%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
DDS_Menu Sep 22
2022-09-23T10:51:39Z
2022-09-23T10:51:39Z
2022-09-23T10:51:39Z
Adobe Illustrator CC 23.1 (Macintosh)
256
188
JPEG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uuid:92ca472d-7ce7-aa4d-bc04-062f381c2fc0
xmp.did:6965be42-90b7-47f9-9097-d7c349ba7664
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:86b8d990-7ea7-314a-9630-c61803285eb1
xmp.did:f7b99582-4570-4b1b-8d88-a7c5c77c1567
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:f7b99582-4570-4b1b-8d88-a7c5c77c1567
2022-09-22T16:28:40Z
Adobe Illustrator CC 23.1 (Macintosh)
/
saved
xmp.iid:6965be42-90b7-47f9-9097-d7c349ba7664
2022-09-23T10:51:37Z
Adobe Illustrator CC 23.1 (Macintosh)
/
Print
False
False
1
210.000000
297.000000
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Aku&Kamu
Aku & Kamu
Regular
Open Type
Version 1.1
False
Aku&Kamu.otf
ClearfaceITCBQ-HeavyItalic
Clearface ITC BQ
Regular
Open Type
001.000
False
ClearfaceITCBQ-HeavyItalic.otf
ClearfaceBoldItalic
Clearface
BoldItalic
TrueType
Version 1.0 08-10-2002
False
Clearface BoldItalic.ttf
Cyan
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
C=5 M=94 Y=94 K=1
PROCESS
100.000000
CMYK
6.051728
93.237197
95.007247
0.381476
C=1 M=0 Y=2 K=0
PROCESS
100.000000
CMYK
0.738537
0.000000
2.081330
0.000000
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
17 0 obj
<>stream
HtWMm7_qosnm@`,((otU9sCF8v]]]O}*_~:n_ʁ?;}W_//xrs{}ifݏ۟?O'>Ks;ߞᛧ oW~{onz~,G^8?_~V֏6z87}so^9Q0lsN4lƗJ==ǷՀ
O62.ӎW:Zog
3\}{̏MV /mh837>Y8&p9Gx9]uzw>7v]tN
Gwk}fᐅ*0f}uõ1c2m/3d#||ޭk:5yXĿ sѨ
AYL<\ǖ76-{ÈYEcOǏYzwmg>!#i6FJ">ycU7ܢڝqAϸ#dcW>aW|U.k`\ʱBM-rsA¤+Nb50#CFψ&X]&osvX5B B}kp#7T:̸a:D E⸞7<[zDK.suZK_S7
݈@#;hU`kihVh$Mp65b>\ .ZI&w.V6&( 3vKԙhҧu95^n !PN h