%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Prayer calendar front and back
2018-04-11T09:43:57-05:00
2018-04-11T09:43:57-05:00
2018-04-11T09:43:56-05:00
Adobe Illustrator CS6 (Macintosh)
256
168
JPEG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uuid:63aa5fb8-4685-0e41-a4ea-4d7f0024676f
xmp.did:FC7F11740720681183D1CBAEBFC1E9E7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:FB7F11740720681183D1CBAEBFC1E9E7
xmp.did:FB7F11740720681183D1CBAEBFC1E9E7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F77F11740720681183D1F13960403F7A
2018-04-06T08:17:45-05:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:FC7F11740720681183D1CBAEBFC1E9E7
2018-04-11T09:43:51-05:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
McDonalds-Regular
McDonalds
Regular
Open Type
Version 1.000;PS 001.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
McDonalds-Regular.otf
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
GeosansLight-Oblique
GeosansLight
Medium Italic
TrueType
1.0 2004-11-20
False
GeosansLight-Oblique.ttf
GeosansLight
GeosansLight
Regular
TrueType
1.0
False
GeosansLight.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
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
White
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
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
89.999405
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]/Properties<>/Shading<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
20 0 obj
<>stream
HW;$}˕BB!~P학zwXmt
Ǘ|=k8~Gg~Td|55gv`}vB>>7$k1#9 &ig;qDUqZr8wnD]*u`dp89/ȕN#p