%PDF-1.5
%
1 0 obj
<>/OCGs[18 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
GTAP Handout 2017 new logo
2017-11-23T09:59:08-05:00
2017-11-23T09:59:08-05:00
2017-11-23T09:59:08-04:00
Adobe Illustrator CC 22.0 (Windows)
256
120
JPEG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uuid:742c692e-02d1-4642-918d-318c4d2a8e8b
xmp.did:c44152eb-1080-d34d-b264-7b66ec2ae276
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:d8c9858b-49e3-924d-b840-97e15b798441
xmp.did:d8c9858b-49e3-924d-b840-97e15b798441
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:b53f1391-3d7a-e14c-aaa7-43acf4bb56b0
2016-12-01T14:13:01-05:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:c44152eb-1080-d34d-b264-7b66ec2ae276
2017-11-23T09:59:07-05:00
Adobe Illustrator CC 22.0 (Windows)
/
EmbedByReference
C:\Users\aloziuk\Documents\Logos\new logos\Horizontal\Horizontal\White\IDC-logo-horizontal-white.ai
xmp.did:2c2fc1fe-8a88-ed4f-9761-77c62a6253ee
uuid:2833a187-5eab-4bde-abd2-d14628a245f0
EmbedByReference
C:\Users\aloziuk\Documents\Logos\new logos\Horizontal\Horizontal\White\IDC-logo-horizontal-white.ai
xmp.did:2c2fc1fe-8a88-ed4f-9761-77c62a6253ee
uuid:2833a187-5eab-4bde-abd2-d14628a245f0
C:\Users\aloziuk\Documents\Logos\new logos\Horizontal\Horizontal\White\IDC-logo-horizontal-white.ai
xmp.did:2c2fc1fe-8a88-ed4f-9761-77c62a6253ee
uuid:2833a187-5eab-4bde-abd2-d14628a245f0
C:\Users\aloziuk\Documents\Logos\new logos\Horizontal\Horizontal\White\IDC-logo-horizontal-white.ai
xmp.did:2c2fc1fe-8a88-ed4f-9761-77c62a6253ee
uuid:2833a187-5eab-4bde-abd2-d14628a245f0
Print
False
False
1
22.000000
17.000000
Inches
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
OpenSans-Italic
Open Sans
Italic
Open Type
Version 1.10
False
OpenSans
Open Sans
Regular
Open Type
Version 1.10
False
OpenSans-Light
Open Sans
Light
Open Type
Version 1.10
False
OpenSans-BoldItalic
Open Sans
Bold Italic
Open Type
Version 1.10
False
OpenSans-Bold
Open Sans
Bold
Open Type
Version 1.10
False
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
C=14 M=27 Y=22 K=0 1
CMYK
PROCESS
14.105439
26.865032
21.542686
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
C=56 M=14 Y=16 K=0 1
CMYK
PROCESS
55.977720
13.885710
15.872434
0.000000
C=56 M=14 Y=16 K=0 2
CMYK
PROCESS
55.977720
13.885710
15.872434
0.000000
C=100 M=78 Y=22 K=6 1
CMYK
PROCESS
100.000000
77.770656
21.539634
5.990692
C=25 M=22 Y=10 K=1 1
CMYK
PROCESS
24.982677
21.867396
9.525291
1.009537
C=90 M=48 Y=44 K=17 1
CMYK
PROCESS
89.886320
47.782099
43.982604
17.370869
C=23 M=33 Y=61 K=1 1
CMYK
PROCESS
23.093003
32.504767
60.543215
0.552377
C=100 M=77 Y=22 K=6 1
CMYK
PROCESS
100.000000
77.154189
21.512169
6.051728
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
20 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 1584.0 1224.0]/Type/Page>>
endobj
21 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 27 0 R/TrimBox[0.0 0.0 1584.0 1224.0]/Type/Page>>
endobj
26 0 obj
<>stream
HW]]}<@oځ~@)}(k'6;N ]koIܙL[-ikk.=Ӌ_W/wlIݾ?=~l}_9o[p)Ȇ.u$Xko__ \$l铇O <?xpK]1l)vz_~< pI(=zqROTn˩ģX864xqry[*l4php}RTpڮvom ຄ}/\*](u2D4~jn { @(;=>MR*.㧰eb\D}ۨm01B0CE7f,T]M:a F(nMt9at.[]"I r};5E>K1bٕl/@\{~#RjzDږ|VOupbv~VW~XR\y\@>,p4q(g>2} K!(+@1g1 R98鈿-tzEZ!
#RivSl1[բ5PN7VBkS<^Tm Q`;d
i` XТgp^L
fNtQʰ6(l~J"n