%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
9flowersback and white for patterns and matching2
2018-03-28T22:53:02-05:00
2018-03-28T22:53:02-05:00
2018-03-28T22:53:02-05:00
Adobe Illustrator CC 2015 (Windows)
256
204
JPEG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uuid:1c1e5290-ec09-4297-8dce-d4d42b2baacb
xmp.did:8dd14ff9-cf10-6f48-a338-b48205fcdecd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ef07f0cf-aff2-2f40-aa84-fbfcf5207a11
xmp.did:ef07f0cf-aff2-2f40-aa84-fbfcf5207a11
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:66c7bfa7-e39a-a643-ad88-5c11ea0432ea
2018-01-01T23:46:54-06:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:8dd14ff9-cf10-6f48-a338-b48205fcdecd
2018-03-28T22:52:59-05:00
Adobe Illustrator CC 2015 (Windows)
/
Print
False
True
1
11.000000
8.500000
Inches
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
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
HKS 03 Z
PROCESS
100.000000
CMYK
3.869688
0.000000
93.298233
0.000000
HKS 08 Z
PROCESS
100.000000
CMYK
0.000000
55.156785
99.032575
0.000000
HKS 45 Z
PROCESS
100.000000
CMYK
99.572742
87.447923
3.131151
0.143435
HKS 49 Z
PROCESS
100.000000
CMYK
76.568246
24.029908
0.878920
0.000000
HKS 50 Z
PROCESS
100.000000
CMYK
68.386358
0.195315
4.678416
0.000000
HKS 05 Z
PROCESS
100.000000
CMYK
0.274662
19.397268
99.603260
0.000000
HKS 12 Z
PROCESS
100.000000
CMYK
0.057984
74.679178
89.974821
0.021363
HKS 13 Z
PROCESS
100.000000
CMYK
0.000000
89.559776
99.893183
0.045777
HKS 04 Z
PROCESS
100.000000
CMYK
1.184100
14.270237
99.890131
0.000000
HKS 06 Z
PROCESS
100.000000
CMYK
0.177005
30.222017
99.410999
0.000000
HKS 31 Z
PROCESS
100.000000
CMYK
15.115586
94.686806
0.000000
0.000000
HKS 10 Z
PROCESS
100.000000
CMYK
0.131228
64.821845
100.000000
0.000000
HKS 42 Z
PROCESS
100.000000
CMYK
92.803842
65.014112
0.115969
0.000000
HKS 07 Z
PROCESS
100.000000
CMYK
0.000000
44.669259
98.849469
0.000000
HKS 44 Z
PROCESS
100.000000
CMYK
80.205995
35.950255
0.000000
0.000000
HKS 29 Z
PROCESS
100.000000
CMYK
35.147628
94.204623
0.021363
0.000000
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
8 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
9 0 obj
<>stream
HTM-;罊s/)b\!"=ؿ
'Ue####ˏ?>+ړ=//x۟Zw3)~}jc=>W+mg=D-+uJD>1ny*甜Ң1,zmD9_G-{|<-H-,NlYNhsLv
BeMښ/7Qf-Y}{/xAO25[h}q8zv%uK/;vߟ\)U6cJsCXLvl& jBh
_qt.HZP2 :V}<FY jJ@
'%wy&9bGU/頧L_gX\䐛}=Ƅhj1w'NnJKփ!Б
2(g^Jv
70~CW!i| S7?