diff options
| author | stainer_t <thomas.stainer@oecd-nea.org> | 2025-09-08 13:48:49 +0200 |
|---|---|---|
| committer | stainer_t <thomas.stainer@oecd-nea.org> | 2025-09-08 13:48:49 +0200 |
| commit | 7dfcc480ba1e19bd3232349fc733caef94034292 (patch) | |
| tree | 03ee104eb8846d5cc1a981d267687a729185d3f3 /doc/IGE344/Interpolation-GRID-TA.eps | |
Initial commit from Polytechnique Montreal
Diffstat (limited to 'doc/IGE344/Interpolation-GRID-TA.eps')
| -rw-r--r-- | doc/IGE344/Interpolation-GRID-TA.eps | 29816 |
1 files changed, 29816 insertions, 0 deletions
diff --git a/doc/IGE344/Interpolation-GRID-TA.eps b/doc/IGE344/Interpolation-GRID-TA.eps new file mode 100644 index 0000000..aa06c8d --- /dev/null +++ b/doc/IGE344/Interpolation-GRID-TA.eps @@ -0,0 +1,29816 @@ +%!PS-Adobe-3.0 EPSF-3.0
%%Creator: Adobe Photoshop Version 9.0x196
%%Title: Interpolation-GRID-TA.eps
%%CreationDate: 2/19/08 2:21 AM
%%BoundingBox: 0 0 432 432
%%HiResBoundingBox: 0 0 432 432
%%SuppressDotGainCompensation
%ADO_ContainsXMP: MainFirst
%%EndComments
%%BeginProlog
%%EndProlog
%%BeginSetup
%%EndSetup
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%begin_xml_code
/pdfmark where {pop true} {false} ifelse
/currentdistillerparams where {pop currentdistillerparams
/CoreDistVersion get 5000 ge } {false} ifelse
and not {userdict /pdfmark /cleartomark load put} if
[/NamespacePush pdfmark
[/_objdef {photoshop_metadata_stream} /type /stream /OBJ pdfmark
/MetadataString 14998 string def % exact length of metadata
/TempString 100 string def
/ConsumeMetadata {
currentfile TempString readline pop pop
currentfile MetadataString readstring pop pop
} bind def
ConsumeMetadata
%begin_xml_packet: 14998
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%end_xml_packet
[{photoshop_metadata_stream} 2 dict begin /Type /Metadata def /Subtype /XML def currentdict end /PUT pdfmark
[{photoshop_metadata_stream} MetadataString /PUT pdfmark
[/_objdef {nextImage} /NI pdfmark
%end_xml_code
gsave % EPS gsave
/hascolor
/deviceinfo where
{pop deviceinfo /Colors known
{deviceinfo /Colors get exec 1 gt}
{false} ifelse}
{/statusdict where
{pop statusdict /processcolors known
{statusdict /processcolors get exec 1 gt}
{false} ifelse}
{false} ifelse}
ifelse
def
40 dict begin
/_image systemdict /image get def
/_setgray systemdict /setgray get def
/_currentgray systemdict /currentgray get def
/_settransfer systemdict /settransfer get def
/_currenttransfer systemdict /currenttransfer get def
/blank 0 _currenttransfer exec
1 _currenttransfer exec eq def
/negative blank
{0 _currenttransfer exec 0.5 lt}
{0 _currenttransfer exec 1 _currenttransfer exec gt}
ifelse def
/inverted? negative def
/level2 systemdict /languagelevel known
{languagelevel 2 ge} {false} ifelse def
/level3 systemdict /languagelevel known
{languagelevel 3 ge} {false} ifelse def
/foureq {4 index eq 8 1 roll
4 index eq 8 1 roll
4 index eq 8 1 roll
4 index eq 8 1 roll
pop pop pop pop and and and} def
hascolor {/band 0 def} {/band 5 def} ifelse
/setcmykcolor where {pop
1 0 0 0 setcmykcolor _currentgray 1 exch sub
0 1 0 0 setcmykcolor _currentgray 1 exch sub
0 0 1 0 setcmykcolor _currentgray 1 exch sub
0 0 0 1 setcmykcolor _currentgray 1 exch sub
4 {4 copy} repeat
1 0 0 0 foureq {/band 1 store} if
0 1 0 0 foureq {/band 2 store} if
0 0 1 0 foureq {/band 3 store} if
0 0 0 1 foureq {/band 4 store} if
0 0 0 0 foureq {/band 6 store} if} if
blank {/band 6 store} if
gsave % Image Header gsave
/rows 600 def
/cols 600 def
432 432 scale
level2 {
band 0 eq {
/DeviceRGB
} {/DeviceGray} ifelse
setcolorspace currentdict /PhotoshopDuotoneColorSpace undef currentdict /PhotoshopDuotoneAltColorSpace undef } if
/picstr1 600 string def
/picstr2 600 string def
/picstr3 600 string def
/picstr4 600 string def
/_rowpadstr 600 string def
/rawreaddata {hasDecodeFile 0 eq {/decodeFile currentfile /ASCII85Decode filter def
/hasDecodeFile 1 def} if
decodeFile exch readstring pop} def
/padreaddata { _topPad 0 gt { /_topPad _topPad 1 sub def pop _rowpadstr }
{ _subImageRows 0 gt { /_subImageRows _subImageRows 1 sub def
dup _leftPad _picsubstr rawreaddata putinterval }
{ pop _rowpadstr } ifelse } ifelse } def
/image2 level2 {/image load def} {{begin
Width Height BitsPerComponent ImageMatrix
Decode length 2 eq
{/DataSource load image} if
Decode length 6 eq
{DataSource 0 get DataSource 1 get DataSource 2 get
true 3 colorimage} if
Decode length 8 eq
{DataSource 0 get DataSource 1 get
DataSource 2 get DataSource 3 get
true 4 colorimage} if
end} def} ifelse
/_image2 level2 {/_image load def} {{begin
Width Height BitsPerComponent ImageMatrix
/DataSource load _image end} def} ifelse
/beginimage level2 {{
band 0 eq band 4 eq or band 5 eq or
{image2}
{negative {{pop 0}} {{pop 1}} ifelse
_settransfer _image2} ifelse
} def}
{{pop .9 setgray 0 0 moveto 0 1 lineto
1 1 lineto 1 0 lineto fill 0 setgray
0 1 translate 1 cols div 1 rows div scale
/ratio {cols 400 div mul} def
/Helvetica findfont 15 ratio scalefont setfont
5 ratio -20 ratio moveto
(ASCII85 encoded image needs PostScript Level 2) show
/x 128 string def
{currentfile x readline {} {pop exit} ifelse
(~>) search {pop pop pop exit} {pop} ifelse
} loop } def}
ifelse
/m {moveto} bind def
/c {curveto} bind def
/v {currentpoint 6 2 roll curveto} bind def
/y {2 copy curveto} bind def
/l {lineto} bind def
/hasDecodeFile 0 def
/readdata /rawreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
/ImageMatrix [cols 0 0 rows neg 0 rows] def
/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
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+s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!Dc0J2;T6l(bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tb`Fs2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;T?W^E4=N/M.bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfk9/;GpE( +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!Dc0J2 +;T6l(bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tb`Fs2bfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T?W^E4=N/M.bfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfk9/;GpE(s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!Dc0J2;T6l(bfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tb`Fs2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;T?W^E4=N/M.bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfk9/ +;GpE(s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +Dc0J2;T6l(bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tb`Fs2bfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T?W^E4=N/M. +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TbfkK5;GpE"s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!Dc0J2;T6l(bfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tb`Fs2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;T?W^E4=N/M.bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfkK5;GpE"s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! 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+s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!Dc0J2;T6l(bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tb`Fs2bfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +?W^E4=N/M.bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TbfkK5;GpE"s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!Dc0J2;T6l(bfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tb`Fs2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T?W^E4=N/M.bfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;TbfkK5;GpE"s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! 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+s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!GZ%F;;SLB!bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tba^B2bfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TC04S? +=LlZ"bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfk`<;GpDos8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!GZ%F;;SLB!bfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tba^B2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TC04S?=LlZ"bfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfk`<;GpDos8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!GZ%F;;SLB!bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tba^B2bfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +C04S?=LlZ"bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfk`<;GpDos8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!GZ%F;;SLB!bfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tba^B2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TD-0nB=LZMubfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfk`<;GpDos8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!GZ%F;;SLB!bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tba^B2 +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;TD-0nB=LZMubfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfk`<;GpDos8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!GZ%F;;SLB!bfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tba^B2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TD-0nB=LZMubfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfk`<;GpDos8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!GZ%F;;SLB!bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +ba^B2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;TD-0nB=LZMubfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfk`<;GpDos8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!I8Ws@;Rjrp +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tba^B2bfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TD-0nB=LZMubfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfk`<;GpDos8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!I8Ws@;Rjrpbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tba^B2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;TD-0nB=LZMubfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfk`<;GpDo +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!I8Ws@ +;Rjrpbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tba^B2bfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TD-0nB=LZMubfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfk`<;GpDos8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!I8Ws@;Rjrpbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tba^B2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;TD-0nB=LZMubfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfk`< +;GpDos8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +JPoBD;RXfnbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tba^B2bfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TD-0nB=LZMu +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfk`<;GpDos8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!JPoBD;RXfnbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tba^B2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;TD-0nB=LZMubfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfk`<;GpDos8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!JPoBD;RXfnbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tba^B2bfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TD-0nB +=LZMubfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfk`<;GpDos8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!JPoBD;RXfnbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tba^B2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TD-0nB=LZMubfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfk`<;GpDos8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!JPoBD;RXfnbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tba^B2bfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +D-0nB=LZMubfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfkf>;GpDms8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!JPoBD;RXfnbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tba^B2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TD-0nB=LZMubfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfkf>;GpDms8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!JPoBD;RXfnbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tba^B2 +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;TD-0nB=LZMubfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfkf>;GpDms8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!JPoBD;RXfnbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tba^B2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TD-0nB=LZMubfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfkf>;GpDms8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!JPoBD;RXfnbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +ba^B2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;TD-0nB=LZMubfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TbfkuC;GpDgs8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!JPoBD;RXfn +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tba^B2bfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TD-0nB=LZMubfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;TbfkuC;GpDgs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!JPoBD;RXfnbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tba^B2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;TD-0nB=LZMubfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TbfkuC;GpDg +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!JPoBD +;RXfnbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tba^B2bfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TD-0nB=LZMubfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;TbfkuC;GpDgs8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!JPoBD;RXfnbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tba^B2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;TD-0nB=LZMubfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TbfkuC +;GpDgs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +JPoBD;RXfnbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tba^B2bfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TD-0nB=LZMu +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TbfkuC;GpDgs8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!JPoBD;RXfnbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tba^B2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;TD-0nB=LZMubfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfkuC;GpDgs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!JPoBD;RXfnbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tba^B2bfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TD-0nB +=LZMubfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TbfkuC;GpDgs8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!JPoBD;RXfnbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tba^B2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TDHL"C=LQGtbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;TbfkuC;GpDgs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! 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+S5N6_;PD=Ybfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbbuf2bfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TJQQ#V=JO*a +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TbflMR;GpDWs8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!S5N6_;PD=Ybfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbbuf2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;TJQQ#V=JO*abfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bflMR;GpDWs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!S5N6_;PD=Ybfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbbuf2bfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TJQQ#V +=JO*abfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TbflMR;GpDWs8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!S5N6_;PD=Ybfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbbuf2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TJQQ#V=JO*abfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;TbflMR;GpDWs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!S5N6_;PD=Ybfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbbuf2bfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +JQQ#V=JO*abfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TbflMR;GpDWs8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!S5N6_;PD=Ybfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbbuf2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TJQQ#V=JO*abfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;TbflYV;GpDRs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!S5N6_;PD=Ybfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbbuf2 +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;TJQQ#V=JO*abfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TbflYV;GpDRs8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!S5N6_;PD=Ybfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbbuf2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TJQQ#V=JO*abfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;TbflYV;GpDRs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!S5N6_;PD=Ybfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bbuf2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;TJQQ#V=JO*abfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TbflYV;GpDRs8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!S5N6_;PD=Y +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbbuf2bfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TJQQ#V=JO*abfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;TbflbY;GpDNs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!S5N6_;PD=Ybfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbbuf2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;TJQQ#V=JO*abfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TbflbY;GpDN +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!S5N6_ +;PD=Ybfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbbuf2bfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TJQQ#V=JO*abfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;TbflbY;GpDNs8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!S5N6_;PD=Ybfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbbuf2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;TJQQ#V=JO*abfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TbflbY +;GpDNs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +S5N6_;PD=Ybfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbc2l2bfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TJQQ#V=JO*a +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TbflbY;GpDNs8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!S5N6_;PD=Ybfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbc2l2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;TJQQ#V=JO*abfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bflbY;GpDNs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!S5N6_;PD=Ybfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbc2l2bfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TJQQ#V +=JO*abfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TbflbY;GpDNs8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!S5N6_;PD=Ybfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbc2l2bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TJQQ#V=JO*abfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;TbflbY;GpDNs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!S5N6_;PD=Ybfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbd852bfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +KihGZ=J*g]bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TbflbY;GpDNs8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!S5N6_;PD=Ybfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbd852bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TKihGZ=J*g]bfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;TbflbY;GpDNs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!S5N6_;PD=Ybfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbd852 +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;TKihGZ=J*g]bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TbflbY;GpDNs8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!S5N6_;PD=Ybfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbd852bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TKihGZ=J*g]bfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;TbflbY;GpDNs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! 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+s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!S5N6_;PD=Ybfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbd852bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;TLfdb]=IdUZbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TbflbY;GpDN +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!S5N6_ +;PD=Ybfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbd852bfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TLfdb]=IdUZbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;TbflbY;GpDNs8W-!s8W-!s8W-!s8W-!s8W-!s8W-! 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+s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!V,C2h;OYhRbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbd852bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;TN`]Cc=I.1Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfm"` +;GpDFs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +V,C2h;OYhRbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbd852bfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TN`]Cc=I.1T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfm"`;GpDFs8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!V,C2h;OG\Pbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbd852bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;TN`]Cc=I.1Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfm"`;GpDFs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!V,C2h;OG\Pbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbd852bfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TN`]Cc +=I.1Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfm"`;GpDFs8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!V,C2h;OG\Pbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbd852bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TN`]Cc=I.1Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfm"`;GpDFs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!V,C2h;OG\Pbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbd852bfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +N`]Cc=I.1Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfm"`;GpDFs8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!Y#8.q;Nf8Jbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbd852bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TN`]Cc=I.1Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfm"`;GpDFs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!Y#8.q;Nf8Jbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbd852 +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;TN`]Cc=I.1Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfm"`;GpDFs8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!Y#8.q;Nf8Jbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbd852bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TN`]Cc=I.1Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfm"`;GpDFs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!Y#8.q;Nf8Jbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bd852bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;TN`]Cc=I.1Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfm"`;GpDFs8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!Y#8.q;Nf8J +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbd852bfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TN`]Cc=I.1Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfm"`;GpDFs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!Y#8.q;Nf8Jbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbd852bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;TN`]Cc=I.1Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfm"`;GpDF +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!Y#8.q +;Nf8Jbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbd852bfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TN`]Cc=I.1Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfm"`;GpDFs8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!Y#8.q;Nf8Jbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbd852bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;TN`]Cc=I.1Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfm"` +;GpDFs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +Y#8.q;Nf8Jbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbd852bfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TN`]Cc=I.1T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfm.d;GpDBs8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!Y#8.q;Nf8Jbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbd852bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;TN`]Cc=I.1Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfm.d;GpDBs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!Y#8.q;Nf8Jbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbd852bfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TN`]Cc +=I.1Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfm.d;GpDBs8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!Y#8.q;Nf8Jbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbd852bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TN`]Cc=I.1Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfm.d;GpDBs8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!Y#8.q;Nf8Jbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbd852bfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +N`]Cc=I.1Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfm7g;GpD>s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! +s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!Y#8.q;Nf8Jbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbd852bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;TN`]Cc=I.1Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;Tbfn;T +bfn;Tbfn;Tbfm7g;GpD>s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-!s8W-! 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gsave % Clipping gsave
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closepath
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{
gsave
{ eoclip } stopped
{
grestore
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dup 200 ge { pop exit } if
}{
grestore setflat
exit
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eoclip
setflat
newpath
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picstr2 0 _rowpadstr putinterval
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picstr4 0 _rowpadstr putinterval
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12 dict begin
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{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
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{/Decode [0 1] def
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picstr2 readdata pop
picstr3 readdata pop
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ifelse
currentdict end
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
0.4777227 0.4698965 m
0.4886152 0.4399997 l
0.4929091 0.4399997 l
0.5038146 0.4698965 l
0.4992778 0.4698965 l
0.4907949 0.4444348 l
0.4821972 0.4698965 l
0.4777227 0.4698965 l
closepath
currentflat dup
{
gsave
{ clip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
clip
setflat
newpath
/_topPad 1216 def
/_subImageRows 160 def
/_leftPad 272 def
/_picsubstr 40 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
/ImageMatrix [cols 0 0 rows neg 0 rows] def
/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
%%BeginBinary: 1637
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
0.5041659 0.4333323 m
0.5092280 0.4333323 0.5133348 0.4292288 0.5133348 0.4241667 c
0.5133348 0.4191045 0.5092280 0.4150010 0.5041659 0.4150010 c
0.4991038 0.4150010 0.4950003 0.4191045 0.4950003 0.4241667 c
0.4950003 0.4292288 0.4991038 0.4333323 0.5041659 0.4333323 c
closepath
currentflat dup
{
gsave
{ eoclip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
eoclip
setflat
newpath
/_topPad 1312 def
/_subImageRows 128 def
/_leftPad 288 def
/_picsubstr 32 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
/ImageMatrix [cols 0 0 rows neg 0 rows] def
/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
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0.6136154 0.5233343 l
0.6027230 0.5532278 l
0.6071975 0.5532278 l
0.6157952 0.5277694 l
0.6242780 0.5532278 l
0.6288149 0.5532278 l
0.6179093 0.5233343 l
closepath
0.6361947 0.5447154 m
0.6354758 0.5435008 0.6343859 0.5428048 0.6329217 0.5426308 c
0.6329217 0.5445414 l
0.6336669 0.5446662 0.6342348 0.5450864 0.6346189 0.5458020 c
0.6350063 0.5465210 0.6352000 0.5473482 0.6352000 0.5482871 c
0.6352000 0.5483790 0.6351967 0.5484644 0.6351902 0.5485399 c
0.6351836 0.5486154 0.6351672 0.5487008 0.6351376 0.5487960 c
0.6329217 0.5487960 l
0.6329217 0.5532278 l
0.6372715 0.5532278 l
0.6372715 0.5491407 l
0.6372715 0.5474040 0.6369104 0.5459301 0.6361947 0.5447154 c
closepath
currentflat dup
{
gsave
{ clip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
clip
setflat
newpath
/_topPad 1024 def
/_subImageRows 160 def
/_leftPad 352 def
/_picsubstr 40 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
/ImageMatrix [cols 0 0 rows neg 0 rows] def
/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
0.5958323 0.5383336 m
0.6008944 0.5383336 0.6050013 0.5342301 0.6050013 0.5291679 c
0.6050013 0.5241025 0.6008944 0.5199990 0.5958323 0.5199990 c
0.5907702 0.5199990 0.5866667 0.5241025 0.5866667 0.5291679 c
0.5866667 0.5342301 0.5907702 0.5383336 0.5958323 0.5383336 c
closepath
currentflat dup
{
gsave
{ eoclip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
eoclip
setflat
newpath
/_topPad 1056 def
/_subImageRows 128 def
/_leftPad 344 def
/_picsubstr 32 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
/ImageMatrix [cols 0 0 rows neg 0 rows] def
/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
%%BeginBinary: 1052
beginimage
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
0.6945765 0.3766674 m
0.6902826 0.3766674 l
0.6793869 0.4065609 l
0.6838646 0.4065609 l
0.6924624 0.3811025 l
0.7009452 0.4065609 l
0.7054821 0.4065609 l
0.6945765 0.3766674 l
closepath
0.7213808 0.3766674 m
0.7192995 0.3826290 l
0.7114798 0.3826290 l
0.7093197 0.3766674 l
0.7065523 0.3766674 l
0.7140535 0.3965876 l
0.7170967 0.3965876 l
0.7243386 0.3766674 l
0.7213808 0.3766674 l
closepath
0.7154619 0.3936298 m
0.7122710 0.3848187 l
0.7185346 0.3848187 l
0.7154619 0.3936298 l
closepath
currentflat dup
{
gsave
{ clip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
clip
setflat
newpath
/_topPad 1376 def
/_subImageRows 160 def
/_leftPad 400 def
/_picsubstr 48 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
/ImageMatrix [cols 0 0 rows neg 0 rows] def
/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
%%BeginBinary: 1962
beginimage
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
0.6691674 0.4183331 m
0.6733104 0.4183331 0.6766654 0.4149747 0.6766654 0.4108318 c
0.6766654 0.4066922 0.6733104 0.4033338 0.6691674 0.4033338 c
0.6650245 0.4033338 0.6616662 0.4066922 0.6616662 0.4108318 c
0.6616662 0.4149747 0.6650245 0.4183331 0.6691674 0.4183331 c
closepath
currentflat dup
{
gsave
{ eoclip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
eoclip
setflat
newpath
/_topPad 1344 def
/_subImageRows 128 def
/_leftPad 384 def
/_picsubstr 32 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
/ImageMatrix [cols 0 0 rows neg 0 rows] def
/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
%%BeginBinary: 1052
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
0.1645770 0.2150013 m
0.1602831 0.2150013 l
0.1493874 0.2448947 l
0.1538652 0.2448947 l
0.1624596 0.2194364 l
0.1709457 0.2448947 l
0.1754826 0.2448947 l
0.1645770 0.2150013 l
closepath
0.1899533 0.2257361 m
0.1909775 0.2253455 0.1917457 0.2249088 0.1922513 0.2244197 c
0.1931508 0.2235497 0.1935972 0.2223515 0.1935972 0.2208217 c
0.1935972 0.2195381 0.1931934 0.2183760 0.1923891 0.2173354 c
0.1911811 0.2157793 0.1892639 0.2150013 0.1866311 0.2150013 c
0.1781811 0.2150013 l
0.1781811 0.2349215 l
0.1867689 0.2349215 l
0.1891096 0.2349215 0.1907740 0.2342255 0.1917654 0.2328369 c
0.1923432 0.2320129 0.1926354 0.2310641 0.1926354 0.2299907 c
0.1926354 0.2287333 0.1922775 0.2277058 0.1915586 0.2269015 c
0.1911876 0.2264780 0.1906525 0.2260874 0.1899533 0.2257361 c
closepath
0.1808369 0.2173189 m
0.1866737 0.2173189 l
0.1883316 0.2173189 0.1895167 0.2177949 0.1902225 0.2187535 c
0.1906689 0.2193576 0.1908889 0.2200896 0.1908889 0.2209497 c
0.1908889 0.2223942 0.1902422 0.2233790 0.1889455 0.2239043 c
0.1882561 0.2241833 0.1873434 0.2243245 0.1862109 0.2243245 c
0.1808369 0.2243245 l
0.1808369 0.2173189 l
closepath
0.1883348 0.2323018 m
0.1877374 0.2325545 0.1868477 0.2326826 0.1856692 0.2326826 c
0.1808369 0.2326826 l
0.1808369 0.2265109 l
0.1857644 0.2265109 l
0.1869068 0.2265109 0.1877965 0.2266684 0.1884301 0.2269869 c
0.1894280 0.2274826 0.1899270 0.2283788 0.1899270 0.2296722 c
0.1899270 0.2309722 0.1893952 0.2318487 0.1883348 0.2323018 c
closepath
currentflat dup
{
gsave
{ clip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
clip
setflat
newpath
/_topPad 1760 def
/_subImageRows 160 def
/_leftPad 80 def
/_picsubstr 48 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
/ImageMatrix [cols 0 0 rows neg 0 rows] def
/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
%%BeginBinary: 1962
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
0.2141674 0.2283328 m
0.2183104 0.2283328 0.2216654 0.2249745 0.2216654 0.2208348 c
0.2216654 0.2166919 0.2183104 0.2133336 0.2141674 0.2133336 c
0.2100245 0.2133336 0.2066662 0.2166919 0.2066662 0.2208348 c
0.2066662 0.2249745 0.2100245 0.2283328 0.2141674 0.2283328 c
closepath
currentflat dup
{
gsave
{ eoclip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
eoclip
setflat
newpath
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/_subImageRows 96 def
/_leftPad 112 def
/_picsubstr 32 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
/ImageMatrix [cols 0 0 rows neg 0 rows] def
/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
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closepath
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0.2812553 0.3595442 l
0.2820005 0.3596657 0.2825684 0.3600859 0.2829525 0.3608048 c
0.2833399 0.3615237 0.2835336 0.3623510 0.2835336 0.3632866 c
0.2835336 0.3633818 0.2835303 0.3634639 0.2835237 0.3635394 c
0.2835172 0.3636149 0.2835008 0.3637003 0.2834712 0.3637955 c
0.2812553 0.3637955 l
0.2812553 0.3682306 l
0.2856051 0.3682306 l
0.2856051 0.3641402 l
0.2856051 0.3624035 0.2852439 0.3609295 0.2845283 0.3597149 c
closepath
0.3008768 0.3490687 m
0.3019010 0.3486813 0.3026692 0.3482414 0.3031747 0.3477523 c
0.3040742 0.3468823 0.3045207 0.3456841 0.3045207 0.3441576 c
0.3045207 0.3428707 0.3041202 0.3417086 0.3033126 0.3406679 c
0.3021045 0.3391119 0.3001874 0.3383338 0.2975545 0.3383338 c
0.2891045 0.3383338 l
0.2891045 0.3582540 l
0.2976924 0.3582540 l
0.3000331 0.3582540 0.3016975 0.3575581 0.3026889 0.3561694 c
0.3032667 0.3553455 0.3035588 0.3543967 0.3035588 0.3533232 c
0.3035588 0.3520692 0.3032010 0.3510384 0.3024854 0.3502341 c
0.3021111 0.3498106 0.3015760 0.3494232 0.3008768 0.3490687 c
closepath
0.2917604 0.3406515 m
0.2975972 0.3406515 l
0.2992551 0.3406515 0.3004402 0.3411308 0.3011460 0.3420861 c
0.3015924 0.3426934 0.3018124 0.3434255 0.3018124 0.3442823 c
0.3018124 0.3457268 0.3011657 0.3467116 0.2998689 0.3472369 c
0.2991795 0.3475159 0.2982669 0.3476571 0.2971343 0.3476571 c
0.2917604 0.3476571 l
0.2917604 0.3406515 l
closepath
0.2992583 0.3556376 m
0.2986609 0.3558904 0.2977712 0.3560152 0.2965927 0.3560152 c
0.2917604 0.3560152 l
0.2917604 0.3498434 l
0.2966879 0.3498434 l
0.2978303 0.3498434 0.2987199 0.3500010 0.2993535 0.3503194 c
0.3003515 0.3508152 0.3008505 0.3517114 0.3008505 0.3530048 c
0.3008505 0.3543048 0.3003187 0.3551846 0.2992583 0.3556376 c
closepath
currentflat dup
{
gsave
{ clip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
clip
setflat
newpath
/_topPad 1472 def
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/_leftPad 136 def
/_picsubstr 56 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
/ImageMatrix [cols 0 0 rows neg 0 rows] def
/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
%%BeginBinary: 2287
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
0.3108336 0.3383338 m
0.3149765 0.3383338 0.3183348 0.3349755 0.3183348 0.3308326 c
0.3183348 0.3266896 0.3149765 0.3233346 0.3108336 0.3233346 c
0.3066907 0.3233346 0.3033323 0.3266896 0.3033323 0.3308326 c
0.3033323 0.3349755 0.3066907 0.3383338 0.3108336 0.3383338 c
closepath
currentflat dup
{
gsave
{ eoclip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
eoclip
setflat
newpath
/_topPad 1536 def
/_subImageRows 128 def
/_leftPad 168 def
/_picsubstr 32 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
/ImageMatrix [cols 0 0 rows neg 0 rows] def
/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
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0.3288629 0.6515616 l
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0.3644061 0.6394152 0.3631750 0.6397927 0.3615927 0.6397927 c
0.3596624 0.6397927 0.3581030 0.6391033 0.3569146 0.6377245 c
0.3557295 0.6363457 0.3551354 0.6342348 0.3551354 0.6313886 c
0.3551354 0.6290578 0.3556705 0.6271669 0.3567374 0.6257159 c
0.3578076 0.6242682 0.3594030 0.6235427 0.3615237 0.6235427 c
0.3634737 0.6235427 0.3649609 0.6243010 0.3659818 0.6258242 c
0.3665235 0.6266253 0.3669273 0.6276790 0.3671932 0.6289856 c
0.3698227 0.6289856 l
0.3695896 0.6268879 0.3688215 0.6251283 0.3675149 0.6237101 c
0.3659523 0.6219997 0.3638414 0.6211462 0.3611856 0.6211462 c
0.3588975 0.6211462 0.3569737 0.6218455 0.3554210 0.6232472 c
0.3533725 0.6251020 0.3523482 0.6279646 0.3523482 0.6318384 c
0.3523482 0.6347765 0.3531197 0.6371861 0.3546593 0.6390705 c
0.3563237 0.6411124 0.3586217 0.6421366 0.3615500 0.6421366 c
0.3640515 0.6421366 0.3659884 0.6414702 0.3673705 0.6401374 c
0.3687492 0.6388045 0.3695141 0.6372944 0.3696652 0.6356005 c
0.3670356 0.6356005 l
0.3667434 0.6368874 0.3661591 0.6379083 0.3652826 0.6386601 c
closepath
currentflat dup
{
gsave
{ clip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
clip
setflat
newpath
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/_leftPad 184 def
/_picsubstr 48 string def
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picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
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12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
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/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
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ifelse
currentdict end
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
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0.3816409 0.6233326 0.3849992 0.6199742 0.3849992 0.6158346 c
0.3849992 0.6116917 0.3816409 0.6083333 0.3775013 0.6083333 c
0.3733583 0.6083333 0.3700000 0.6116917 0.3700000 0.6158346 c
0.3700000 0.6199742 0.3733583 0.6233326 0.3775013 0.6233326 c
closepath
currentflat dup
{
gsave
{ eoclip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
eoclip
setflat
newpath
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12 dict begin
/ImageType 1 def
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/Height rows def
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{picstr3 readdata picstr4 readdata pop}
] def}
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ifelse
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
0.5457101 0.4815242 m
0.5723371 0.5120414 0.5961705 0.5348177 0.5989444 0.5323982 c
0.6017217 0.5299788 0.5823859 0.5032763 0.5557588 0.4727591 c
0.5291318 0.4422386 0.5052985 0.4194624 0.5025245 0.4218818 c
0.4997505 0.4243045 0.5190864 0.4510038 0.5457101 0.4815242 c
closepath
currentflat dup
{
gsave
{ eoclip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
eoclip
setflat
newpath
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picstr2 0 _rowpadstr putinterval
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12 dict begin
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] def}
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
0.2573793 0.2798568 m
0.2840030 0.3103740 0.3078396 0.3331535 0.3106136 0.3307308 c
0.3133876 0.3283114 0.2940518 0.3016088 0.2674247 0.2710917 c
0.2407977 0.2405745 0.2169644 0.2177949 0.2141904 0.2202177 c
0.2114164 0.2226371 0.2307523 0.2493396 0.2573793 0.2798568 c
closepath
currentflat dup
{
gsave
{ eoclip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
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setflat
newpath
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/_subImageRows 352 def
/_leftPad 120 def
/_picsubstr 80 string def
picstr1 0 _rowpadstr putinterval
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/Width cols def
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/BitsPerComponent 8 def
band 0 eq
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/DataSource [
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{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
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{/Decode [0 1] def
/DataSource {
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picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
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0.6704379 0.6180899 l
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0.5028955 0.4252434 l
0.6678937 0.6202434 l
closepath
currentflat dup
{
gsave
{ eoclip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
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setflat
newpath
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/_picsubstr 128 string def
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12 dict begin
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/Width cols def
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band 0 eq
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/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
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/DataSource {
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ifelse
currentdict end
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
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0.6721056 0.4130904 l
0.5071040 0.2180904 l
0.5045598 0.2202439 l
0.6695614 0.4152439 l
closepath
currentflat dup
{
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{ eoclip } stopped
{
grestore
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dup 200 ge { pop exit } if
}{
grestore setflat
exit
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} loop
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setflat
newpath
/_topPad 1344 def
/_subImageRows 576 def
/_leftPad 288 def
/_picsubstr 128 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
/ImageMatrix [cols 0 0 rows neg 0 rows] def
/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
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picstr2 readdata pop
picstr3 readdata pop
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} def}
ifelse
currentdict end
%%BeginBinary: 18732
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
0.6674997 0.6174990 m
0.6708318 0.6174990 l
0.6708318 0.4091674 l
0.6674997 0.4091674 l
0.6674997 0.6174990 l
closepath
currentflat dup
{
gsave
{ eoclip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
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setflat
newpath
/_topPad 864 def
/_subImageRows 608 def
/_leftPad 392 def
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12 dict begin
/ImageType 1 def
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/BitsPerComponent 8 def
band 0 eq
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/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
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/DataSource {
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picstr2 readdata pop
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ifelse
currentdict end
%%BeginBinary: 3717
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
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closepath
currentflat dup
{
gsave
{ eoclip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
eoclip
setflat
newpath
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/_leftPad 112 def
/_picsubstr 24 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
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/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
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/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
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} def}
ifelse
currentdict end
%%BeginBinary: 3522
beginimage
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
0.5025015 0.4258343 m
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0.5025015 0.4258343 l
closepath
currentflat dup
{
gsave
{ eoclip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
eoclip
setflat
newpath
/_topPad 1344 def
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/_picsubstr 24 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
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/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
%%BeginBinary: 3522
beginimage
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
0.3091659 0.5374997 m
0.3125013 0.5374997 l
0.3125013 0.3291682 l
0.3091659 0.3291682 l
0.3091659 0.5374997 l
closepath
currentflat dup
{
gsave
{ eoclip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
eoclip
setflat
newpath
/_topPad 1056 def
/_subImageRows 608 def
/_leftPad 176 def
/_picsubstr 24 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
/ImageMatrix [cols 0 0 rows neg 0 rows] def
/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
%%BeginBinary: 3717
beginimage
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
0.5958323 0.5391674 m
0.5991677 0.5391674 l
0.5991677 0.3308326 l
0.5958323 0.3308326 l
0.5958323 0.5391674 l
closepath
currentflat dup
{
gsave
{ eoclip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
eoclip
setflat
newpath
/_topPad 1056 def
/_subImageRows 608 def
/_leftPad 344 def
/_picsubstr 24 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
/ImageMatrix [cols 0 0 rows neg 0 rows] def
/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
%%BeginBinary: 3717
beginimage
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
0.6691674 0.6191667 m
0.6691674 0.6158346 l
0.3775013 0.6158346 l
0.3775013 0.6191667 l
0.6691674 0.6191667 l
closepath
currentflat dup
{
gsave
{ eoclip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
eoclip
setflat
newpath
/_topPad 864 def
/_subImageRows 96 def
/_leftPad 216 def
/_picsubstr 200 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
/ImageMatrix [cols 0 0 rows neg 0 rows] def
/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
%%BeginBinary: 4887
beginimage
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
0.5025015 0.2208348 m
0.5025015 0.2174995 l
0.2108321 0.2174995 l
0.2108321 0.2208348 l
0.5025015 0.2208348 l
closepath
currentflat dup
{
gsave
{ eoclip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
eoclip
setflat
newpath
/_topPad 1824 def
/_subImageRows 96 def
/_leftPad 112 def
/_picsubstr 200 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
/ImageMatrix [cols 0 0 rows neg 0 rows] def
/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
%%BeginBinary: 4887
beginimage
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
0.5025015 0.4258343 m
0.5025015 0.4224990 l
0.2108321 0.4224990 l
0.2108321 0.4258343 l
0.5025015 0.4258343 l
closepath
currentflat dup
{
gsave
{ eoclip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
eoclip
setflat
newpath
/_topPad 1344 def
/_subImageRows 96 def
/_leftPad 112 def
/_picsubstr 200 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
/ImageMatrix [cols 0 0 rows neg 0 rows] def
/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
%%BeginBinary: 4887
beginimage
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
0.6024997 0.3325003 m
0.6024997 0.3291682 l
0.3108336 0.3291682 l
0.3108336 0.3325003 l
0.6024997 0.3325003 l
closepath
currentflat dup
{
gsave
{ eoclip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
eoclip
setflat
newpath
/_topPad 1568 def
/_subImageRows 96 def
/_leftPad 176 def
/_picsubstr 200 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
/ImageMatrix [cols 0 0 rows neg 0 rows] def
/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
%%BeginBinary: 4887
beginimage
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%%EndBinary
grestore % Pop clipping grestore
gsave % Clipping gsave
newpath
0.5991677 0.5358321 m
0.5991677 0.5325000 l
0.3075015 0.5325000 l
0.3075015 0.5358321 l
0.5991677 0.5358321 l
closepath
currentflat dup
{
gsave
{ eoclip } stopped
{
grestore
2 mul dup setflat
dup 200 ge { pop exit } if
}{
grestore setflat
exit
} ifelse
} loop
eoclip
setflat
newpath
/_topPad 1056 def
/_subImageRows 96 def
/_leftPad 176 def
/_picsubstr 192 string def
picstr1 0 _rowpadstr putinterval
picstr2 0 _rowpadstr putinterval
picstr3 0 _rowpadstr putinterval
picstr4 0 _rowpadstr putinterval
/hasDecodeFile 0 def
/readdata /padreaddata load bind def
12 dict begin
/ImageType 1 def
/Width cols def
/Height rows def
/ImageMatrix [cols 0 0 rows neg 0 rows] def
/BitsPerComponent 8 def
band 0 eq
{/Decode [0 1 0 1 0 1] def
/MultipleDataSources true def
/DataSource [
{picstr1 readdata}
{picstr2 readdata}
{picstr3 readdata picstr4 readdata pop}
] def}
{/Decode [0 1] def
/DataSource {
picstr1 readdata pop
picstr2 readdata pop
picstr3 readdata pop
picstr4 readdata
} def}
ifelse
currentdict end
%%BeginBinary: 4692
beginimage
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%%EndBinary
grestore % Pop clipping grestore
grestore end % Image Trailer grestore
grestore % EPS grestore
[{nextImage} 1 dict begin /Metadata {photoshop_metadata_stream} def currentdict end /PUT pdfmark
[/NamespacePop pdfmark
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