%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
thanksgivingnewcupcake2016
Adobe Illustrator CS6 (Windows)
2016-11-05T18:43:45-05:00
2016-11-05T18:43:45-05:00
2016-11-05T18:43:45-05:00
188
256
JPEG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.did:A04C0CAFB1A3E61180AAFD30FAD79639
uuid:20d25f4f-13a4-4c7a-8b73-af4023d6c375
proof:pdf
uuid:1F65575A4447DE118F9DDD3B0F15C8F0
uuid:721b462d-904a-48d2-8e66-aa5bcf360707
xmp.did:2BBF52D25C5AE411B8E3927D45242A29
uuid:1F65575A4447DE118F9DDD3B0F15C8F0
proof:pdf
saved
xmp.iid:B931B67C4562E011AEFAFE29021508B6
2011-04-08T20:05:40-05:00
Adobe Illustrator CS4
/
saved
xmp.iid:A04C0CAFB1A3E61180AAFD30FAD79639
2016-11-05T18:43:42-05:00
Adobe Illustrator CS6 (Windows)
/
1
False
False
8.500000
11.000000
Inches
ArialMT
Arial
Regular
Open Type
Version 6.90
False
arial.ttf
Bauhaus-Bold
Bauhaus
Bold
Type 1
001.000
False
BHB.PFB; BHB.PFM
BickleyScript
Bickley Script
Regular
Open Type
Version 1.00
False
BicklySc.TTF
NewBerolinaMT
New Berolina MT
Regular
Type 1
001.000
False
_N_.PFB; _N_.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
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
Jade
CMYK
PROCESS
50.000000
0.000000
100.000000
25.000000
C=50 M=0 Y=100 K=25
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=69 M=64 Y=62 K=59
CMYK
PROCESS
68.899101
64.431206
61.599098
59.340797
C=63 M=57 Y=52 K=28
CMYK
PROCESS
62.862598
57.479202
51.564800
27.670700
C=71 M=67 Y=62 K=68
CMYK
PROCESS
70.827797
66.710899
62.276604
68.154404
C=61 M=64 Y=60 K=48
CMYK
PROCESS
60.866703
64.416000
60.317398
47.846199
C=0 M=94 Y=0 K=0
CMYK
PROCESS
0.000000
94.000000
0.000000
0.000000
C=76 M=18 Y=7 K=0
CMYK
PROCESS
75.500099
18.439001
6.787199
0.000000
C=46 M=0 Y=0 K=0
CMYK
PROCESS
45.999996
0.000000
0.000000
0.000000
C=46 M=0 Y=0 K=0 2
CMYK
PROCESS
45.999996
0.000000
0.000000
0.000000
C=46 M=0 Y=0 K=0 1
CMYK
PROCESS
45.999996
0.000000
0.000000
0.000000
C=0 M=18 Y=73 K=0
CMYK
PROCESS
0.201398
17.596699
73.397400
0.000000
C=35 M=5 Y=8 K=0
CMYK
PROCESS
35.025597
5.008000
7.577598
0.000000
C=35 M=5 Y=8 K=0 1
CMYK
PROCESS
35.025597
5.008000
7.577598
0.000000
C=21 M=0 Y=1 K=0
CMYK
PROCESS
21.408403
0.000000
0.964397
0.000000
C=21 M=0 Y=1 K=0 1
CMYK
PROCESS
21.408403
0.000000
0.964397
0.000000
C=4 M=58 Y=0 K=0
CMYK
PROCESS
3.784198
58.059002
0.000000
0.000000
C=0 M=36 Y=0 K=0
CMYK
PROCESS
0.000000
35.577900
0.000000
0.000000
C=16 M=0 Y=33 K=0
CMYK
PROCESS
16.430902
0.000000
33.051003
0.000000
C=35 M=0 Y=58 K=0
CMYK
PROCESS
35.468102
0.000000
57.854599
0.000000
C=30 M=0 Y=1 K=0
CMYK
PROCESS
30.026699
0.000000
1.086402
0.000000
C=3 M=55 Y=0 K=0
CMYK
PROCESS
2.563500
55.257500
0.000000
0.000000
C=2 M=34 Y=0 K=0
CMYK
PROCESS
2.243102
33.777405
0.000000
0.000000
C=34 M=0 Y=84 K=0
CMYK
PROCESS
33.801800
0.000000
83.901695
0.000000
C=13 M=0 Y=58 K=0
CMYK
PROCESS
12.698603
0.000000
58.126198
0.000000
C=22 M=34 Y=0 K=0
CMYK
PROCESS
21.905899
34.116100
0.000000
0.000000
C=7 M=17 Y=0 K=0
CMYK
PROCESS
7.186997
17.346500
0.000000
0.000000
C=36 M=0 Y=1 K=0
CMYK
PROCESS
36.023499
0.000000
1.205498
0.000000
C=41 M=0 Y=12 K=0
CMYK
PROCESS
41.467899
0.000000
11.911201
0.000000
C=35 M=0 Y=0 K=0
CMYK
PROCESS
34.961498
0.036597
0.000000
0.000000
Global Pink
PROCESS
100.000000
CMYK
0.000000
25.000000
0.000000
0.000000
C=69 M=14 Y=0 K=0
CMYK
PROCESS
69.140701
14.061499
0.003898
0.000101
C=36 M=0 Y=1 K=0 1
CMYK
PROCESS
35.551899
0.003302
0.785202
0.000101
C=36 M=0 Y=1 K=0 2
CMYK
PROCESS
35.557903
0.016302
0.801700
0.000101
C=36 M=51 Y=0 K=0
CMYK
PROCESS
36.417198
50.743900
0.000000
0.000000
C=28 M=42 Y=0 K=0
CMYK
PROCESS
27.664602
41.898201
0.000000
0.000000
C=0 M=39 Y=78 K=0
CMYK
PROCESS
0.012398
38.665802
78.128998
0.000000
C=0 M=55 Y=78 K=0
CMYK
PROCESS
0.008798
54.688698
77.707794
0.000298
C=0 M=69 Y=94 K=0
CMYK
PROCESS
0.000000
68.664101
94.183304
0.000000
C=14 M=84 Y=94 K=3
CMYK
PROCESS
13.677698
83.983299
93.752304
3.126299
C=2 M=39 Y=99 K=0
CMYK
PROCESS
2.499402
38.806702
99.453697
0.000000
C=33 M=82 Y=100 K=41
CMYK
PROCESS
33.202396
82.004395
99.600502
41.412197
C=25 M=100 Y=95 K=23
CMYK
PROCESS
24.903101
99.609398
94.577499
23.003000
C=20 M=84 Y=93 K=10
CMYK
PROCESS
20.437897
83.581299
92.904503
9.994698
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 45 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>stream
H-9
[c;2V!<X
NTu#4{έ7x<w˿<<~??^7Ș /_ ~|QrC*|Ts>~~+ !r; *{K~Ro9fhY?qj%ɩ_T+/>coJ6q%
A e)3Hv6|p!DC.9!4ǀCC0 S:ID2&c;EPUJ> J?yBo~J J,%T
d<3^H%8+T ::̎Q(.:)e%`!s5`glaAr|*,_#jZS_\X
`(AUuF@WquS=gj,Uyj]0p`,j9Q9e;ڃ a%4Wb7%cD'9-Pe(!o7wGۣpQ4v51=V"Q:E;1af6L(yۡ:<@zk)6}kGȣ#fCǴNN
VupiIYToQo',/$E-QNHg3{G>0ݬuHLR\~'t3U{j:"HCKKHm+̩ 1ƾWw3gSgɌWCmq*FvqjȬqk'!<{=*#lw9A4l_4OsZ@
f\GSZCl}O/m1.Aq%%&&B3nLX
ԶbmK)U2QBj'+Ɠ~ݞ̩T}65}\Ŷ?16J}l-K5!{=
Fotx3)mVԀ0~:n=3Z
m3iCRh@{-]6Panj1)m 08b\Θ')N!E !Blݔ_Q?*`wb