%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Blockchain Terminology
2018-08-22T13:17:53-07:00
2018-08-22T13:17:53-07:00
2018-08-22T13:17:53-07:00
Adobe Illustrator CC 22.1 (Windows)
200
256
JPEG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uuid:8add1e4b-d0eb-462a-bfb9-3183a3f2ec8e
xmp.did:9cbbd163-2de1-e949-bd92-43b9d33d36e5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:4f7411a9-85f2-f044-8f4c-e6a2f7cfc145
xmp.did:4f7411a9-85f2-f044-8f4c-e6a2f7cfc145
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4ed6e5c5-9e57-2b47-872f-9ddb31cb6b17
2018-03-22T07:25:17-07:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:9cbbd163-2de1-e949-bd92-43b9d33d36e5
2018-08-22T13:17:46-07:00
Adobe Illustrator CC 22.1 (Windows)
/
Print
False
False
1
8.500000
11.000000
Inches
DINOT-Medium
DIN OT
Medium
Open Type
Version 7.504; 2005; Build 1020
False
DINOT-Medium.otf
Gotham-Bold
Gotham
Bold
Open Type
Version 2.201 Pro
False
Gotham-Bold.otf
Gotham-Light
Gotham
Light
Open Type
Version 2.201 Pro
False
Gotham-Light.otf
Gotham-Book
Gotham
Book
Open Type
Version 2.201 Pro
False
Gotham-Book.otf
Helvetica
Helvetica
Medium
Open Type
OTF 1.0;PS 003.000;Core 1.0.22
False
helvetica.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
PANTONE 348 C
SPOT
100.000000
LAB
46.666668
-54
26
R=177 G=179 B=181
SPOT
100.000000
RGB
177
179
181
PANTONE 327 C
SPOT
100.000000
RGB
0
131
116
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
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>stream
HlWK,I)ߖ@#4h#у4{dVu:22??㇟~LHz_>ڲ3';r?K[,i#㫾㌏G}ճ|δ?O8 ZPG?w<~?~GF.ճ2ߴG3;+^ ̨czR9O&c7>~:9',t<[:WZ89`~tvXx9sy\o1|7 `֭/xM\M[l?4w,r9{uns)6ΰ6i~:fc=ʏuD*N@I!i+rkVW lcYM.۳\]aBssۏ%)]Cd8*4,5{d\?d[CjCɤFGy0h+RK!s|'mʫy#\8o|\-V!]#,ɟ&˒dkcd fFASRyU'XE[ߍyR!6F|h*i^qxgѳ0]=r}FkUQ,~mo^m]k(>U}~%$hГNF+KvCbbd1g*Jጂ,"Zu wLɋw
4!i'~
Fyk\nZ
r_[BI&*|%}fVZ0eTwWj\f
B,`Gj)'C5E=Iqf0Z&FX*Yh/a.гA 70Ym3:PYDhWC҈2_ϐu)iG3]LSֳ?I^IM06A`IF;r]'c`2JjRX-+yp5IY[67!< d'pĖ