%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
christmas_lavendar
2015-12-17T19:50:22-06:00
2015-12-17T19:50:22-06:00
2015-12-17T19:50:22-06:00
Adobe Illustrator CS6 (Macintosh)
176
256
JPEG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:e299e473-a0ed-2449-b8e7-06cb77efb19a
xmp.did:F87F11740720681183D18D3367D5FA3C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:F77F11740720681183D18D3367D5FA3C
xmp.did:F77F11740720681183D18D3367D5FA3C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118F62EFC60D2D44B1
2013-08-29T21:22:57-05:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:F87F11740720681183D18D3367D5FA3C
2015-12-17T19:50:20-06:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
False
1
5.000000
7.000000
Inches
JellykaDeliciousCake
Jellyka Delicious Cake
Regular
TrueType
Version 1.00 September 4, 2011, initial release
False
Jellyka Delicious Cake.ttf
LittleMissPriss
LittleMissPriss
Medium
TrueType
Version 001.000
False
LittleMissPriss.ttf
LucidaHandwriting-Italic
Lucida Handwriting
Italic
TrueType
Version 1.69
False
Lucida Handwriting
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=0 M=73 Y=20 K=0
CMYK
PROCESS
0.000000
72.999992
19.999998
0.000000
C=0 M=32 Y=20 K=0
CMYK
PROCESS
0.000000
32.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 360.0 504.0]/Type/Page>>
endobj
11 0 obj
<>stream
HWn6}W1bZ$J[&vAa~Vvޭʲ
})3hx0,M̙2U_$UC\GB}KrT?&Ytf.uL:WytdzQJ6JlMnTnt̖U66hj`~>$M&1V.Joߣ#wE5v>Rp`g5iC/pÐ̖nГGFnt2+e슑,e;HǠ
c&V[jB2l
p:q"N#VHdnl);ȵq>=Jq!BQǀ^k.Ʉ ?b8$^W+ZކnÅR%
dK8)s~B!fPApRXj <