%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
EVIS Porocess infographic_leftalign2
2021-01-25T12:20-08:00
2021-01-25T12:20-08:00
2021-01-25T12:20-08:00
Adobe Illustrator 24.3 (Macintosh)
256
168
JPEG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uuid:c97c7475-79b7-cf4b-b612-c54cd749b9ad
xmp.did:438af522-cb7b-4833-9c47-961f3b01afd2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:96bd7a57-96fe-46b3-a9ee-bf1ae1765aed
xmp.did:96bd7a57-96fe-46b3-a9ee-bf1ae1765aed
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:b3209ccc-d30e-4f14-a056-e649b55e4be5
2020-12-04T14:21:58-08:00
Adobe Illustrator 24.3 (Macintosh)
/
saved
xmp.iid:438af522-cb7b-4833-9c47-961f3b01afd2
2021-01-25T12:19:58-08:00
Adobe Illustrator 24.3 (Macintosh)
/
Print
Adobe Illustrator
Adobe PDF library 15.00
1
False
False
600.000000
1338.163970
Pixels
EncodeSansCompressed-Black
Encode Sans Compressed
Black
TrueType
Version 1.000; ttfautohint (v1.00) -l 8 -r 50 -G 200 -x 14 -D latn -f none -w G
False
EncodeSansCompressed-900-Black.ttf
OpenSans
Open Sans
Regular
Open Type
Version 1.10
False
Open Sans regular.ttf
OpenSans-Bold
Open Sans
Bold
Open Type
Version 1.10
False
Open Sans 700.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
34
31
31
CMYK Red
RGB
PROCESS
234
31
39
CMYK Yellow
RGB
PROCESS
251
237
29
CMYK Green
RGB
PROCESS
0
164
79
CMYK Cyan
RGB
PROCESS
40
170
225
CMYK Blue
RGB
PROCESS
45
54
142
CMYK Magenta
RGB
PROCESS
232
10
137
C=15 M=100 Y=90 K=10
RGB
PROCESS
188
32
46
C=0 M=90 Y=85 K=0
RGB
PROCESS
238
65
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
240
90
42
C=0 M=50 Y=100 K=0
RGB
PROCESS
245
146
32
C=0 M=35 Y=85 K=0
RGB
PROCESS
249
174
66
C=5 M=0 Y=90 K=0
RGB
PROCESS
246
235
49
C=20 M=0 Y=100 K=0
RGB
PROCESS
213
221
38
C=50 M=0 Y=100 K=0
RGB
PROCESS
140
195
64
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
180
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
146
71
C=90 M=30 Y=95 K=30
RGB
PROCESS
1
105
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
40
180
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
165
155
C=70 M=15 Y=0 K=0
RGB
PROCESS
38
167
223
C=85 M=50 Y=0 K=0
RGB
PROCESS
27
117
186
C=100 M=95 Y=5 K=0
RGB
PROCESS
42
59
142
C=100 M=100 Y=25 K=25
RGB
PROCESS
41
37
97
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
47
142
C=50 M=100 Y=0 K=0
RGB
PROCESS
144
40
139
C=35 M=100 Y=35 K=10
RGB
PROCESS
156
32
100
C=10 M=100 Y=50 K=0
RGB
PROCESS
216
27
93
C=0 M=95 Y=20 K=0
RGB
PROCESS
237
45
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
192
179
153
C=40 M=45 Y=50 K=5
RGB
PROCESS
153
131
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
102
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
90
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
193
151
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
167
125
81
C=35 M=60 Y=80 K=25
RGB
PROCESS
137
95
61
C=40 M=65 Y=90 K=35
RGB
PROCESS
118
77
42
C=40 M=70 Y=100 K=50
RGB
PROCESS
95
58
22
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
23
C=24 M=39 Y=79 K=3
PROCESS
100.000000
RGB
191
149
79
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
34
31
31
C=0 M=0 Y=0 K=90
RGB
PROCESS
66
65
67
C=0 M=0 Y=0 K=80
RGB
PROCESS
89
89
92
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
128
131
C=0 M=0 Y=0 K=50
RGB
PROCESS
145
147
149
C=0 M=0 Y=0 K=40
RGB
PROCESS
166
167
170
C=0 M=0 Y=0 K=30
RGB
PROCESS
186
188
190
C=0 M=0 Y=0 K=20
RGB
PROCESS
207
209
210
C=0 M=0 Y=0 K=10
RGB
PROCESS
228
229
230
C=0 M=0 Y=0 K=5
RGB
PROCESS
240
240
240
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
234
31
39
C=0 M=75 Y=100 K=0
RGB
PROCESS
239
102
35
C=0 M=10 Y=95 K=0
RGB
PROCESS
253
220
19
C=85 M=10 Y=100 K=0
RGB
PROCESS
3
159
74
C=100 M=90 Y=0 K=0
RGB
PROCESS
32
68
150
C=60 M=90 Y=0 K=0
RGB
PROCESS
128
64
150
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 600.0 1338.16]/Type/Page>>
endobj
12 0 obj
<>stream
HWMo\Gϯx{Kznw1X;ىc,=oU4h'00xlv,ON'Otrv:GlP?_=9 [1Ϧ8{OSinlz~%{{lӻ՛Ջ}:3?N4KKmѝؾ6rzkCo~Խ8z[JvQ1,O=elgfi|Y_%9وk;d6cfkN?.l64yf` f:mޯ{vu>]\N˓huf}xsqu9>جmHQCRyyb3:xv|rb|g͆G1ϽY
]:&&mX}x˳tLe hǬI|^ڬ'h,>]ӎ~%]tmta|}e^tv|d"f:;_nV1CKp95כ8RWs
|y/75+~s /˃ϥ-Q#Cy}F\snMsroWCjUpPׇH̥#~bS.J7tb2O.'GHs?!e|#ΡE]7
T*s$'#TB2NFz
6]Z19-嚐bC\TpLR:jI:-6G\R8Nv_]}
PXx1