%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
SLC BADGE POLICY 2019
2019-07-25T12:59:04+02:00
2019-07-25T12:59:04+02:00
2019-07-25T12:59:04+02:00
Adobe Illustrator CS6 (Macintosh)
184
256
JPEG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:e4ae1430-617e-ec40-b16f-948d609936de
xmp.did:7D2296A2BC216811822AEA59F9A61BF4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:7C2296A2BC216811822AEA59F9A61BF4
xmp.did:7C2296A2BC216811822AEA59F9A61BF4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F3F22D0F5F206811822AA20D31FD8107
2019-05-16T15:03:50+02:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:7D2296A2BC216811822AEA59F9A61BF4
2019-07-25T12:58:55+02:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/Nicola/Desktop/Stanford/SLC 2019 Logo's/Email Logo's/Email Signature.png
Print
False
True
1
210.001652
296.999959
Millimeters
SourceSansPro-Regular
Source Sans Pro
Regular
Open Type
Version 2.020;PS 2.0;hotconv 1.0.86;makeotf.lib2.5.63406
False
SourceSansPro-Regular.otf
Calibri
Calibri
Regular
Open Type
Version 5.62
False
Calibri.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 5.62
False
Calibri Bold.ttf
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
Word_R0_G0_B128
PROCESS
100.000000
CMYK
98.278801
98.077400
2.008100
0.271600
Word_R0_G0_B255
PROCESS
100.000000
CMYK
95.535202
92.840500
0.000000
0.000000
Word_R0_G128_B0
PROCESS
100.000000
CMYK
95.617599
4.464800
100.000000
0.891100
Word_R0_G128_B128
PROCESS
100.000000
CMYK
94.940102
14.752399
39.005100
3.357000
Word_R0_G255_B0
PROCESS
100.000000
CMYK
92.519997
0.000000
100.000000
0.000000
Word_R0_G255_B255
PROCESS
100.000000
CMYK
83.419502
0.000000
0.000000
0.000000
Word_R128_G0_B0
PROCESS
100.000000
CMYK
33.157902
93.649200
95.483299
24.930201
Word_R128_G0_B128
PROCESS
100.000000
CMYK
50.606503
96.890198
2.633700
0.408900
Word_R128_G128_B0
PROCESS
100.000000
CMYK
43.006001
28.632000
95.828201
11.966101
Word_R128_G128_B128
PROCESS
100.000000
CMYK
42.569599
31.046000
28.345200
12.704700
Word_R192_G192_B192
PROCESS
100.000000
CMYK
22.855000
15.964000
12.985399
1.995900
Word_R255_G0_B0
PROCESS
100.000000
CMYK
1.312300
95.980797
91.406097
0.106800
Word_R255_G0_B255
PROCESS
100.000000
CMYK
0.671400
95.358200
0.000000
0.000000
Word_R255_G255_B0
PROCESS
100.000000
CMYK
3.033500
1.922600
91.323700
0.006100
Word_R255_G255_B255
PROCESS
100.000000
CMYK
0.009200
0.000000
0.003100
0.000000
auto
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
Word_R0_G0_B0
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
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
89.999405
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
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HlWKl
*zXHQZAAYEly/*tcO=QY,hvW_o_>gߏߞr|5~wyݗa1~n:59GMv^ M+5n^zo=1/j<ŀ0ibEqGQ6pZbx\yKg! )fY]o0"u@е}oWǂ
|q"kSU)v˨>*H
uT/
cלʰ0Y0L PوSQ~TL*ba>ɠ$G&/;cG$)
Ƃ+LVcD1) Dj%';;j
Kk,2#Y;`i0ɍ,yYwg`bmI^U
2NNߐ3a=$95HU\A͌Q~~4:0UVeW[^}٪X}L'bO-cmfQ3ڦ+jN6W7R~F1)xD(2-u*^R -jGRThʎ3țx*05{IxxsV
v6ݖ5U2|Ǣ>|V{_?(;ҋ$GgԌ.R2XX@KvŞLϱx*w(G$!QW!¼!6B4A#?SISMt]Mrk4=x*()6w]Ḧz-EiqNX]R3VWFUI>l[LY}=N|6fI$l#U-b:1,3LT!*1g27+)6_YtңDuhuzj)hPzPoUz6U$Z;#hY,TYjSWnr[>@*R]34 ֣4ʤ \eEnbNCRdŇTPzpZ%f?Uy H`q5z1F9ahb&0P̡Š!ԯ[F͈s毿`E~Od1t@NuI2:"?u)f,bpflVEW;1v? DQ5FRiJ}OUEP(pqNLfX\_* iM(`qD@;qMB؆b>>q,[
϶?qT9_ga.哽O