%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
nti-factsheet-treaties--newstart-01f
2019-06-17T17:15:07-07:00
2019-06-17T17:15:07-07:00
2019-06-17T17:15:07-07:00
Adobe Illustrator CS6 (Windows)
212
256
JPEG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uuid:cad19b45-9b78-446e-ad22-6b4d2f7a7a81
xmp.did:580D11A55991E911998D81F90894DB0D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:550D11A55991E911998D81F90894DB0D
xmp.did:550D11A55991E911998D81F90894DB0D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:D8269FF94361E911A168B5CC553D6DDA
2019-04-17T12:09:32-07:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:580D11A55991E911998D81F90894DB0D
2019-06-17T17:15:02-07:00
Adobe Illustrator CS6 (Windows)
/
Print
False
True
1
8.500000
11.000000
Inches
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-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-BoldIt.otf
MyriadPro-BoldCond
Myriad Pro
Bold Condensed
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-BoldCond.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
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=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
C=100 M=0 Y=0 K=0 1
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
C=100 M=83 Y=34 K=23 1
CMYK
PROCESS
100.000000
83.266998
34.256500
22.604698
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
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 34 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
10 0 obj
<>stream
HWˮd
߯gDQϭ daxoc߇UEA ER|>LJ}]_Ǜ=
~zo_c}ǰ0suأ?ffꥴVm^v{|ǟ{|
ee>ؾ8aFZ~V~F
GtpjGzyFܞ W䑭@7
"+ci31U[bYoqTJS_ I
u&wGIȳ(j`r8W/k nY*.,̪+Nqk3[J
pmd<菂v5ATBlKeX̖8,+!mqkuGZQy;j̊C;HaT4'lu@T2[GR+Kڕ xk.w]~M;lA?&FS8qI0avt+ee.oZĴ|wQQgHg VuV*e&.fLᢚ_a4QSü65x1X_;sSFڻ*jkf:έFgA-we)3CPx "5~~