%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
DebcoHolidayLogo_23
2018-08-29T10:38:12-04:00
2018-08-29T10:38:12-04:00
2018-08-29T10:38:12-04:00
Adobe Illustrator CC 22.1 (Windows)
256
220
JPEG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=
uuid:e5663a55-09ed-4d6a-8852-89e8dc84bae3
xmp.did:555d4a7f-b6cb-8144-be0b-273aea8fe3b7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f69964ed-fdf0-4ed1-a61d-94597a7fb503
xmp.did:3b88749c-31ea-1c49-a6ba-8fb107b4113b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:56410b3c-fe24-5b43-8287-3c0a8e3a2116
2018-08-27T14:16:55-04:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:555d4a7f-b6cb-8144-be0b-273aea8fe3b7
2018-08-29T10:38:10-04:00
Adobe Illustrator CC 22.1 (Windows)
/
Print
False
False
1
6.000000
6.000000
Inches
Cyan
Magenta
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
R=211 G=36 B=64
PROCESS
100.000000
CMYK
11.261200
98.559499
76.409501
1.702900
R=24 G=159 B=173
PROCESS
100.000000
CMYK
77.889699
18.207100
30.701199
0.094600
R=232 G=186 B=70
PROCESS
100.000000
CMYK
9.463600
26.154000
85.442901
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
7 0 obj
<>/Resources<>/Properties<>>>/Thumb 11 0 R/TrimBox[0.0 0.0 432.0 432.0]/Type/Page>>
endobj
8 0 obj
<>stream
HtWɎl9W5RyCbb8'ӭ,zqp'yOO?(?ޥ.rMJ Kju=5wz-Or=3n$qzJDdJXx6PBxXܤw)$W˥^)JOXttwƯd}\M{+-Ŭ;7XޮWQ\KIe$|Av+7tጚދRn A V!\.Uo-X\@w
y;2HWK-K
u"e/g.dc%@;t%(ط-!0*.6Ā 1<5 q0W(GDs3Or@Ac8pR:\w2w2h\٥N"R/EC\%gzt8ENA|h0.3vBؓomX;HtfIq퓜&x$ΠNJfP]