%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
GGA -- Gratitude Journal Jann Gray Print Out
2017-10-25T10:36:39-05:00
2017-10-25T10:36:39-05:00
2017-10-25T10:36:39-05:00
Adobe Illustrator CS6 (Macintosh)
196
256
JPEG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uuid:c774bccd-729a-f946-b44d-8a0f1fd44800
xmp.did:C1B2B6181324681183D1F9A8E29F9C2F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:C0B2B6181324681183D1F9A8E29F9C2F
xmp.did:C0B2B6181324681183D1F9A8E29F9C2F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:02801174072068118C14BEDB8AF8DC2A
2017-07-27T12:50:16-05:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:C1B2B6181324681183D1F9A8E29F9C2F
2017-10-25T10:36:36-05:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/jann/Documents/Bible Journaling/God GLory Art/Promo Materials/png logo.png
Print
False
True
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
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Semibold.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.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 10.01
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>stream
HWr}WLh-l.;P) ,f9 *)U 3w=_ߨ_5']S1}U]Ry
~|o}$el)lqZ[n'ǿ׳iGW3/}ѬrX\Tybv;O}}fP?o|SsfY=,~'4?̏I:!vۛ^9&/}ݬ}-5u:IgS?"\S>uz1>ta9zoaXxjI5;u6oGKЭ6DV;6ϻA-vrnOZ}5w C+A23&^6.R_ʩass2|*QK<