%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Letanía a Santa María Magdalena
2013-02-09T02:26:48-08:00
2013-02-09T02:26:48-08:00
2013-02-09T02:26:48-07:00
Adobe Illustrator CS6 (Windows)
256
200
JPEG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=
uuid:250f810a-a3e8-49d4-b0db-462fc66ab673
xmp.did:EFB21A871572E211B00FD2330BD4A5E7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:EEB21A871572E211B00FD2330BD4A5E7
xmp.did:EEB21A871572E211B00FD2330BD4A5E7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:962729788156E211BCCAD7C0471B52E7
2013-01-04T08:30:43-08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:EFB21A871572E211B00FD2330BD4A5E7
2013-02-09T02:26:27-08:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
E:\WD Passport\1Paula\1MARIE MADELEINE\1ILLINOIS\PRAYERS\MM - 3x3.jpg
Print
False
True
1
11.000000
8.500000
Inches
ChaparralPro-Regular
Chaparral Pro
Regular
Open Type
Version 2.081;PS 2.000;hotconv 1.0.68;makeotf.lib2.5.34792
False
ChaparralPro-Regular.otf
CharlemagneStd-Bold
Charlemagne Std
Bold
Open Type
Version 2.060;PS 002.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
CharlemagneStd-Bold.otf
Corbel-Italic
Corbel
Italic
Open Type
Version 5.61
False
corbeli.ttf
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 5.07
False
times.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
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 21 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
13 0 obj
<>stream
HW[O8~p8H Zmli$fHS'_\]T}꽏3;pt<h@8{X|N+~yM0- I? A/=+}oDwRgς($8H3\\D)?sw`, kQ
*d2?"#L\SY פB2?r\Uw5ہ DclpJ8e$%aPfՁ7+vp])M'1\FఔJC^-w1JkE78*GDrc~6r]I(%:B89vڜ]mdG^'JDcbPu"UH
(|\F(hnzLR
1'ZthEYbҴcyMZK^p5
ZɎ>(tokԖANAA~t@SCܡݷ/)~S'xf}b]#PmJ͚
9$Ѿ=§B?i섙t,bqn%'>vOh*m/t:*8BBt)sǕ|P`[I+ݖ(ֱ)FzΟbF\j((ju&
M_ӱa^LY6f 68 f^z]%1c-/陆