%PDF-1.6
%
1 0 obj
<>/OCGs[7 0 R 36 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ASDC_MothersDay
2022-05-22T19:01:50-04:00
2022-05-22T19:01:50-04:00
2022-05-22T18:57:54-04:00
Adobe Illustrator 26.2 (Macintosh)
200
256
JPEG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uuid:cb6b8884-eebd-e74f-8187-db3ffa1ed25e
xmp.did:040bdf65-5cee-41b6-9a78-d8f0d5de6525
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:6ddd0f03-3ff6-4eeb-99a5-9300c29bdebc
xmp.did:789f0a0f-65a5-415c-9253-b2ddb14abbf2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:5586d30b-9844-4962-8faf-096043ef293b
2022-05-04T02:37:43-04:00
Adobe Illustrator 26.1 (Macintosh)
/
saved
xmp.iid:040bdf65-5cee-41b6-9a78-d8f0d5de6525
2022-05-22T18:57:54-04:00
Adobe Illustrator 26.2 (Macintosh)
/
Print
Adobe Illustrator
Adobe PDF library 16.04
1
False
False
612.000000
792.000000
Points
Trace
Trace
Regular
TrueType
Macromedia Fontographer 4.1.2 11/18/2000
False
Trace-lxy0.ttf
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.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
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
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 43 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
38 0 obj
<>stream
HlݪeSFf/ L دJ
ƳO$Ouu_/?|-^?b3zgֈH߯WNyfK(~HN/fH|joRVҫowvV\L{{=X5ֱǃun(؇K9f|:yyro3QuoFew6/Q
|ڷWĻG>HXxurY71c
WZgNռT8|Ѫ}x2}zMv屫Q(M݆'HPxy2(ZQjkAS#cm8C7{urF&bYZslM
Һ[[q8:oZVYch!X9GW[ie;s:9>XF[eJ*E.N8*^ET5e`QP MɅZcd3p
)$9BP+st(ɡPM\
'2u&|ӫ{<=⽺k2vqJ=O1Pf>tbA{z
,JߩlOAg&t4T+@4,0
84h{bJIh7uy4v
*LCPgQRo߁Ӽe-M5#c,Z\/QW`oW
rG}Е}!&agvh*V8J["YnPvBX>?ًٔPL5' (*nP Z4]oD
.HKCلU{'ʍnWLC#gsPl;4K^<ߤQӥ&=&+(FQI0C+-GN@!Җn1rI$ 9ID#U
oQB])^S KbUWa#Q1EP