%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
union mothers day final
2020-05-03T21:26:11-04:00
2020-05-03T21:26:11-04:00
2020-05-03T21:26:11-04:00
Adobe Illustrator 24.1 (Macintosh)
196
256
JPEG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==
uuid:ebd82b5b-d9bc-e84e-8104-5f4529a17b4a
xmp.did:8e735acd-8b6a-46bf-a552-83bb5d7efd17
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:11673cf4-f59a-ae4e-9f10-99e59c0d1e8e
xmp.did:f41a701c-e58a-4133-8f6a-19100ef46fef
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:f41a701c-e58a-4133-8f6a-19100ef46fef
2020-05-03T11:42:59-04:00
Adobe Illustrator 24.1 (Macintosh)
/
saved
xmp.iid:8e735acd-8b6a-46bf-a552-83bb5d7efd17
2020-05-03T21:26:09-04:00
Adobe Illustrator 24.1 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
8.500000
11.000000
Inches
MinionVariableConcept-Roman
Minion Variable Concept
Regular
Open Type
Version 1.020;hotconv 1.0.108;makeotfexe 2.5.65593
False
MinionVariableConcept-Roman.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.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
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
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
HWˎ,;WTrX!XGs.DDdΰ@#uOv>"#__+q_tڏt>9<yzؑg͎l?~y|^VvҕZG*m/%cXy'4^Ux\G'roWlzGo/_"m+,`嗞Zr+Yzz{ʞ|U[/C&g,hK^I;4Mɑx6|_eg\iqX]ײZ(G:S?,ɾukל&A\3#OX>.~}@ю@jYf9*nrֆ8L$3_`vuz;H,BRǚ1A1~et8ǁ<1i
A(r3|F'r]txZ7"5_48hcǚZ6KVk@D:U9 %/X
,x8!(
wNd! "-KJjюZ%8)$+_ZZÎԡG_"jނlӿX@Vk^J%FY
,ZDخ:/XQBiB$`l7j.38mD{.߮c?I9