%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 51 0 R 52 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Lectio Card 2021-07-24
2021-07-24T09:28:52-04:00
2021-07-24T09:28:52-04:00
2021-06-05T05:41:37-04:00
Adobe Illustrator 25.2 (Macintosh)
256
200
JPEG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uuid:f1b55d69-f3a9-2644-bf51-25356704b4d5
xmp.did:2f251d6a-0b3c-4820-9b9a-0eb9d1d771bc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:4df31fc5-bb60-214b-9854-036ed150081c
xmp.did:1cbf7934-939f-40a4-98b5-25ce598393ce
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:d75c08f4-aecb-426e-a621-2ffb12b20cc8
2020-03-30T15:07:25-04:00
Adobe Illustrator 24.1 (Macintosh)
/
saved
xmp.iid:2f251d6a-0b3c-4820-9b9a-0eb9d1d771bc
2021-06-05T05:41:25-04:00
Adobe Illustrator 25.2 (Macintosh)
/
EmbedByReference
/Volumes/Carmelite Data/Graphics/*logos/CarmeliteSisC79b-A02aT03a-Z.psd
/Volumes/Carmelite Data/Graphics/*logos/CarmeliteSisC79b-A02aT03a-Z.psd
Print
Adobe Illustrator
False
False
1
11.000000
8.500000
Inches
Baskerville
Baskerville
Regular
TrueType
13.0d1e10
False
Baskerville.ttc
Baskerville-SemiBold
Baskerville
SemiBold
TrueType
13.0d1e10
False
Baskerville.ttc
Baskerville-SemiBoldItalic
Baskerville
SemiBold Italic
TrueType
13.0d1e10
False
Baskerville.ttc
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 57 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
54 0 obj
<>stream
HWےH}+EZ7tXǸh;^{Ɔ@h[HJ4dV pQHp~*c%7s7<+&4y>:4cJT"[6qh7R
>~g_͊jìG%9u|kɡ P%B-])۠SsgNgb{/z0~(FdZS|qdqT|z[6M%974x۟YuMV(N#@PjVJa@d/99Sm} kӉ/,vNCgO2(:=.BV~9Ѳ>-%3roa5n:FHV";Jp͈,MxAsoi_[umDAY:/V4w*o\Le|>*ZR$@PҮe.iT{@lH9%|nbWѶ%ceNJyzU0~83Eaa*4lD1!A (DxEMef!dXH,G (:#ä^dJ yH
N[{e]hAN$[8)Aj*sF
](0J3Rp~'kMR.ˢDO+8'f{T`XvhFfj.Ҥק'(5[QT,u̐VlM>ֺ@l&jp/ewu^QpGi]wyj[O|70˹?e>UOʴ[m6uTE1]YKAX/Ro]r5AL+`NA!
nzbr'E[eJZх,7J҄=k5*Q:ѰSZtǎ-;vCM Ijj
V-h&%F28/\P&Ѹ
bZdI"s1[g0t
X3m9gTnFatԜtD"(;t(sܗZ"N}GA$}yd_Nsn#[r`_P5
LNU`&Ϻ1-_`AQ-p)D>Kd=[
} ,IB%Gv(]j(q$x(O\1蕟Ad$[-l^HPJ̧l
;oPoQf4 T$Q4+MCr0ǞٌA"o_'41/!&b{uF?mFh6Y}3L@c/G.V