%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
pokemoncolorpage32016
Adobe Illustrator CS6 (Windows)
2016-09-05T15:09:34-05:00
2016-09-05T15:09:34-05:00
2016-09-05T15:09:34-05:00
200
256
JPEG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.did:1483BE178A73E6118A70B9653BF79631
uuid:9e5a38bc-9abf-4d05-9a33-26d06e1d7a66
proof:pdf
uuid:1F65575A4447DE118F9DDD3B0F15C8F0
xmp.iid:1383BE178A73E6118A70B9653BF79631
xmp.did:1383BE178A73E6118A70B9653BF79631
uuid:1F65575A4447DE118F9DDD3B0F15C8F0
proof:pdf
saved
xmp.iid:B931B67C4562E011AEFAFE29021508B6
2011-04-08T20:05:40-05:00
Adobe Illustrator CS4
/
saved
xmp.iid:1483BE178A73E6118A70B9653BF79631
2016-09-05T15:09:32-05:00
Adobe Illustrator CS6 (Windows)
/
1
False
False
8.500000
11.000000
Inches
NewBerolinaMT
New Berolina MT
Regular
Type 1
001.000
False
_N_.PFB; _N_.PFM
BickleyScript
Bickley Script
Regular
Open Type
Version 1.00
False
BicklySc.TTF
ArialMT
Arial
Regular
Open Type
Version 6.90
False
arial.ttf
Bauhaus-Bold
Bauhaus
Bold
Type 1
001.000
False
BHB.PFB; BHB.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=41 M=0 Y=12 K=0
CMYK
PROCESS
41.467899
0.000000
11.911201
0.000000
C=20 M=0 Y=3 K=0
CMYK
PROCESS
20.340300
0.000000
3.131199
0.000000
C=70 M=4 Y=23 K=0
CMYK
PROCESS
70.421898
4.138202
22.858000
0.000000
C=57 M=1 Y=19 K=0
CMYK
PROCESS
56.688797
0.720203
18.753302
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 30 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWW%d7y`AC> mq'~4IrՈb?Ȯ/jWq_m??߾|}~Mw+}Zf=~M)oxoTھVﶛi-,}~on_~Kܾ폷_aflIMzŃϿ'K/[HRޚzKxqh0.{Ɠ5lqs3ӗYjAn?v!cSUt3kζj眓-gssFHupmtNWR-5%ug勵&+rp7Lt/h,OVloIfʫ*+DR!b$
Yn~|UWM۲BRԲ0.QZ]m(bU{vy,aRd("+ uozkL4 %c'L8 D)]YPrG+쎊Y3/)=UHgP8&t!A`zEވ<1*AQA CE\hz~t=K|%tVIk(_K"1S1+FC"
H&H*mVMOGVK3=ua^!qR3c[v"|bS"HG
YT
!vdBЈ{Fc14gJW[|iT<),gkќ.Xk?${M+-}ewt)m;)d%/;D_ŋuuA '5kytKCdOU4` OhມkD\w|_ѰkxR^+7s?ݰBָ EcO:R_{|%,0)FoLyw5Nj^4Iۙfjsˋtύm9ޞ}zn_dYS~߯G^2P82\~FRw
z- _a<@H/jZ㋸JUڕ^P2R`j"eD]ś.^kτT%