%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Thanksgiving Playlist
2017-11-12T22:39:10-07:00
2017-11-12T22:39:10-07:00
2017-11-12T22:39:10-06:00
Adobe Illustrator CS5.1
196
256
JPEG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uuid:cab4c190-c96c-4f4d-9610-93b0407893cf
xmp.did:E7B9C2D7D82268118C149049D6485284
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ae9148ef-3000-a144-9ee3-ddb3557e196e
xmp.did:8AF5709C0E20681188C6A12CE4B46A4D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:E7B9C2D7D82268118C149049D6485284
2017-11-12T22:39:05-07:00
Adobe Illustrator CS5.1
/
Print
False
False
1
8.500000
11.000000
Inches
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Oregon
Oregon
Regular
Open Type
Version 1.01
False
Oregon.otf
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
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
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
10 0 obj
<>stream
HlWɎ;Wt=oL_yHBDDgezl__~k9~_G9Ku_~rt:R3x}=xxsgͅq㏏?meq;ǟI`ߊMPquAjV(jdzUlgq?p@;;ÖR^k !ux~@n"=xXn|ݥף-(5'y=Ϲ{([;ZVhVˏ]%l_p>pzo,|쳒uUE{;mY?{?'/
|ፔMmPA:/׃nCFDͨjOhHHV2<wi62t{KGK]3(cPRեnjsj 6*"^nighЄus`ds N)
Lj$]]sz0^-Ǎ#..=A m(5$[g%191|T1'i}`Z:cw]^OjLa.PU$8(PvLGDuo