%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Printable_Sheet_4
2016-01-28T09:53:47-06:00
2016-01-28T09:53:47-06:00
2016-01-28T09:53:47-06:00
Adobe Illustrator CC 2015 (Macintosh)
184
256
JPEG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uuid:0beee524-abd3-e142-b9be-12d329b683a9
xmp.did:613f7904-dce9-4422-9c12-0cc2691f49af
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:72cdf7ad-698a-1441-b57b-3a37efdd1b0e
xmp.did:34caed67-72f3-4e99-b748-b6cdc1fb5770
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:098011740720681180838EC6F4CB90EB
2014-01-29T13:15:02-06:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:613f7904-dce9-4422-9c12-0cc2691f49af
2016-01-28T09:53:40-06:00
Adobe Illustrator CC 2015 (Macintosh)
/
EmbedByReference
/Volumes/Public/Blog Posts/2016/Video Game Valentines/Cards/Final Ai Files/Street-Fighter-2.ai
xmp.did:b239f62e-d410-466f-b4ed-d75a6c99b137
uuid:c3574663-9a67-b544-8aba-071e63f7ba8e
EmbedByReference
/Volumes/Public/Blog Posts/2016/Video Game Valentines/Cards/Final Ai Files/Mega-man-2.ai
xmp.did:f43480ed-bdf9-40d3-9efb-7510cfedd5d9
uuid:61d3d930-d8b6-2c49-881d-ae36653852bd
EmbedByReference
/Volumes/Public/Blog Posts/2016/Video Game Valentines/Cards/Final Ai Files/Minecraft-Creeper-2.ai
xmp.did:2e9f597e-7b95-4699-afee-ba12b8323014
uuid:ab1c56a2-73fe-9d41-be63-23db6ce9b2b3
EmbedByReference
/Volumes/Public/Blog Posts/2016/Video Game Valentines/Cards/Final Ai Files/Minecraft-Steve-2.ai
xmp.did:70ed2777-23d7-4846-abed-98257d40b796
uuid:20a45761-88be-d24c-9db7-97db3019cd74
/Volumes/Public/Blog Posts/2016/Video Game Valentines/Cards/Final Ai Files/Street-Fighter-2.ai
xmp.did:b239f62e-d410-466f-b4ed-d75a6c99b137
uuid:c3574663-9a67-b544-8aba-071e63f7ba8e
/Volumes/Public/Blog Posts/2016/Video Game Valentines/Cards/Final Ai Files/Mega-man-2.ai
xmp.did:f43480ed-bdf9-40d3-9efb-7510cfedd5d9
uuid:61d3d930-d8b6-2c49-881d-ae36653852bd
/Volumes/Public/Blog Posts/2016/Video Game Valentines/Cards/Final Ai Files/Minecraft-Creeper-2.ai
xmp.did:2e9f597e-7b95-4699-afee-ba12b8323014
uuid:ab1c56a2-73fe-9d41-be63-23db6ce9b2b3
/Volumes/Public/Blog Posts/2016/Video Game Valentines/Cards/Final Ai Files/Minecraft-Steve-2.ai
xmp.did:70ed2777-23d7-4846-abed-98257d40b796
uuid:20a45761-88be-d24c-9db7-97db3019cd74
Print
False
True
1
8.500000
11.000000
Inches
Geneva
Geneva
Regular
TrueType
10.0d2e2
False
Geneva.dfont
Chalkduster
Chalkduster
Regular
TrueType
7.0d6e1
False
Chalkduster.ttf
FAAAAA+Righteous-Regular
FAAAAA+Righteous Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
FAAAAA+OleoScript-Regular
FAAAAA+OleoScript Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
FAAAAA+PlayfairDisplay-Bold
FAAAAA+PlayfairDisplay Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
FAAAAA+Pacifico-Regular
FAAAAA+Pacifico Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
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
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
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
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
7 0 obj
<>stream
H|W[ndЙ
§ї*jV(ОD ШGL2@КLВ |Љкег%јУ>ХKёy№љјїЧ_ўњ7xќыk№c.Јњјc1?>yШДЧћјчS@Чо|0ё"АaАМЏзѓ5цкя аиА.ПџЮ5HщЂyРО< ЭДА]l`ИфЂAц И
ЌБh^>Ё