%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
momsdaybannerleft2018
Adobe Illustrator CS6 (Windows)
2018-05-03T08:25:12-05:00
2018-05-03T08:25:13-05:00
2018-05-03T08:25:13-05:00
208
256
JPEG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xmp.did:3AB84FA4D44EE811A1B0B8C2CDA8E676
uuid:d19546da-ef57-485c-8e2e-da0aca899045
proof:pdf
uuid:1F65575A4447DE118F9DDD3B0F15C8F0
xmp.iid:39B84FA4D44EE811A1B0B8C2CDA8E676
xmp.did:39B84FA4D44EE811A1B0B8C2CDA8E676
uuid:1F65575A4447DE118F9DDD3B0F15C8F0
proof:pdf
saved
xmp.iid:B931B67C4562E011AEFAFE29021508B6
2011-04-08T20:05:40-05:00
Adobe Illustrator CS4
/
saved
xmp.iid:3AB84FA4D44EE811A1B0B8C2CDA8E676
2018-05-03T08:25:10-05:00
Adobe Illustrator CS6 (Windows)
/
1
True
False
8.500000
11.000000
Inches
Coolsville
Coolsville
Regular
TrueType
Altsys Fontographer 3.5 2/8/93
False
Cools.ttf
CooperBlack
Cooper
Black
Type 1
001.000
False
CB.PFB; CB.PFM
Myriad-Roman
Myriad
Roman
Type 1
001.001
False
wmr_____.pfb; wmr_____.pfm
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
Charcoal
CMYK
PROCESS
0.000000
0.000000
0.000000
75.000000
Graphite
CMYK
PROCESS
0.000000
0.000000
0.000000
60.000004
Ash
CMYK
PROCESS
0.000000
0.000000
0.000000
45.000000
Smoke
CMYK
PROCESS
0.000000
0.000000
0.000000
30.000002
Latte
CMYK
PROCESS
10.000002
23.000002
33.000000
0.000000
Capuccino
CMYK
PROCESS
15.999996
37.000000
58.000000
0.000000
Mochaccino
CMYK
PROCESS
32.000000
48.000000
76.000000
19.999998
Mocha
CMYK
PROCESS
42.999996
52.000000
80.000000
38.000000
Mars Red
CMYK
PROCESS
25.000000
100.000000
100.000000
25.000000
Ruby
CMYK
PROCESS
25.000000
100.000000
100.000000
0.000000
Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Pumpkin
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
Squash
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
Sunshine
CMYK
PROCESS
0.000000
25.000000
100.000000
0.000000
Pure Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Peridot
CMYK
PROCESS
25.000000
0.000000
100.000000
0.000000
Little Sprout Green
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
Jade
CMYK
PROCESS
50.000000
0.000000
100.000000
25.000000
Mint Julep
CMYK
PROCESS
75.000000
0.000000
100.000000
25.000000
Emerald
CMYK
PROCESS
100.000000
25.000000
100.000000
25.000000
Sea Green
CMYK
PROCESS
100.000000
25.000000
50.000000
25.000000
Caribbean Blue
CMYK
PROCESS
100.000000
25.000000
25.000000
0.000000
Pure Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Hawaiian Blue
CMYK
PROCESS
100.000000
25.000000
0.000000
0.000000
Twillight Blue
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
Starry Night Blue
CMYK
PROCESS
100.000000
75.000000
0.000000
0.000000
Deep Sea Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Fresh Lavender
CMYK
PROCESS
75.000000
75.000000
0.000000
0.000000
Purple
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
Amethyst
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
Rasberry
CMYK
PROCESS
25.000000
100.000000
0.000000
0.000000
Pure Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
Global Red
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
Global Squash
PROCESS
100.000000
CMYK
0.000000
50.000000
100.000000
0.000000
Global Pure Yellow
PROCESS
100.000000
CMYK
0.000000
0.000000
100.000000
0.000000
Global Green
PROCESS
100.000000
CMYK
80.000000
0.000000
100.000000
0.000000
Global Pure Cyan
PROCESS
100.000000
CMYK
100.000000
0.000000
0.000000
0.000000
Global Deep Sea Blue
PROCESS
100.000000
CMYK
100.000000
100.000000
0.000000
0.000000
New Color Swatch 1
CMYK
PROCESS
17.000002
17.000002
0.000000
0.000000
C=3 M=12 Y=54 K=0
CMYK
PROCESS
3.067100
11.792201
53.893299
0.003099
C=5 M=99 Y=75 K=0
CMYK
PROCESS
5.017197
98.611404
75.118599
0.335699
C=19 M=100 Y=100 K=11
CMYK
PROCESS
18.564098
100.000000
100.000000
10.724002
C=30 M=68 Y=100 K=22
CMYK
PROCESS
30.460102
67.715004
100.000000
21.814299
C=31 M=0 Y=53 K=0
CMYK
PROCESS
31.000000
0.000000
52.999996
0.000000
C=52 M=0 Y=57 K=0
CMYK
PROCESS
52.000000
0.000000
57.000000
0.000000
C=62 M=0 Y=100 K=0
CMYK
PROCESS
62.000000
0.000000
100.000000
0.000000
C=77 M=14 Y=86 K=2
CMYK
PROCESS
76.775803
14.215302
85.622902
1.702899
C=31 M=57 Y=8 K=0
CMYK
PROCESS
30.637096
56.600304
8.178801
0.003099
C=79 M=50 Y=7 K=0
CMYK
PROCESS
79.391197
50.182301
6.863499
0.003099
C=4 M=17 Y=80 K=0
CMYK
PROCESS
3.506500
16.943598
79.946602
0.003099
C=6 M=100 Y=100 K=0
CMYK
PROCESS
6.000000
100.000000
100.000000
0.000000
Global Black
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
C=0 M=19 Y=62 K=0
CMYK
PROCESS
0.000000
19.000000
62.000000
0.000000
C=0 M=94 Y=0 K=0
CMYK
PROCESS
0.000000
94.000000
0.000000
0.000000
C=80 M=0 Y=100 K=0
CMYK
PROCESS
80.000000
0.000000
100.000000
0.000000
C=7 M=25 Y=39 K=0
CMYK
PROCESS
7.440299
24.957699
39.304195
0.000000
C=3 M=24 Y=45 K=0
CMYK
PROCESS
2.745098
23.921597
45.490200
0.000000
C=85 M=15 Y=100 K=3
CMYK
PROCESS
85.192596
15.362799
100.000000
3.024298
C=7 M=25 Y=39 K=0 1
CMYK
PROCESS
7.440299
24.957699
39.304195
0.000000
Multiline1.2.color2 copy
SPOT
100.000000
CMYK
45.000000
55.000000
0.000000
0.000000
C=31 M=53 Y=77 K=12
CMYK
PROCESS
30.670601
53.029697
77.392204
11.740303
3
CMYK
PROCESS
10.039502
96.194099
96.345695
1.970798
C=6 M=42 Y=99 K=0
CMYK
PROCESS
5.562997
42.085499
98.815399
0.068402
C=54 M=21 Y=24 K=0
CMYK
PROCESS
54.017002
21.317303
24.380398
0.100702
C=9 M=3 Y=4 K=0
CMYK
PROCESS
9.053600
2.713698
4.074698
0.000000
C=7 M=23 Y=0 K=0 1
CMYK
PROCESS
6.741399
23.218102
0.000000
0.000000
C=22 M=40 Y=0 K=0
CMYK
PROCESS
22.241598
40.097702
0.000000
0.000000
C=8 M=0 Y=0 K=0
CMYK
PROCESS
7.858401
0.000000
0.000000
0.000000
C=2 M=38 Y=0 K=0
CMYK
PROCESS
1.788402
37.592102
0.000000
0.000000
C=0 M=58 Y=0 K=0
CMYK
PROCESS
0.128198
58.104801
0.000000
0.000000
C=1 M=37 Y=0 K=0
CMYK
PROCESS
0.537097
36.527000
0.000000
0.000000
C=6 M=4 Y=4 K=0
CMYK
PROCESS
5.700773
4.089415
4.119933
0.000000
C=1 M=77 Y=0 K=0
CMYK
PROCESS
1.431298
76.513306
0.000000
0.000000
C=0 M=23 Y=0 K=0
CMYK
PROCESS
0.000000
23.321903
0.000000
0.000000
C=58 M=12 Y=1 K=0
CMYK
PROCESS
57.932697
11.837202
0.849497
0.000000
C=22 M=0 Y=1 K=0
CMYK
PROCESS
21.515202
0.000000
0.616503
0.000000
C=28 M=52 Y=0 K=0
CMYK
PROCESS
28.403103
52.379601
0.000000
0.000000
C=7 M=23 Y=0 K=0
CMYK
PROCESS
6.741399
23.218102
0.000000
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 43 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>stream
HWnW ֞ @Ff0(KEyL)>TuMK3,[Ng^/gϛ՟~qaxu_.-dKm~r~a?~ڃ)>>ll!fU^Mɍ{fs/F[J5+g4y[oDQٖx
fPiPkm(uR1:mѺXdc(%ն!Cof74\K7\a<jltxm1'ة;~نP
ʍB: !pu"579/wJxġ"_g2J,GBO-9
m~nS<6 *&iuK.n)R=2>#A=Ŕ^$ wvO` Ѱ 2:?plnCD܀9U(l&k|W|K#M`(
+0`*P6$[&pJ
(8)*<ꏨ-Uգ$![`dWZq()}$|`3@λ\ ⰷbɅ!V蒼uȑ1:4/ VPJ+M2i'@W)?Gv
P7W'I|?ǩf$X*I2H.
!8R%{ϩiǧ,%1ܹ0I9\(ǷT/S3:CMX᰽mnlvχe_|
@?*B\\AOKO{ܷ678tѰp{5;gZOvYbވ{[sx<0BOns;s};ZpۍZ8]_}2륏- Ń& 2_t5Kv'>"h7F]^2*?,K_ f'U}|DF>_G:hz[\ԓ..^s/̋8߷*bNg{%c|E>= ǘr1Flw!KVlEZ"[NU8^*Vz ƭVAf WOcSG/g$DR/7w! rG$B4ʷY.Mu%#ߓTŐ^U`b(̋vE^s/܋
/Q2f}P]y$z`E)X&6vC.]0a%a&TSNZh<9KЁTS@]M#%P.UP^DkO]qM(;ܘyA؊l!=F"fdC"x2pXEm5KڄCAhgq*=+47 ÆXE y&rs1p;LoTy}(8{QMt {CQۜlځ_17DME9h0MQTM9MP'-:Gsд9h9hhhgi
)_MhB@uB
25jj CAMRtEMQԤ59jg2&)n8yt5p[S=cr56YSH\r 2R:DeIU$%!@:hb8JBz3+;s@^'aiī(ΆהQ=pXCW>eM|B<ϳ'j
y6p%eeYW)=4tE kaO2+/m`!Zv丑ཿLLIjؓ>ʀdRWfׇAOփF͒y'oV[qɉG MD,
2j jZF4<
=FޑFkXJ شw5oWG<|I'^7$kf)ه$C:t+p"iQca0pA"*HvhDvO\E<2 >.aCʖro%)E7eO,Q3>cFkTdu'QPr3mm$k2'jS{Q| i4=IMxfYrZR^V 7PΧN̥