%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ThirdWave-Infographic-ENv2
2021-11-04T21:45:39-04:00
2021-11-04T21:45:39-04:00
2021-11-04T21:45:39-04:00
Adobe Illustrator 25.4 (Windows)
164
256
JPEG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uuid:67b8faec-8ae1-4db4-b540-527bfda443a2
xmp.did:6e8fd02c-2c7b-5a45-862f-152a2650ed8c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:24ead2b5-1963-8c40-8e55-dd2d7040cccd
xmp.did:24ead2b5-1963-8c40-8e55-dd2d7040cccd
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:60362bbd-5241-7d40-b010-f65e2941477e
2021-11-03T13:10:42-04:00
Adobe Illustrator 25.4 (Windows)
/
saved
xmp.iid:6e8fd02c-2c7b-5a45-862f-152a2650ed8c
2021-11-04T21:45:36-04:00
Adobe Illustrator 25.4 (Windows)
/
EmbedByReference
C:\Users\slennox\Desktop\mcmasterlogo.png
EmbedByReference
C:\Users\slennox\Desktop\EDI_logo_offord.png
C:\Users\slennox\Desktop\mcmasterlogo.png
C:\Users\slennox\Desktop\EDI_logo_offord.png
Print
Adobe Illustrator
True
True
1
10.208333
19.074074
Inches
BebasNeue
Bebas Neue
Regular
Open Type
Version 1.300
False
BebasNeue 2.otf
AcuminVariableConcept
Acumin Variable Concept
Default
Open Type
Version 1.020;hotconv 1.0.108;makeotfexe 2.5.65593
False
AcuminVariableConcept.otf
SinkinSans-700Bold
Sinkin Sans
700 Bold
Open Type
Sinkin Sans (version 1.0) by Keith Bates • © 2014 www.k-type.com
False
SinkinSans-700Bold.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=10 M=53 Y=47 K=25
PROCESS
100.000000
CMYK
10.000000
52.999997
47.000000
25.000000
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
R=128 G=84 B=207
PROCESS
100.000000
CMYK
62.264436
73.589683
0.000000
0.000000
R=57 G=25 B=164
PROCESS
100.000000
CMYK
91.149765
97.561604
0.000000
0.064088
R=7 G=27 B=107
PROCESS
100.000000
CMYK
100.000000
96.173036
26.276034
22.043182
R=99 G=116 B=218
PROCESS
100.000000
CMYK
67.278552
57.329667
0.000000
0.000000
R=130 G=153 B=232
PROCESS
100.000000
CMYK
48.288700
35.782406
0.000000
0.000000
R=247 G=255 B=255
PROCESS
100.000000
CMYK
2.005035
0.000000
0.256352
0.000000
R=19 G=55 B=91
PROCESS
100.000000
CMYK
99.429309
80.733955
38.544288
29.919890
R=244 G=116 B=88
PROCESS
100.000000
CMYK
0.000000
68.358886
66.756690
0.000000
R=247 G=164 B=145
PROCESS
100.000000
CMYK
0.000000
42.920575
37.289995
0.000000
R=247 G=204 B=127 2
PROCESS
100.000000
CMYK
2.230869
19.971007
57.878995
0.000000
R=244 G=140 B=127
PROCESS
100.000000
CMYK
0.000000
55.547416
42.682534
0.000000
R=60 G=143 B=124 2
PROCESS
100.000000
CMYK
76.540774
24.582283
57.875943
5.041581
R=183 G=87 B=66
PROCESS
100.000000
CMYK
21.335164
76.189822
78.115505
8.889906
C=92 M=78 Y=40 K=31 1
CMYK
PROCESS
92.156863
78.431374
40.000001
31.372550
R=39 G=44 B=112
PROCESS
100.000000
CMYK
100.000000
97.891200
24.588387
11.227588
R=255 G=231 B=207
PROCESS
100.000000
CMYK
0.000000
10.736247
16.342412
0.000000
R=255 G=209 B=163
PROCESS
100.000000
CMYK
0.000000
21.762416
35.532156
0.000000
R=255 G=215 B=117
PROCESS
100.000000
CMYK
0.000000
16.559090
63.802546
0.000000
R=250 G=203 B=82
PROCESS
100.000000
CMYK
0.000000
21.484703
80.560005
0.000000
R=235 G=236 B=240
PROCESS
100.000000
CMYK
6.253147
4.272526
2.597085
0.000000
R=255 G=189 B=122
PROCESS
100.000000
CMYK
0.000000
31.198594
55.638969
0.000000
R=255 G=165 B=74
PROCESS
100.000000
CMYK
0.000000
43.595025
78.960860
0.000000
R=70 G=75 B=148
PROCESS
100.000000
CMYK
87.716484
82.687110
4.815747
0.402838
R=58 G=186 B=160
PROCESS
100.000000
CMYK
90.386814
0.000000
52.263671
0.000000
R=98 G=104 B=196
PROCESS
100.000000
CMYK
70.092314
63.625538
0.000000
0.000000
R=232 G=255 B=250
PROCESS
100.000000
CMYK
10.046539
0.000000
3.900206
0.000000
R=246 G=111 B=91
PROCESS
100.000000
CMYK
0.000000
71.090251
59.859616
0.000000
R=44 G=71 B=117
PROCESS
100.000000
CMYK
100.000000
78.957808
27.658501
12.335393
R=78 G=166 B=209
PROCESS
100.000000
CMYK
81.493855
11.181811
9.091325
0.000000
R=252 G=252 B=252
PROCESS
100.000000
CMYK
0.408942
0.106813
0.106813
0.000000
R=199 G=236 B=255
PROCESS
100.000000
CMYK
24.377812
0.000000
0.222782
0.000000
R=152 G=210 B=240
PROCESS
100.000000
CMYK
46.912336
0.000000
2.798505
0.000000
R=255 G=196 B=181
PROCESS
100.000000
CMYK
0.000000
29.391927
20.148012
0.000000
R=255 G=174 B=151
PROCESS
100.000000
CMYK
0.000000
40.854505
32.880139
0.000000
R=252 G=199 B=169
PROCESS
100.000000
CMYK
0.000000
25.134659
30.997175
0.000000
R=59 G=87 B=101
PROCESS
100.000000
CMYK
79.851985
56.676584
45.539024
24.454108
R=248 G=220 B=194
PROCESS
100.000000
CMYK
1.928740
13.730067
22.854963
0.000000
R=244 G=241 B=229
PROCESS
100.000000
CMYK
3.305104
2.972457
9.106584
0.000000
R=235 G=153 B=110
PROCESS
100.000000
CMYK
4.678416
46.640724
58.953226
0.000000
R=255 G=190 B=157
PROCESS
100.000000
CMYK
0.000000
30.350193
35.867855
0.000000
R=69 G=90 B=100
PROCESS
100.000000
CMYK
75.088120
54.625767
47.327381
24.493781
R=38 G=50 B=56
PROCESS
100.000000
CMYK
79.766536
64.895093
57.518882
56.264591
R=255 G=114 B=94
PROCESS
100.000000
CMYK
0.000000
69.295794
61.077285
0.000000
R=255 G=255 B=255
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=0 G=0 B=0
PROCESS
100.000000
CMYK
74.972147
67.919427
67.049664
90.145719
R=235 G=235 B=235
PROCESS
100.000000
CMYK
6.634622
4.699779
4.892042
0.000000
R=87 G=223 B=237
PROCESS
100.000000
CMYK
52.059203
0.000000
11.718929
0.000000
R=40 G=40 B=40
PROCESS
100.000000
CMYK
70.821697
64.766914
63.762873
67.730218
R=255 G=177 B=165
PROCESS
100.000000
CMYK
0.000000
37.668419
27.069503
0.000000
R=188 G=36 B=69
PROCESS
100.000000
CMYK
19.214159
98.471045
68.599981
7.205310
R=237 G=153 B=150
PROCESS
100.000000
CMYK
3.448539
48.068970
30.734721
0.000000
R=66 G=66 B=66
PROCESS
100.000000
CMYK
67.254138
60.213625
59.108871
45.096511
R=158 G=21 B=51
PROCESS
100.000000
CMYK
25.174332
100.000000
77.691305
20.419623
R=226 G=244 B=247
PROCESS
100.000000
CMYK
9.738307
0.000000
2.056916
0.000000
R=147 G=82 B=33
PROCESS
100.000000
CMYK
30.746928
69.869530
100.000000
23.767452
R=255 G=227 B=110
PROCESS
100.000000
CMYK
1.318379
7.342641
68.621343
0.000000
R=254 G=211 B=83
PROCESS
100.000000
CMYK
0.561532
15.997557
78.966963
0.000000
R=254 G=254 B=254
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=160 G=50 B=90
PROCESS
100.000000
CMYK
31.403065
92.626840
46.372166
12.381170
R=239 G=79 B=107
PROCESS
100.000000
CMYK
0.012207
84.170288
43.305102
0.000000
R=252 G=117 B=136
PROCESS
100.000000
CMYK
0.000000
68.575567
29.135576
0.000000
R=255 G=238 B=240
PROCESS
100.000000
CMYK
0.000000
7.132067
1.602197
0.000000
R=54 G=48 B=47
PROCESS
100.000000
CMYK
65.630579
64.715034
63.479054
60.518801
R=254 G=184 B=176
PROCESS
100.000000
CMYK
0.000000
34.055084
21.972992
0.000000
R=234 G=152 B=152
PROCESS
100.000000
CMYK
4.495308
48.331425
29.001296
0.000000
R=81 G=74 B=71
PROCESS
100.000000
CMYK
61.147475
59.279770
60.134274
39.291981
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=77 M=7 Y=31 K=0 1
CMYK
PROCESS
76.999998
7.000000
31.000000
0.000000
C=44 M=4 Y=18 K=0 1
CMYK
PROCESS
43.900001
4.000000
17.700000
0.000000
C=33 M=0 Y=11 K=0 1
CMYK
PROCESS
32.819104
0.000000
10.501259
0.000000
C=91 M=58 Y=22 K=4 1
CMYK
PROCESS
90.799999
57.700002
21.600001
3.600000
C=92 M=78 Y=40 K=31 2
CMYK
PROCESS
92.156863
78.431374
40.000001
31.372550
C=0 M=32 Y=89 K=0 1
CMYK
PROCESS
0.000000
31.616691
89.025706
0.000000
Adobe PDF library 16.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 257 0 R/TrimBox[0.0 0.0 735.0 1373.33]/Type/Page>>
endobj
13 0 obj
<>stream
HtK$IE繊@F3Z0!H%u%@Bs{df^Z}]3ǧ?|o~|ܾsgKn=ygG8rϷOs8۷#;[(g3z<7-=o|tyR8giqt0%GvFVa[83ͩ4KW.igcC>gc[ g#K={tfMGgJ>3qtvv{En=C*[=gGg pV,apE
ӌqvv3ezf[dJGLp LȒrse(g(IJFi$gɎh'ҀȆ 1Y4_֙y;Xp f;'ʾst`2r;F8GKk=ztO3pn