%PDF-1.6
%туЯг
1 0 obj
<>/OCGs[13 0 R]>>/OutputIntents[<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Medidor de rugosidad
2019-11-07T17:28:42-06:00
2019-11-07T17:28:42-06:00
2019-11-07T17:28:42-06:00
Adobe Illustrator CS6 (Macintosh)
256
108
JPEG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==
uuid:a5b29d82-fb21-e14e-b68a-205862ead458
xmp.did:0A80117407206811822AAB8F235D1B8A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:0980117407206811822AAB8F235D1B8A
xmp.did:0980117407206811822AAB8F235D1B8A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F87F117407206811822AA2AA84D9C86A
2019-11-04T13:57:36-06:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0A80117407206811822AAB8F235D1B8A
2019-11-07T17:28:34-06:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/Diseno/Desktop/momento/Medidor de rugosidad/IMG-2.png
EmbedByReference
/Users/Diseno/Documents/DisenЬos CYM/controlymedicion /logos de marcas cym/Logo principal /logo con planeta blanco.png
EmbedByReference
/Users/Diseno/Desktop/momento/Medidor de rugosidad/IMG-1.png
EmbedByReference
/Users/Diseno/Documents/DisenЬos CYM/controlymedicion /logos de marcas cym/Logo principal /logo con planeta blanco.png
EmbedByReference
/Users/Diseno/Documents/DisenЬos CYM/controlymedicion /logos de marcas cym/Logo principal /logo con planeta blanco.png
Print
True
True
1
612.000000
792.000000
Points
Arial-BoldMT
Arial
Bold
Open Type
Version 5.06
False
Arial Bold.ttf
EurostileRegular
Eurostile
Regular
Open Type
Version 1.51
False
Eurostile
Impact
Impact
Regular
TrueType
Version 2.35
False
Impact
MyriadPro-BoldCond
Myriad Pro
Bold Condensed
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-BoldCond.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
Myriad-Pro_31655.ttf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 5.05
False
Times New Roman.ttf
KozGoPr6N-Regular
хАхЁуДуЗууЏ Pr6N
R
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-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
PANTONE 2767 C
SPOT
100.000000
LAB
16.078400
2
-25
2767 C
PROCESS
100.000000
RGB
15
17
58
Grays
1
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
1
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
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 47 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
17 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 53 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
18 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 60 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
54 0 obj
<>stream
HlWKЎ$Й
мч)ђ-J"%mнМ2Урa>ъЦ}РAеЇћ
ЈЊ`*ѕ!dшЫПО_ўљЕћћзѓјѓ(gНJ]g]eЖsЬuaчџ~9ў{ўq|љњr~|?MѓћLџщЗяЧ0|ьЌЅ_Уэ^Ўж}п>љvмЪe?ЅўTяBљгА бДѓујєєэMЮіqјКZД3АиРф56Мm^6њiыЈgПJLpхъ
; сMЛVЦsўЏU:Fй5jjc_n|ЃйФџІЙъp*з\dSoNОa
пepоb9Њ`Dп]O4KЉ]џ#Gl%mSпuоUN ЙЌЕаOzељечЙйU+F6Ќ:Я[ХрХqMО нъП`№Ујё%ЛfРѕ6pЄљЭЫ+#dЄsSє4їhѓ30ис
БУрVЬ1Џюы§"/ИЗ<жe}НЭCZxс|@7AЌѓDнэСcВuљBРчјСІ8.ЧФqEe{ЋЯ@И4А1Fбї{{x"ё$|ППџ~Ѓ~ЋB!Вб1Є"`ямWAMxХЏRв§ЅксУЙtvQфёК.нА@рAКБlЛЊeAsgєОБ0QЌ щщ]ХџС§.{т;0№Те.kѓёrC