%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Breakfast Menu Nov 2019
2019-11-11T16:03:39Z
2019-11-11T16:03:39Z
2019-11-11T16:03:39Z
Adobe Illustrator CC (Macintosh)
188
256
JPEG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uuid:a06976ca-42f9-0a45-91b2-722eedd3fa18
xmp.did:ca344367-5b2b-4e42-8ee7-fabe258c031f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:91a58581-d8b7-428e-a570-d4bd8be4d842
xmp.did:91a58581-d8b7-428e-a570-d4bd8be4d842
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:D8B20DA6583EE4119A87B27E8B95CC25
2014-09-17T11:51:59+01:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:ca344367-5b2b-4e42-8ee7-fabe258c031f
2019-11-11T16:03:37Z
Adobe Illustrator CC (Macintosh)
/
EmbedByReference
free-congratulations-clip-art-frames-3.jpg
Print
False
False
1
210.000110
296.999976
Millimeters
Garamond
Garamond
Regular
TrueType
Version 2.35
False
Garamond
Garamond-Bold
Garamond
Bold
TrueType
Version 2.35
False
Garamond
AcademyEngravedLetPlain
Academy Engraved LET
Plain
TrueType
13.0d1e2
False
Academy Engraved LET Fonts.ttf
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
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 10.01
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
11 0 obj
<>stream
HWKs6Wg$