%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 13 0 R 95 0 R 96 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Profisee Master Data Maestro Platform | Federation Manager
John Leavitt
VP Marketing
2018-10-18T07:39:48-04:00
2018-10-18T07:39:48-04:00
2018-10-18T07:36:39-04:00
Adobe Illustrator CC 22.1 (Windows)
200
256
JPEG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uuid:cc9443ce-0733-459b-a0f5-8122513672de
xmp.did:1509980c-0f27-744a-973c-53107e619e35
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:d1ab207f-770f-f94a-8027-b0025c059da0
xmp.did:d1ab207f-770f-f94a-8027-b0025c059da0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:31bae9a8-7683-404f-b40c-df4bf09fe272
2016-02-16T20:53:58-05:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:1509980c-0f27-744a-973c-53107e619e35
2018-10-18T07:36:40-04:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
C:\Users\stephenwa\AppData\Roaming\Adobe\Creative Cloud Libraries\LIBS\8CCA470757CEE7917F000101_AdobeID\creative_cloud\dcx\803d3995-007b-4ccb-a12d-5dc8cc6962ca\components\17220791-3dc1-4247-9998-d8ed66190be9.ai
xmp.did:e4637d7a-1015-5a4e-8a54-8a417d835ed6
uuid:b88a9c21-2193-474c-b4d1-e6e8b0843f20
C:\Users\stephenwa\AppData\Roaming\Adobe\Creative Cloud Libraries\LIBS\8CCA470757CEE7917F000101_AdobeID\creative_cloud\dcx\803d3995-007b-4ccb-a12d-5dc8cc6962ca\components\17220791-3dc1-4247-9998-d8ed66190be9.ai
xmp.did:e4637d7a-1015-5a4e-8a54-8a417d835ed6
uuid:b88a9c21-2193-474c-b4d1-e6e8b0843f20
Print
False
True
1
8.500000
11.000000
Inches
Calibri
Calibri
Regular
Open Type
Version 6.21
False
calibri.ttf
Calibri-Light
Calibri
Light
Open Type
Version 6.21
False
calibril.ttf
Montserrat-Bold
Montserrat
Bold
Open Type
Version 7.200
False
Montserrat-Bold.ttf
Montserrat-Medium
Montserrat
Medium
Open Type
Version 7.200
False
Montserrat-Medium.ttf
Oswald-Regular
Oswald
Regular
Open Type
Version 4.100
False
Oswald-Regular.ttf
EFAAAA+Montserrat-Medium
EFAAAA+Montserrat Medium
Medium
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
FFAAAA+Montserrat-Medium
FFAAAA+Montserrat Medium
Medium
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
236
28
36
CMYK Yellow
RGB
PROCESS
255
241
0
CMYK Green
RGB
PROCESS
0
165
81
CMYK Cyan
RGB
PROCESS
0
173
238
CMYK Blue
RGB
PROCESS
46
49
145
CMYK Magenta
RGB
PROCESS
235
0
139
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
238
64
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
240
90
40
C=0 M=50 Y=100 K=0
RGB
PROCESS
246
146
30
C=0 M=35 Y=85 K=0
RGB
PROCESS
250
175
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
236
49
C=20 M=0 Y=100 K=0
RGB
PROCESS
214
222
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
139
197
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
55
179
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
147
69
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
41
180
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
166
156
C=70 M=15 Y=0 K=0
RGB
PROCESS
38
169
224
C=85 M=50 Y=0 K=0
RGB
PROCESS
27
117
187
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
56
143
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
97
C=75 M=100 Y=0 K=0
RGB
PROCESS
101
45
144
C=50 M=100 Y=0 K=0
RGB
PROCESS
144
39
142
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
217
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
236
41
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
193
180
154
C=40 M=45 Y=50 K=5
RGB
PROCESS
154
132
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
113
101
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
90
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
195
153
107
C=30 M=50 Y=75 K=10
RGB
PROCESS
168
124
79
C=35 M=60 Y=80 K=25
RGB
PROCESS
138
93
59
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
40
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
56
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
59
35
20
Profisee blue
PROCESS
100.000000
RGB
69
149
208
R=71 G=151 B=212
RGB
PROCESS
71
151
212
R=251 G=174 B=27
RGB
PROCESS
251
174
27
Profisee green 1
PROCESS
100.000000
RGB
140
198
62
Profisee orange
PROCESS
100.000000
RGB
247
147
29
Grays
0
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
64
64
65
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
112
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
129
132
C=0 M=0 Y=0 K=50
RGB
PROCESS
146
148
151
C=0 M=0 Y=0 K=40
RGB
PROCESS
166
168
171
C=0 M=0 Y=0 K=30
RGB
PROCESS
187
189
191
C=0 M=0 Y=0 K=20
RGB
PROCESS
208
210
211
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
241
242
Brights
0
C=0 M=100 Y=100 K=0
RGB
PROCESS
236
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
241
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
221
21
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
34
64
153
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
151
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 104 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
98 0 obj
<>stream
HlWˎ$WY@z
d=#"NL32_ߏoL%pG8r8bЎ?~y>KQ5SHE\G5#zQׇ$g:cǛ?9b;+xsΙ[]c>G&m!@333B܁