span>
			</h2>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The general rules for corporate governance adopted by the Bank, i.e. the internal regulations for managing the Bank and controlling its operations, follow from the generally binding legal regulations, in particular the Commercial Companies Code and the Banking Law, as well as the rules issued by the PFSA, i.e. the Principles of Corporate Governance for Supervised Institutions and Recommendation Z concerning the rules of internal governance.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank has adopted the Principles of Corporate Governance for Supervised Institutions, as issued by the Polish Financial Supervision Authority, on the basis of the following decisions by the Bank’s bodies:</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>the Resolution of the Bank’s Management Board of 15 December 2014 – in relation to the powers and duties of the Management Board, i.e. conducting the Bank’s affairs and its representation, in accordance with the generally applicable laws and the Bank’s Articles of Association; </span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>the Resolution of the Bank’s Supervisory Board of 18 December 2014 - in relation to the powers and duties of the Supervisory Board, i.e. supervising the conduct of the Bank’s affairs, in accordance with the generally applicable laws and the Bank’s Articles of Association;</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>the Resolution of the General Shareholders’ Meeting of 22 December 2015 – in relation to the powers reserved for the General Shareholders’ Meeting.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Pursuant to and to the extent arising from the aforementioned decisions, the Bank opted out of the following provisions of the Principles of Corporate Governance for Supervised Institutions:</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>the provisions referring to the principles of cooperation with and rights of multiple shareholders (§</span><span> </span><span>8 (4), § 9 (1) and (6), § 10 (3), § 11 (3) and § 31 (3)), which are not applied because the Bank only has a single shareholder;</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>chapter 9, concerning the management of assets at the customer’s risk, because the Bank does not conduct operations in this area;</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>the principle described in § 22 (1), concerning the independence of Supervisory Board members, manifesting itself primarily in the lack of direct and indirect ties to the supervised institution, members of the management and supervisory bodies, significant shareholders and related parties; it should be noted that two members meeting the independence requirements set out in the Act of 11 May 2017 on Statutory Auditors, Audit Firms and Public Oversight (Journal of Laws, item 1089 as amended) were appointed as members of the Bank’s Supervisory Board.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>As required by § 27 of the Corporate Governance Principles for Supervised Institutions, on 6 March 2025, the Bank’s Supervisory Board assessed the application of the Principles at the Bank in 2024. The Supervisory Board positively assessed the application of the Principles at the Bank, finding that the Bank and its bodies applied the Principles to the extent adopted by the Bank, adequate to the scale, nature of the Bank’s activities and the specific nature of the Bank.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The text of the Principles can be found on the Polish Financial Supervision Authority’s website: </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:9pt">
				<a href="https://www.knf.gov.pl/knf/pl/komponenty/img/knf_140904_Zasady_ladu_korporacyjnego_22072014_38575.pdf" style="text-decoration:none"><span style="text-decoration:underline; color:#00468c">https://www.knf.gov.pl/knf/pl/komponenty/img/knf_140904_Zasady_ladu_korporacyjnego_22072014_38575.pdf</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank applies Recommendation Z relating to internal governance in banks pursuant to the principle of proportionality and adequacy which follow from the scale, nature of operations and specific character of the Bank. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Bank represents that, when the scope of Recommendation Z covers the same subjects as the Principles of Corporate Governance for Supervised Institutions, the provisions of Recommendation Z prevail. To the extent not governed by Recommendation Z, the Principles of Corporate Governance for Supervised Institutions apply.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The text of Recommendation Z on corporate governance principles in banks can be found on the website of the Polish Financial Supervision Authority:</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:9pt">
				<span style="text-decoration:underline; color:#00468c">https://www.knf.gov.pl/knf/pl/komponenty/img/Rekomendacja_Z_70998.pdf</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Diversity Policy </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Diversity management at the Bank concerns all employees, key managers and the Bank’s authorities. Diversity activities affect many aspects of the Bank’s operations and are aimed at respecting other persons, ensuring equal treatment of the employees and making use of their potential. Diversity means that people are important regardless of their gender, age, health, sexual orientation, religion, marital status or country of origin. Therefore, the following solutions were implemented in the form of regulations, processes and HR policies:</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>Principles for preventing, reporting and investigating violations of the Diversity, Equal Treatment and Mutual Respect Policy. The principles ensure that disadvantages in labour relations are countered and define how to respond in the event of interpersonal conflict;</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>The Code of Ethics of PKO Bank Hipoteczny SA The Code of Ethics of the PKO BP Group, the Code of Ethics for suppliers, service providers and bidders cooperating with PKO Bank Hipoteczny in procurement procedures, and the Rules and regulations of the Bank’s operations concerning, among other things, preventing discrimination due to gender, age, disability, race, religion, nationality, political views, trade union membership, ethnicity, religion or sexual orientation, as well as due to employment for a specified or unspecified period or full- or part-time. In addition, the aforementioned documents identify the values, principles, standards of conducting and ethical attitudes in relationships with Customers, in the Bank’s business operations, and in the Bank’s relations with the environment;</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>The Bank observes the principles of equal treatment during the recruitment process and at work; the candidate selection processes are based on objective criteria, and their individual stages follow the established procedures;</span>
			</p>
			<p style="margin:0pt 8.55pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>The Bank unconditionally reacts to and prevents mobbing, harassment and discrimination, and other forms of unequal and inappropriate treatment.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Diversity policy concerning the management and supervisory staff as at 31 December 2025 </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Diversity management also concerns the PKO Bank Hipoteczny SA’s Supervisory Board and Management Board members and the key managers. The management and supervisory staff includes persons of different gender, age and experience.</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<tr style="height:9.05pt">
					<td style="width:108.75pt; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:9pt">
							<span style="font-weight:bold">Gender</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Female</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Male </span>
						</p>
					</td>
				</tr>
				<tr style="height:9.05pt">
					<td style="width:108.75pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Supervisory Board</span>
						</p>
					</td>
					<td style="width:71.9pt; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>2</span>
						</p>
					</td>
					<td style="width:71.9pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>4</span>
						</p>
					</td>
				</tr>
				<tr style="height:9.05pt">
					<td style="width:108.75pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Management Board</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>1</span>
						</p>
					</td>
					<td style="width:71.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>3</span>
						</p>
					</td>
				</tr>
				<tr style="height:9.05pt">
					<td style="width:108.75pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Key managers</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>6</span>
						</p>
					</td>
					<td style="width:71.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>7</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<tr style="height:9.05pt">
					<td style="width:108.75pt; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:9pt">
							<span style="font-weight:bold">Age</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">30 – 40 years</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">41 – 50 years</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">51 – 60 years</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">more than 60 years</span>
						</p>
					</td>
				</tr>
				<tr style="height:9.05pt">
					<td style="width:108.75pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Supervisory Board</span>
						</p>
					</td>
					<td style="width:71.9pt; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>- </span>
						</p>
					</td>
					<td style="width:71.9pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>3</span>
						</p>
					</td>
					<td style="width:71.9pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>3</span>
						</p>
					</td>
					<td style="width:71.9pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>-</span>
						</p>
					</td>
				</tr>
				<tr style="height:9.05pt">
					<td style="width:108.75pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Management Board</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:71.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>1</span>
						</p>
					</td>
					<td style="width:71.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>3</span>
						</p>
					</td>
					<td style="width:71.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>-</span>
						</p>
					</td>
				</tr>
				<tr style="height:9.05pt">
					<td style="width:108.75pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Key managers</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>1</span>
						</p>
					</td>
					<td style="width:71.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>7</span>
						</p>
					</td>
					<td style="width:71.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>4</span>
						</p>
					</td>
					<td style="width:71.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>1</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<tr style="height:9.05pt">
					<td style="width:108.75pt; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:top; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:9pt">
							<span style="font-weight:bold">Period of employment with PKO Bank Hipoteczny SA</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">up to 1 year</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">1 – 5 years </span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span style="font-weight:bold">more than 5 years</span>
						</p>
					</td>
				</tr>
				<tr style="height:9.05pt">
					<td style="width:108.75pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Supervisory Board</span>
						</p>
					</td>
					<td style="width:71.9pt; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>-</span>
						</p>
					</td>
					<td style="width:71.9pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>3</span>
						</p>
					</td>
					<td style="width:71.9pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>3</span>
						</p>
					</td>
				</tr>
				<tr style="height:9.05pt">
					<td style="width:108.75pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Management Board</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>1</span>
						</p>
					</td>
					<td style="width:71.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>2</span>
						</p>
					</td>
					<td style="width:71.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>1</span>
						</p>
					</td>
				</tr>
				<tr style="height:9.05pt">
					<td style="width:108.75pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Key managers</span>
						</p>
					</td>
					<td style="width:71.9pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>0</span>
						</p>
					</td>
					<td style="width:71.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>4</span>
						</p>
					</td>
					<td style="width:71.9pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>9</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="color:#ff0000; -aw-import:ignore"> </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Main features of the internal control and risk management systems in relation to the process of preparing the financial statements </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In order to ensure the integrity and correctness of the financial reporting process, the Bank has designed and implemented a number of controls embedded in the reporting systems and the internal regulations of the process. These controls involve, among other things, the use of continuous verification and reconciliation of reporting data with the accounting, analytical and other documents that form the basis for the preparation of the financial statements. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The process of preparing the financial statements is reviewed periodically, in particular with regard to the correctness of the accounting reconciliations, substantive analysis and reliability of the information. In accordance with internal regulations, the financial statements are adopted by the Management Board of PKO Bank Hipoteczny SA. They are subject to the opinion of the Audit and Finance Committee of the Supervisory Board of PKO Bank Hipoteczny SA appointed by the Supervisory Board. The annual financial statements are furthermore subject to evaluation by the Supervisory Board of PKO Bank Hipoteczny SA.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Director of the Finance and Accounting Office is responsible for ensuring compliance with the controls in financial reporting, while Internal Audit, as part of its assurance activity, assesses the adequacy and effectiveness of the risk management system and the internal control system at the first and second levels, respectively.</span>
			</p>
			<p style="margin-top:6pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Identification of shareholders who directly or indirectly hold substantial blocks of shares, with an indication of the number of shares held and the resulting number of votes </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>As at 31 December 2025, the share capital of PKO Bank Hipoteczny SA amounted to PLN 1,611,300,000 and comprised 1,611,300,000 shares of PLN 1 nominal value each. The shares are fully paid up. Compared to the end of 2024, the share capital has not changed. The issued shares of PKO Bank Hipoteczny SA are non-preferred shares. No special control rights arise for the holders of shares in PKO Bank Hipoteczny SA from these securities. 100% of the shares of PKO Bank Hipoteczny SA are held by Powszechna Kasa Oszczędności Bank Polski Spółka Akcyjna.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The share capital structure of PKO Bank Hipoteczny SA:</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:480.15pt; margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<tr style="height:22.7pt">
					<td style="width:27.2pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Series</span>
						</p>
					</td>
					<td style="width:85pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Type of shares</span>
						</p>
					</td>
					<td style="width:62.35pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Number of shares</span>
						</p>
					</td>
					<td style="width:86.45pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Nominal value per share</span>
						</p>
					</td>
					<td style="width:76.5pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Number of votes at the GSM</span>
						</p>
					</td>
					<td style="width:107.7pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 2.48pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Amount paid in for the shares</span>
						</p>
					</td>
				</tr>
				<tr style="height:17pt">
					<td style="width:27.2pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 2.48pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>A</span>
						</p>
					</td>
					<td style="width:85pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 2.48pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>Ordinary registered shares</span>
						</p>
					</td>
					<td style="width:62.35pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 2.48pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>300,000,000</span>
						</p>
					</td>
					<td style="width:86.45pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 2.48pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN</span><span> </span><span>1</span>
						</p>
					</td>
					<td style="width:76.5pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 2.48pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>300,000,000</span>
						</p>
					</td>
					<td style="width:107.7pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 2.48pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN 300,000,000.00</span>
						</p>
					</td>
				</tr>
				<tr style="height:17pt">
					<td style="width:27.2pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>B</span>
						</p>
					</td>
					<td style="width:85pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>Ordinary registered shares</span>
						</p>
					</td>
					<td style="width:62.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>200,000,000</span>
						</p>
					</td>
					<td style="width:86.45pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN</span><span> </span><span>1</span>
						</p>
					</td>
					<td style="width:76.5pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>200,000,000</span>
						</p>
					</td>
					<td style="width:107.7pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN 200,000,000.00</span>
						</p>
					</td>
				</tr>
				<tr style="height:17pt">
					<td style="width:27.2pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>C</span>
						</p>
					</td>
					<td style="width:85pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>Ordinary registered shares</span>
						</p>
					</td>
					<td style="width:62.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>200,000,000</span>
						</p>
					</td>
					<td style="width:86.45pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN</span><span> </span><span>1</span>
						</p>
					</td>
					<td style="width:76.5pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>200,000,000</span>
						</p>
					</td>
					<td style="width:107.7pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN 200,000,000.00</span>
						</p>
					</td>
				</tr>
				<tr style="height:17pt">
					<td style="width:27.2pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>D</span>
						</p>
					</td>
					<td style="width:85pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>Ordinary registered shares</span>
						</p>
					</td>
					<td style="width:62.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>100,000,000</span>
						</p>
					</td>
					<td style="width:86.45pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN</span><span> </span><span>1</span>
						</p>
					</td>
					<td style="width:76.5pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>100,000,000</span>
						</p>
					</td>
					<td style="width:107.7pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN 100,000,000.00</span>
						</p>
					</td>
				</tr>
				<tr style="height:17pt">
					<td style="width:27.2pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>E</span>
						</p>
					</td>
					<td style="width:85pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>Ordinary registered shares</span>
						</p>
					</td>
					<td style="width:62.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>150,000,000</span>
						</p>
					</td>
					<td style="width:86.45pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN</span><span> </span><span>1</span>
						</p>
					</td>
					<td style="width:76.5pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>150,000,000</span>
						</p>
					</td>
					<td style="width:107.7pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN 150,000,000.00</span>
						</p>
					</td>
				</tr>
				<tr style="height:17pt">
					<td style="width:27.2pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>F</span>
						</p>
					</td>
					<td style="width:85pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>Ordinary registered shares</span>
						</p>
					</td>
					<td style="width:62.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>150,000,000</span>
						</p>
					</td>
					<td style="width:86.45pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN</span><span> </span><span>1</span>
						</p>
					</td>
					<td style="width:76.5pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>150,000,000</span>
						</p>
					</td>
					<td style="width:107.7pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN 150,000,000.00</span>
						</p>
					</td>
				</tr>
				<tr style="height:17pt">
					<td style="width:27.2pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>G</span>
						</p>
					</td>
					<td style="width:85pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>Ordinary registered shares</span>
						</p>
					</td>
					<td style="width:62.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>100,000,000</span>
						</p>
					</td>
					<td style="width:86.45pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN</span><span> </span><span>1</span>
						</p>
					</td>
					<td style="width:76.5pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>100,000,000</span>
						</p>
					</td>
					<td style="width:107.7pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN 100,000,000.00</span>
						</p>
					</td>
				</tr>
				<tr style="height:17pt">
					<td style="width:27.2pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>H</span>
						</p>
					</td>
					<td style="width:85pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>Ordinary registered shares</span>
						</p>
					</td>
					<td style="width:62.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>95,000,000</span>
						</p>
					</td>
					<td style="width:86.45pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN</span><span> </span><span>1</span>
						</p>
					</td>
					<td style="width:76.5pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>95,000,000</span>
						</p>
					</td>
					<td style="width:107.7pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN 95,000,000.00</span>
						</p>
					</td>
				</tr>
				<tr style="height:17pt">
					<td style="width:27.2pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>I</span>
						</p>
					</td>
					<td style="width:85pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>Ordinary registered shares</span>
						</p>
					</td>
					<td style="width:62.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>100,000,000</span>
						</p>
					</td>
					<td style="width:86.45pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN</span><span> </span><span>1</span>
						</p>
					</td>
					<td style="width:76.5pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>100,000,000</span>
						</p>
					</td>
					<td style="width:107.7pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN 100,000,000.00</span>
						</p>
					</td>
				</tr>
				<tr style="height:17pt">
					<td style="width:27.2pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>J</span>
						</p>
					</td>
					<td style="width:85pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>Ordinary registered shares</span>
						</p>
					</td>
					<td style="width:62.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>131,500,000</span>
						</p>
					</td>
					<td style="width:86.45pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN</span><span> </span><span>1</span>
						</p>
					</td>
					<td style="width:76.5pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>131,500,000</span>
						</p>
					</td>
					<td style="width:107.7pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN 131,500,000.00</span>
						</p>
					</td>
				</tr>
				<tr style="height:17pt">
					<td style="width:27.2pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>K</span>
						</p>
					</td>
					<td style="width:85pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>Ordinary registered shares</span>
						</p>
					</td>
					<td style="width:62.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>84,800,000</span>
						</p>
					</td>
					<td style="width:86.45pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN</span><span> </span><span>1</span>
						</p>
					</td>
					<td style="width:76.5pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>84,800,000</span>
						</p>
					</td>
					<td style="width:107.7pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN 84,800,000.00</span>
						</p>
					</td>
				</tr>
				<tr style="height:17pt">
					<td style="width:27.2pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:85pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>TOTAL</span>
						</p>
					</td>
					<td style="width:62.35pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>1,611,300,000</span>
						</p>
					</td>
					<td style="width:86.45pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:76.5pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>1,611,300,000</span>
						</p>
					</td>
					<td style="width:107.7pt; border:0.75pt solid #d9d9d9; padding:1.02pt 2.48pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:2pt; margin-bottom:2pt; text-align:right; font-size:9pt">
							<span>PLN 1,611,300,000.00</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:0pt; margin-right:8.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="color:#ff0000; -aw-import:ignore"> </span>
			</p>
			<table cellspacing="0" cellpadding="0" style="margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<tr style="height:14.3pt">
					<td rowspan="2" style="width:141.8pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; padding:1.02pt 3.88pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Shareholder</span>
						</p>
					</td>
					<td colspan="2" style="width:158.05pt; border-top:0.75pt solid #ff0000; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ffffff; padding:1.02pt 3.88pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">31.12.2025</span>
						</p>
					</td>
					<td colspan="2" style="width:158.05pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ffffff; padding:1.02pt 3.88pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">31.12.2024</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.45pt">
					<td style="width:74.75pt; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ffffff; padding:1.4pt 3.88pt 1.02pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Number of shares</span>
						</p>
					</td>
					<td style="width:74.8pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.4pt 3.88pt 1.02pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Number of votes at GSM</span>
						</p>
					</td>
					<td style="width:74.75pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ffffff; padding:1.02pt 3.88pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Number of shares</span>
						</p>
					</td>
					<td style="width:74.8pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 3.88pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">Number of votes at GSM</span>
						</p>
					</td>
				</tr>
				<tr style="height:7.1pt">
					<td style="width:141.8pt; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 3.88pt 1.02pt; vertical-align:top; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:justify; font-size:9pt">
							<span>Powszechna Kasa Oszczędności </span>
						</p>
					</td>
					<td style="width:74.75pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #ff0000; padding:1.02pt 3.88pt; vertical-align:top; -aw-border:0.5pt single">
						<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:9pt">
							<span>1,611,300,000</span>
						</p>
					</td>
					<td style="width:74.8pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ff0000; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #ff0000; padding:1.02pt 3.88pt; vertical-align:top; -aw-border:0.5pt single">
						<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:9pt">
							<span>100%</span>
						</p>
					</td>
					<td style="width:74.75pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #ff0000; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; vertical-align:top; -aw-border:0.5pt single">
						<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:9pt">
							<span>1,611,300,000</span>
						</p>
					</td>
					<td style="width:74.8pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 3.88pt; vertical-align:top; -aw-border:0.5pt single">
						<p style="margin-top:4.8pt; margin-bottom:4.8pt; text-align:right; font-size:9pt">
							<span>100%</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:18pt; margin-right:1.4pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Description of the rules for appointing and dismissing managers</span><span style="font-weight:bold; font-variant:small-caps; color:#00468c; -aw-import:spaces">  </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Members of the Management Board are appointed and dismissed by resolution of the Supervisory Board. Appointment are made following a selection procedure to check and assess the qualifications of the candidates and to identify the best candidate for membership of the Management Board. When appointing Management Board members, the Supervisory Board determines their number. Appointing two members of the Management Board, including the President of the Management Board and the member of the Bank’s Management Board responsible for managing risks material to the Bank’s operations, and entrusting the function of the member of the Management Board responsible for supervising the management of risks material to the Bank’s operations to an appointed member of the Management Board requires the consent of the Polish Financial Supervision Authority. Members of the Management Board are appointed for a joint three-year term of office. Management Board members may be dismissed before the end of their term of office at any time. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Supervisory Board notifies the Polish Financial Supervision Authority of the composition of the Management Board and of any changes in the composition thereof immediately after its appointment or after any changes in the composition thereof. The Supervisory Board also notifies the Polish Financial Supervision Authority of the members of the Management Board who, as a result of the segregation of duties, are in charge of the risk management and the internal audit unit. The Supervisory Board notifies the Polish Financial Supervision Authority of its intention to dismiss, and the reasons for dismissal of, a member of the Management Board whose competences include risk management or the internal audit unit, immediately after the relevant item has been placed on the agenda of the Supervisory Board meeting.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Additional information on the powers of the managers is provided in Chapter 6 “Organization and governing bodies of PKO Bank Hipoteczny SA.”</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Description of powers to decide on share issues or redemptions</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The powers of the General Shareholders’ Meeting include adopting resolutions on establishing the share redemption procedures and the level of compensation for redeemed shares, approving the acquisition of the Bank’s treasury shares for redemption, and approving the issue of bonds convertible into shares or other instruments giving the right to purchase or take up shares in the Bank.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Indication of any limitations on the transfer of ownership rights to the issuer’s securities </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>There are no limitations on the transfer of ownership rights to the issuer’s securities. </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Principles for amending the Bank’s Articles of Association </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Amendments to the Bank’s Articles of Association require a resolution of the General Shareholders’ Meeting and must be entered in the Register of Businesses of the National Court Register. To the extent defined by Article 34.2 of the Banking Law, an amendment to the Articles of Association requires the consent of the Polish Financial Supervision Authority.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Composition and changes during the last financial year and description of the operation of the issuer’s management, supervisory or administrative bodies and their committees </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Information concerning the description of the management, supervisory and administrative bodies of the issuer, their committees and their composition and changes during the last financial year is presented in Chapter 6 “Organization and governing bodies of PKO Bank Hipoteczny SA.”</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">General Shareholders’ Meeting and relations with shareholders</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The method of operation of the General Shareholders’ Meeting and its key powers as well as a description of the shareholder rights and the method of their execution follow directly from the applicable laws and the Bank’s Articles of Association. In consideration of the fact that all shares in the Bank’s share capital are held by a single shareholder, i.e. PKO Bank Polski SA, the resolutions of the General Shareholders’ Meeting are adopted without formally convening a General Shareholders’ Meeting, in accordance with the principles arising from Article 405 of the Polish Commercial Companies Code.</span>
			</p>
			<h2 style="margin-top:18pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'7 2'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">7.2.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc224126670"><span style="font-variant:small-caps; color:#00468c">Audit firm</span></a>
			</h2>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In accordance with the policy for selecting an audit firm to perform an audit of the Bank’s financial statements, the Supervisory Board conducts an open tender procedure to commission an audit of the financial statements. The Audit and Finance Committee of the Bank’s Supervisory Board recommends an audit firm to be appointed to the Supervisory Board. Unless it concerns renewing an existing audit contract, the recommendation contains at least two suggestions with justifications and indicates the preferred firm. The Bank’s Supervisory Board appoints the audit firm based on the recommendation of the Audit and Finance Committee of the Bank’s Supervisory Board. Transparent and non-discriminatory selection criteria are used in the evaluation of bids submitted by the audit firms.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In accordance with the policy for providing permitted non-audit services to the Bank by the audit firm conducting the audit, its related entities and members of its network, the provision of non-audit services by the audit firm conducting the audit, its related entities and members of its network to the Bank requires the consent of the Audit and Finance Committee of the Bank’s Supervisory Board and of the Audit Committee of the Supervisory Board of PKO Bank Polski SA.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In accordance with the Policy and Procedures for selecting an audit firm to perform an audit of the Bank’s financial statements, based on § 18. 1 (4) of the Bank’s Articles of Association and in accordance with the recommendation of the Audit and Finance Committee of the Supervisory Board, on 1 March 2023 the Supervisory Board of PKO Bank Hipoteczny SA appointed KPMG Audyt Sp. z ograniczoną odpowiedzialnością sp. k. as the audit firm to conduct audits and reviews of the Bank’s financial statements for the years 2024-2026. KPMG Audyt Sp. z ograniczoną odpowiedzialnością sp. k. with its registered office in Warsaw, ul. Inflancka 4A, is registered on the list of audit firms maintained by the National Council of Statutory Auditors with the number 3546.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The following table presents the scope of services provided by the audit firm and the fees for the services, as specified in the Contracts:</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:434.55pt; margin-left:5.4pt; -aw-border-insideh:0.5pt single #ffffff; -aw-border-insidev:0.5pt single #ffffff; border-collapse:collapse">
				<tr style="height:14.15pt">
					<td style="width:217.45pt; border:0.75pt solid #ffffff; padding:1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; font-size:9pt">
							<span style="font-weight:bold">Gross fee of the audit firm</span><span style="font-weight:bold; -aw-import:spaces">  </span><span style="font-weight:bold">(PLN ‘000)</span>
						</p>
					</td>
					<td style="width:91.95pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">2025</span>
						</p>
					</td>
					<td style="width:92pt; border-top:0.75pt solid #ffffff; border-right:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; padding:1.02pt 5.03pt 1.4pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:center; font-size:9pt">
							<span style="font-weight:bold">2024</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:217.45pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Audit of the financial statements</span>
						</p>
					</td>
					<td style="width:91.95pt; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>331.3</span>
						</p>
					</td>
					<td style="width:92pt; border-right:0.75pt solid #d9d9d9; border-left:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.4pt 5.03pt 1.02pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-right:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>319.8</span>
						</p>
					</td>
				</tr>
				<tr style="height:14.15pt">
					<td style="width:217.45pt; border-top:0.75pt solid #ffffff; border-left:0.75pt solid #ffffff; border-bottom:0.75pt solid #ffffff; padding:1.02pt 5.4pt 1.02pt 5.03pt; vertical-align:middle; background-color:#d9d9d9; -aw-border-bottom:0.5pt single; -aw-border-left:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:9pt">
							<span>Review of the financial statements, audit and review of group packages</span>
						</p>
					</td>
					<td style="width:91.95pt; border-top:0.75pt solid #d9d9d9; border-right:0.75pt solid #d9d9d9; border-bottom:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt 1.02pt 5.4pt; vertical-align:middle; -aw-border-bottom:0.5pt single; -aw-border-right:0.5pt single; -aw-border-top:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; line-height:110%; font-size:9pt">
							<span>152.9</span>
						</p>
					</td>
					<td style="width:92pt; border:0.75pt solid #d9d9d9; padding:1.02pt 5.03pt; vertical-align:middle; -aw-border:0.5pt single">
						<p style="margin-top:0pt; margin-bottom:0pt; text-align:right; font-size:9pt">
							<span>147.6</span>
						</p>
					</td>
				</tr>
			</table>
			<h2 style="margin-top:18pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:11pt; -aw-import:list-item; -aw-list-level-number:1; -aw-list-number-format:'%0.%1.'; -aw-list-number-styles:'decimal decimal'; -aw-list-number-values:'7 3'; -aw-list-padding-sml:32.69pt">
				<span style="-aw-import:ignore"><span style="font-variant:small-caps; color:#00468c">7.3.</span><span style="width:32.69pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                      </span></span><a id="_Toc126150862"></a><a id="_Toc126150863"></a><a id="_Toc126150864"></a><a id="_Toc126150865"></a><a id="_Toc126150878"></a><a id="_Toc224126671"><span style="-aw-bookmark-end:_Toc126150862"></span><span style="-aw-bookmark-end:_Toc126150863"></span><span style="-aw-bookmark-end:_Toc126150864"></span><span style="-aw-bookmark-end:_Toc126150865"></span><span style="-aw-bookmark-end:_Toc126150878"></span><span style="font-variant:small-caps; color:#00468c">Other information</span></a><span style="font-variant:small-caps; color:#00468c"> </span>
			</h2>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Changes in the holding of shares and rights to shares in PKO Bank Hipoteczny SA by individuals in management and supervisory roles</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, there were no changes in the holding of shares and rights to shares in PKO Bank Hipoteczny SA by individuals in management and supervisory roles. 100% of the shares are held by PKO Bank Polski SA.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Information required pursuant to Article 111A(1)(1) of the Banking Law</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO Bank Hipoteczny SA has its registered office in Warsaw and operates solely in the territory of Poland. The Bank has no subsidiaries.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">ESG reporting</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>ESG reporting is realized at the consolidated level of the Parent Company, i.e. PKO Bank Polski SA with its registered office in Warsaw, ul. Świętokrzyska 36. The obligation of PKO Bank Hipoteczny SA to prepare sustainability reports on a separate level has been deferred for two years (i.e. from the year 2028, report for the year 2027) as a result of legislative changes at the EU level, implemented into the national legislation through amendments to the Accounting Act.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; line-height:normal; font-size:10pt">
				<span>The consolidated Directors’ Reports of the PKO BP Group are available under the following link: </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; line-height:normal; font-size:10pt">
				<a href="https://www.pkobp.pl/relacje-inwestorskie/wyniki-finansowe-i-prezentacje/%23category#category=154443" style="text-decoration:none"><span style="text-decoration:underline; color:#00468c">https://www.pkobp.pl/relacje-inwestorskie/wyniki-finansowe-i-prezentacje/#category=154443</span></a>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Significant and material agreements with the Central Bank and/or regulatory bodies</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO Bank Hipoteczny SA is obliged to report on all agreements that meet the definition of inside information as defined in the Regulation (EU) No 596/2014 of the European Parliament and of the Council on market abuse. In 2025, by Bank did not conclude any significant or material agreements with the Central Bank or with supervisory bodies.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Financial and guarantee commitments granted</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>Financial liabilities in respect of loans granted but not disbursed as at 31 December 2025 amounted to PLN</span><span> </span><span>186.4 million, an increase of PLN 86.1 million compared with 31 December 2024.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, PKO Bank Hipoteczny SA did not issue any guarantees.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Off-balance sheet liabilities granted to related parties </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, PKO Bank Hipoteczny SA did not grant any off-balance sheet liabilities to its related parties.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Loans taken out and loan and guarantee agreements unrelated to the Bank’s operating activities </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, PKO Bank Hipoteczny SA did not take out any loans or enter into any loan, guarantee or warranty agreements unrelated to the Bank’s operations.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Information on defaults on loans or advances or infringement of material covenants with respect to which no corrective measures were adopted by the end of the reporting period </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO Bank Hipoteczny SA has not identified any outstanding loans or advances or breaches of material contractual provisions of loans or advances in which it acts as borrower or lender. </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Underwriting agreements</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, PKO Bank Hipoteczny SA did not conclude any underwriting agreements.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Other information relevant to the assessment of the issuer’s human resources, assets, financial position, net profit or loss and of their changes </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, no other significant events occurred in PKO Bank Hipoteczny SA which re relevant to the assessment of its human resources, assets, financial position and net profit or loss.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Identification of proceedings pending before courts, arbitration bodies or public administration authorities</span><span style="font-weight:bold; font-variant:small-caps; color:#00468c; -aw-import:spaces">  </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>As at 31 December 2025, no material proceedings were pending before courts, arbitration bodies or public administration bodies concerning liabilities or receivables of PKO Bank Hipoteczny SA.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Factors which will influence future financial performance over the horizon of at least one quarter</span>
			</p>
			<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO Bank Hipoteczny SA recognizes the growing risks arising from macroeconomic and regulatory changes. </span>
			</p>
			<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The following external conditions may affect the Bank’s operations and future performance.</span>
			</p>
			<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="text-decoration:underline">In the global economy:</span>
			</p>
			<p style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>geopolitical risks, with heightened risk of escalating global conflicts and their impact on commodity prices, risk appetite and supply chains; </span>
			</p>
			<p style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>the persistence of relatively low rates of global economic growth, including in Europe, while public debt is on the rise;</span>
			</p>
			<p style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>changes in climate policy, including energy transition and changes in environmental requirements, and climate change itself and its consequences.</span>
			</p>
			<p style="margin-top:6pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="text-decoration:underline">In the Polish economy:</span>
			</p>
			<p style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>complicated political situation potentially hindering the smooth implementation of economic policies;</span>
			</p>
			<p style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>the scale and direction of changes in the NBP interest rates and in the level of and interest on the mandatory reserve; </span>
			</p>
			<p style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>the expected recovery in demand for mortgage loans, in view of the expected interest rate cuts;</span>
			</p>
			<p style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>the risks associated with the implementation of the new POLSTR® benchmark and its impact on the financial market;</span>
			</p>
			<p style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>the introduction of the Long-Term Funding Ratio and its impact on the long-term funding market;</span>
			</p>
			<p style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>regulations increasing the corporate income tax rate for, among others, domestic banks (in 2026 to 30%, in 2027 to 26% and from 2028 to 23%), including, respectively, for tax groups comprising at least one domestic bank, effective as of 1 January 2026. The entry into force of this legislation results in the need to revaluate the deferred tax asset and liability for 2025. The higher tax rates are taken into account when calculating advance tax payments in 2026;</span>
			</p>
			<p style="margin:2pt 8.5pt 2pt 17.85pt; text-indent:-17.85pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:11.95pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:11.95pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">        </span></span><span>possible further court decisions regarding the PLN-denominated loans based on WIBOR rates.</span>
			</p>
			<p style="margin-top:9pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Seasonality or cyclicality of activities during the reporting period </span>
			</p>
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The activities of PKO Bank Hipoteczny SA show no significant seasonal or cyclical characteristics. </span>
			</p>
			<p style="margin-top:9pt; margin-right:8.5pt; margin-bottom:3pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<a id="_Hlk159327792"><span style="font-weight:bold; font-variant:small-caps; color:#00468c">Position of the Management Board of PKO Bank Hipoteczny SA on the feasibility of meeting previously published forecasts for a given year</span><span style="font-weight:bold; font-variant:small-caps; color:#00468c; -aw-import:spaces">  </span></a>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO Bank Hipoteczny SA has not published forecasts of its financial results for 2025. The Bank provides information on significant events that affect the Bank’s results in current reports. </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="-aw-bookmark-end:_Hlk159327792"></span><span style="font-weight:bold; font-variant:small-caps; color:#00468c">Information on loan guarantees and warranties, and other guarantees issued by the Bank or its subsidiary – in aggregate to a single entity or its subsidiary, if the total amount of the existing guarantees is equivalent to at least 10% of the issuer’s equity </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, PKO Bank Hipoteczny SA did not grant any loan guarantees and warranties, or other guarantees to a single entity or a subsidiary of such an entity with a total value equivalent to at least 10% of the Bank’s equity.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Information on loan and advance agreements concluded or terminated during the financial year </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>On 30 January 2025, PKO Bank Hipoteczny SA and PKO Bank Polski SA concluded an annex to the contract for a revolving working capital overdraft facility dated 2 February 2017, as amended, extending the facility utilization period until 2 February 2029.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>On 23 December 2025, PKO Bank Hipoteczny SA and PKO Bank Polski SA concluded Annex 3 to the contract for a non-revolving working capital facility in PLN dated 3 January 2023, as amended, increasing the amount of the limit from PLN 900 million to PLN 1,300 million and extending the loan utilization period until 3 January 2027. </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Information on transaction(s) with related parties concluded by the issuer or its subsidiary, if material and not concluded on an arm’s length basis </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO Bank Polski SA and PKO Bank Polski SA Group entities are the Bank’s related parties in terms of equity.</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, PKO Bank Hipoteczny SA did not conclude any material non-arm’s length transactions with related parties.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Information on changes in the key principles of managing the Bank’s enterprise</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:12pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025, there were no changes in the key principles of managing the Bank’s enterprise in PKO Bank Hipoteczny</span><span> </span><span>SA.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Funding support agreements</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO Bank Hipoteczny SA did not conclude funding support agreements with other entities subject to consolidated supervision operating within the same holding, or with closely related parties. </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Deposits, and guarantees and sureties issued </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO Bank Hipoteczny SA does not accept deposits or issue any guarantees or sureties. </span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="font-weight:bold; font-variant:small-caps; color:#00468c">Information on the value of security established on the accounts or assets of borrowers</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>In 2025 PKO Bank Hipoteczny SA did not set up any security on the borrowers’ accounts. </span>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>As at 31 December 2025, the value of collateral in respect of residential mortgage loans secured with real estate mortgages was PLN 69.8 billion compared with PLN 69.6 billion as at 31 December 2024.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<a id="_Hlk159247183"><span style="font-weight:bold; font-variant:small-caps; color:#00468c">Statement on non-financial information</span></a>
			</p>
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>PKO Bank Polski SA with its registered office in Warsaw, Świętokrzyska 36, is the Parent Company preparing the statement on non-financial information covering PKO Bank Hipoteczny SA.</span>
			</p>
			<p style="margin-top:6pt; margin-right:8.55pt; margin-bottom:6pt; text-align:justify; page-break-after:avoid; line-height:normal; font-size:10pt; background-color:#d9d9d9">
				<span style="-aw-bookmark-end:_Hlk159247183"></span><span style="font-weight:bold; font-variant:small-caps; color:#00468c">Events after the end of the reporting period</span>
			</p>
			<p style="margin-top:3pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>On 9 January 2026, based on the Framework Agreement for the Sale of Receivables signed with PKO Bank Polski SA on 17 November 2015, the Bank purchased a portfolio of receivables in respect of mortgage covered residential loans amounting to PLN 689,789 million. </span>
			</p>
			<h2 style="margin-top:6pt; margin-right:8.55pt; margin-bottom:3pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; line-height:normal; font-size:16pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:'%0.'; -aw-list-number-styles:'decimal'; -aw-list-number-values:'8'; -aw-list-padding-sml:37.26pt">
				<span style="-aw-import:ignore"><span style="color:#004c8c">8.</span><span style="width:37.26pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">                          </span></span><a id="_Toc224126672"><span style="font-variant:small-caps; color:#00468c">Representation of the Management Board of PKO</span><span style="font-variant:small-caps; color:#00468c"> </span><span style="font-variant:small-caps; color:#00468c">Bank Hipoteczny SA</span></a><span style="font-variant:small-caps; color:#00468c"> </span>
			</h2>
			<p style="margin-top:3pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Management Board of PKO Bank Hipoteczny SA represents that, to the best of their knowledge:</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>the financial statements of PKO Bank Hipoteczny SA for the year ended 31 December 2025 have been prepared in accordance with the applicable accounting principles, and give a true, fair and clear view of the economic and financial position of PKO Bank Hipoteczny SA, and of its financial result;</span>
			</p>
			<p style="margin:0pt 1.45pt 3pt 14.2pt; text-indent:-14.2pt; text-align:justify; line-height:normal; font-size:10pt; -aw-import:list-item; -aw-list-level-number:0; -aw-list-number-format:''; -aw-list-number-styles:'bullet'; -aw-list-padding-sml:8.3pt">
				<span style="-aw-import:ignore"><span style="font-family:Symbol">•</span><span style="width:8.3pt; font:7pt 'Times New Roman'; display:inline-block; -aw-import:spaces">      </span></span><span>the Directors’ Report on the activities of PKO Bank Hipoteczny SA in the year ended 31 December 2025 includes a true reflection of the development and achievements, and of the position of PKO Bank Hipoteczny SA, including a description of the basic risks and threats.</span>
			</p>
			<p style="margin-top:6pt; margin-right:1.45pt; margin-bottom:3pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>The Management Board of PKO Bank Hipoteczny SA represents that the audit firm which conducted the audit of the financial statements of PKO Bank Hipoteczny SA for the year ended 31 December 2025 was appointed in compliance with the applicable laws, and that both the firm and the statutory auditor who conducted the audit fulfilled all the criteria for providing an unbiased and independent audit report on the financial statements, in compliance with the applicable laws and professional standards.</span>
			</p>
			<p style="margin-top:0pt; margin-right:1.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span>This Directors’ Report on the activities of PKO Bank Hipoteczny SA for the year ended 31 December 2025 comprises 60 sequentially numbered pages.</span>
			</p>
			<p style="margin-top:0pt; margin-right:1.45pt; margin-bottom:6pt; text-align:justify; line-height:normal; font-size:10pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<p style="margin-top:0pt; margin-bottom:6pt; line-height:110%; font-size:10pt">
				<span style="-aw-import:ignore"> </span>
			</p>
			<p style="margin-top:0pt; margin-bottom:6pt; line-height:110%; font-size:10pt">
				<span>Signatures of all members of the Bank’s Management Board</span>
			</p>
			<table cellspacing="0" cellpadding="0" style="width:489.4pt; border-collapse:collapse">
				<tr style="height:68.05pt">
					<td style="width:84.6pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:6pt; line-height:110%; font-size:10pt">
							<span>06.03.2026</span>
						</p>
					</td>
					<td style="width:116.75pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:6pt; line-height:110%; font-size:10pt">
							<span>Wojciech Papierak </span>
						</p>
					</td>
					<td style="width:96.9pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle">
						<p style="margin-top:12pt; margin-bottom:0pt; line-height:110%; font-size:10pt">
							<span>President of the Management Board</span>
						</p>
					</td>
					<td style="width:43.05pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:8pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:94.1pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt">
							<span style="font-style:italic">Signed on the Polish original</span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:8pt">
							<span>......................................................</span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:10pt">
							<span style="-aw-import:spaces"> </span><span>(signature)</span>
						</p>
					</td>
				</tr>
				<tr style="height:68.05pt">
					<td style="width:84.6pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:6pt; line-height:110%; font-size:10pt">
							<span>06.03.2026</span>
						</p>
					</td>
					<td style="width:116.75pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:6pt; line-height:110%; font-size:10pt">
							<span>Katarzyna Kurkowska-Szczechowicz</span>
						</p>
					</td>
					<td style="width:96.9pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:6pt; line-height:110%; font-size:10pt">
							<span>Vice-President of the Management Board</span>
						</p>
					</td>
					<td style="width:43.05pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:8pt">
							<span style="-aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:94.1pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt">
							<span style="font-style:italic">Signed on the Polish original</span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:8pt">
							<span>......................................................</span>
						</p>
						<p style="margin-top:0pt; margin-bottom:6pt; line-height:110%; font-size:10pt">
							<span style="-aw-import:spaces"> </span><span>(signature)</span>
						</p>
					</td>
				</tr>
				<tr style="height:68.05pt">
					<td style="width:84.6pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:6pt; line-height:110%; font-size:10pt">
							<span>06.03.2026</span>
						</p>
					</td>
					<td style="width:116.75pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:6pt; line-height:110%; font-size:10pt">
							<span>Piotr Kochanek</span>
						</p>
					</td>
					<td style="width:96.9pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:6pt; line-height:110%; font-size:10pt">
							<span>Vice-President of the Management Board</span>
						</p>
					</td>
					<td style="width:43.05pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:8pt">
							<span style="font-style:italic; -aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:94.1pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:8pt">
							<span style="font-style:italic; -aw-import:ignore"> </span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt">
							<span style="font-style:italic">Signed on the Polish original</span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:8pt">
							<span>......................................................</span>
						</p>
						<p style="margin-top:0pt; margin-bottom:6pt; line-height:110%; font-size:10pt">
							<span style="-aw-import:spaces"> </span><span>(signature)</span>
						</p>
					</td>
				</tr>
				<tr style="height:68.05pt">
					<td style="width:84.6pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:6pt; line-height:110%; font-size:10pt">
							<span>06.03.2026</span>
						</p>
					</td>
					<td style="width:116.75pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:6pt; line-height:110%; font-size:10pt">
							<span>Michał Stępniewski</span>
						</p>
					</td>
					<td style="width:96.9pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:6pt; line-height:110%; font-size:10pt">
							<span>Vice-President of the Management Board</span>
						</p>
					</td>
					<td style="width:43.05pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:8pt">
							<span style="font-style:italic; -aw-import:ignore"> </span>
						</p>
					</td>
					<td style="width:94.1pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:middle">
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:8pt">
							<span style="font-style:italic; -aw-import:ignore"> </span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; font-size:8pt">
							<span style="font-style:italic">Signed on the Polish original</span>
						</p>
						<p style="margin-top:0pt; margin-bottom:0pt; line-height:110%; font-size:8pt">
							<span>......................................................</span>
						</p>
						<p style="margin-top:0pt; margin-bottom:6pt; line-height:110%; font-size:10pt">
							<span style="-aw-import:spaces"> </span><span>(signature)</span>
						</p>
					</td>
				</tr>
			</table>
			<p style="margin-top:0pt; margin-bottom:0pt">
				<span style="-aw-bookmark-end:_Toc165859382"></span><span style="-aw-bookmark-end:_Toc189301269"></span><span style="-aw-import:ignore"> </span>
			</p>
		</div>
		<hr style="width:33%; height:1px; text-align:left; -aw-footnote-numberstyle:0; -aw-footnote-startnumber:1; -aw-footnote-type:0"></hr>
		<div id="_ftn1" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref1" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[1]</span></a><span>Covering the following items of the statement of financial position: intangible assets, property, plant and equipment, current income tax receivable and other assets.</span>
			</p>
		</div>
		<div id="_ftn2" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref2" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[2]</span></a><span>Covering the following items of the statement of financial position: amounts due to customers; other liabilities, current income tax liabilities, deferred tax provision and other provisions.</span>
			</p>
		</div>
		<div id="_ftn3" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref3" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[3]</span></a><span> Maximum country rating.</span>
			</p>
		</div>
		<div id="_ftn4" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<a href="#_ftnref4" style="text-decoration:none"><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super; color:#000000">[4]</span></a><span style="font-family:'Times New Roman'"> </span><a id="_Hlk220941048"><span style="font-size:8pt; -aw-import:spaces"> </span><span style="font-size:8pt">Warsaw, Wrocław, Kraków, Tricity, Poznań, Łódź</span></a>
			</p>
		</div>
		<div id="_ftn5" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref5" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[5]</span></a><span> </span><a id="_Hlk220941059"><span style="-aw-import:spaces"> </span><span>Bydgoszcz, Białystok, Katowice, Kielce, Lublin, Olsztyn, Opole, Rzeszów, Szczecin, Zielona Góra</span></a>
			</p>
		</div>
		<div id="_ftn6" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref6" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[6]</span></a><span>The ratio calculated as the quotient of the net profit/(loss) for a given period and the average balance of assets as at the beginning and end of the reporting period and interim monthly periods.</span>
			</p>
		</div>
		<div id="_ftn7" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref7" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[7]</span></a><span>The ratio calculated as the quotient of the net profit/(loss) for a given period and the average balance of equity as at the beginning and end of the reporting period and interim monthly periods.</span>
			</p>
		</div>
		<div id="_ftn8" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref8" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[8]</span></a><span>The ratio does not take into account the tax on other financial institutions. </span>
			</p>
		</div>
		<div id="_ftn9" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref9" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[9]</span></a><span>Covering the following items of the statement of financial position: intangible assets, property, plant and equipment, current income tax receivable and other assets.</span>
			</p>
		</div>
		<div id="_ftn10" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref10" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[10]</span></a><span>Covering the following items of the statement of financial position: amounts due to customers; other liabilities, current income tax liabilities, deferred tax provision and other provisions.</span>
			</p>
		</div>
		<div id="_ftn11" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref11" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[11]</span></a><span> The value of balance-sheet exposures and the balance-sheet equivalent of contingent liabilities and transactions, taking into account specific</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<span>credit risk adjustments and the CCF (Credit Conversion Factor).</span>
			</p>
		</div>
		<div id="_ftn12" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref12" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[12]</span></a><span> These result from that part of the exposure which is not fully and completely secured, i.e. which exceeds an MLV of 80% or is in a transitional</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<span>period, i.e. until collateral has been put up. </span>
			</p>
		</div>
		<div id="_ftn13" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref13" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[13]</span></a><span> The value of balance-sheet exposures and the balance-sheet equivalent of contingent liabilities and transactions, taking into account specific</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<span>credit risk adjustments and the CCF (Credit Conversion Factor).</span>
			</p>
		</div>
		<div id="_ftn14" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref14" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[14]</span></a><span> These result from that part of the exposure which is not fully and completely secured, i.e. which exceeds an MLV of 80% or is in a transitional</span>
			</p>
			<p style="margin-top:0pt; margin-right:8.55pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<span>period, i.e. until collateral has been put up.</span>
			</p>
		</div>
		<div id="_ftn15" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-right:8.5pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref15" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[15]</span></a><span> If the required own down payment is insured, the Bank allows granting a loan where the ratio does not exceed 90%.</span>
			</p>
		</div>
		<div id="_ftn16" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref16" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[16]</span></a><span> The current level of LtV is calculated according to the value of the real estate as at the moment of granting the loan, updated using statistical methods based on an analysis of the real estate market.</span>
			</p>
		</div>
		<div id="_ftn17" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref17" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[17]</span></a><span> Article 18(3) of the Mortgage Covered Bonds and Mortgage Banks Act.</span>
			</p>
		</div>
		<div id="_ftn18" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref18" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[18]</span></a><span> Article 18(3a) of the Mortgage Covered Bonds and Mortgage Banks Act.</span>
			</p>
		</div>
		<div id="_ftn19" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref19" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[19]</span></a><span> The nominal value of the hedging transaction corresponds to the issue price of the mortgage covered bond.</span>
			</p>
		</div>
		<div id="_ftn20" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal; font-size:10pt">
				<a href="#_ftnref20" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[20]</span></a><span style="font-family:'Times New Roman'"> </span><span style="font-size:8pt">Accounts for the net value of hedging transactions and does not account for non-performing loans (NPL).</span>
			</p>
		</div>
		<div id="_ftn21" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref21" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[21]</span></a><span> In accordance with the definition in the Act of 11 May 2017 on Statutory</span><span> </span><span>Auditors,</span><span> </span><span>Audit</span><span> </span><span>Firms and Public Oversight.</span>
			</p>
		</div>
		<div id="_ftn22" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref22" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[22]</span></a><span> In accordance with the definition in the Act of 11 May 2017 on Statutory</span><span> </span><span>Auditors,</span><span> </span><span>Audit</span><span> </span><span>Firms and Public Oversight.</span>
			</p>
		</div>
		<div id="_ftn23" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-bottom:0pt">
				<a href="#_ftnref23" style="text-decoration:none"><span style="line-height:110%; font-size:5.33pt; vertical-align:super; color:#000000">[23]</span></a><span> Deferred portion of variable remuneration (in cash).</span>
			</p>
		</div>
		<div id="_ftn24" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref24" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[24]</span></a><span> Benefits include base salaries. </span>
			</p>
		</div>
		<div id="_ftn25" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-bottom:0pt">
				<a href="#_ftnref25" style="text-decoration:none"><span style="line-height:110%; font-size:5.33pt; vertical-align:super; color:#000000">[25]</span></a><span> Deferred portion of variable remuneration (in cash).</span>
			</p>
		</div>
		<div id="_ftn26" style="-aw-footnote-isauto:1">
			<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:normal">
				<a href="#_ftnref26" style="text-decoration:none"><span style="font-size:5.33pt; vertical-align:super; color:#000000">[26]</span></a><span> Benefits include base salaries. </span>
			</p>
		</div>
	</body>
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