%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
KatsCalendar_V2R1
2013-02-25T15:24:32-05:00
2013-02-25T15:24:32-05:00
2013-02-25T15:24:32-05:00
Adobe Illustrator CS5
192
256
JPEG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uuid:45455acd-4c11-c943-9a22-e803a22aee7f
xmp.did:EE7F1174072068118C148B512D3B959B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:477929cf-d2a3-df4e-9148-3231afd8e61e
xmp.did:FC7F1174072068118083D58D19B0EAFB
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F77F1174072068118C14EA0AF7E78A2A
2012-12-18T18:01:32-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:FD7F11740720681180838A34EFBB18C4
2012-12-20T18:59:10-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:F77F1174072068118083C4BE73B060C7
2012-12-26T12:34:03-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:FC7F1174072068118083D58D19B0EAFB
2013-02-20T17:04:26-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:EE7F1174072068118C148B512D3B959B
2013-02-25T15:24:29-05:00
Adobe Illustrator CS5
/
EmbedByReference
/Users/meridithbyrne/GARDEN VARIETY FILES/GVD JOBS/ GVD JOBS (Laptop)/BOSTON CHEFS/KASTISOUBAS CALENDAR/IMAGES/IMAGES_Logos/kats_logo_cmyk__stacked_out.tif
Print
False
True
1
8.500000
11.000000
Inches
CenturyGothic
Century Gothic
Regular
TrueType
Version 2.35
False
Century Gothic
CenturyGothic-Bold
Century Gothic
Bold
TrueType
Version 2.35
False
Century Gothic
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 4505 C
SPOT
100.000000
CMYK
0.000000
14.999999
78.000000
36.000000
PANTONE Warm Red C
SPOT
100.000000
CMYK
0.000000
75.000000
90.000000
0.000000
PANTONE 364 C
SPOT
100.000000
CMYK
65.000000
0.000000
100.000000
42.000000
PANTONE 396 C
SPOT
100.000000
CMYK
11.000000
0.000000
94.000000
0.000000
PANTONE Red 032 C
SPOT
100.000000
CMYK
0.000000
90.000000
85.999992
0.000000
PANTONE 266 C
SPOT
100.000000
CMYK
79.000000
90.000000
0.000000
0.000000
PANTONE 350 C
SPOT
100.000000
CMYK
79.000000
0.000000
100.000000
75.000000
PANTONE 130 C
SPOT
100.000000
CMYK
0.000000
30.000002
100.000000
0.000000
PANTONE 4625 C
SPOT
100.000000
CMYK
0.000000
60.000004
100.000000
79.000000
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Kats Colors
1
C=34 M=30 Y=9 K=0
CMYK
PROCESS
33.749901
30.310499
9.439200
0.003099
C=45 M=42 Y=0 K=0 1
CMYK
PROCESS
45.035500
42.417000
0.003099
0.003099
C=0 M=44 Y=18 K=0 1
CMYK
PROCESS
0.003099
43.948997
18.167400
0.003099
C=0 M=99 Y=100 K=0 1
CMYK
PROCESS
0.003099
99.298103
100.000000
0.003099
C=0 M=52 Y=100 K=0 1
CMYK
PROCESS
0.003099
51.769299
100.000000
0.003099
C=7 M=1 Y=100 K=0 1
CMYK
PROCESS
7.373202
0.772101
100.000000
0.003099
C=68 M=0 Y=100 K=0 1
CMYK
PROCESS
68.175797
0.003099
100.000000
0.003099
C=27 M=13 Y=100 K=0 1
CMYK
PROCESS
27.438795
13.272297
100.000000
0.003099
C=14 M=29 Y=96 K=0 1
CMYK
PROCESS
14.367903
29.330898
96.432404
0.079298
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
10 0 obj
<>stream
HtW=,
)(Ruj}$U=(1/\?9+QKߵcx6?".''jw=t2s%f~Wps܇Z"uLQFc"rPTPe%}BdS懎:Ntoa:͏a\+a|8dY> EO
Q\8k5ݣWq#13zzY6>\BP;lȮa@}ngu03
HT̎%\"3Ƽq8#1pƴܸe4aGPqj$ 3
wu%$DY},Y5,@q ~R I1W:?ɗ+!M{2>j-E:0\qA̷&
H\YH!;$j\d.gH&pvX:B$:2:F451:2sLw*nS{v$: 0@ۈÌۆА((]rDx^#&AL
ӝ`*X˱0ڬю<ƻC@{\?xL4yG<^n1߬piVx5Lk]L#3HHEM# 3
ܚٹț5P'VAdV,xg+v5PN-4!lz1jGrU