%PDF-1.5
%
1 0 obj
<>/OCGs[15 0 R 16 0 R 105 0 R 106 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
2018-10-18T12:55:57-04:00
2018-10-18T12:55:57-04:00
2018-10-18T12:48:04-04:00
Adobe Illustrator CC 22.1 (Windows)
200
256
JPEG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uuid:aa1dced6-aa48-47e4-a852-63d0f56b4a14
xmp.did:cb326d30-bafa-7040-b500-efa488a8eee9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:a454b8cb-0761-b740-80e3-74f2cc684d1e
xmp.did:a454b8cb-0761-b740-80e3-74f2cc684d1e
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:cb326d30-bafa-7040-b500-efa488a8eee9
2018-10-18T12:48:05-04:00
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-Bold
Calibri
Bold
Open Type
Version 6.21
False
calibrib.ttf
Calibri-Light
Calibri
Light
Open Type
Version 6.21
False
calibril.ttf
Montserrat-Regular
Montserrat
Regular
Open Type
Version 7.200
False
Montserrat-Regular.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
18 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 114 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
108 0 obj
<>stream
HlWd+-8W#@ 2-`W("2W#L}ןzİjw+]>^b~/PL+v
?]0[nW-Yק$3[_ς|=gztz