%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
A3 model anunt atentionare bon fiscal
2015-03-09T12:16:24+02:00
2015-03-09T12:16:24+02:00
2015-03-09T12:16:24+03:00
Adobe Illustrator CS6 (Windows)
256
224
JPEG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==
uuid:95db0fd8-5c7e-4e5b-a7ca-e1f012ed653a
xmp.did:70E5282042C6E41182C9C498CC9BA5AD
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:6FE5282042C6E41182C9C498CC9BA5AD
xmp.did:6FE5282042C6E41182C9C498CC9BA5AD
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:A4D3F287B0C1E411A8DC84B61F8CA7CD
2015-03-03T17:41:17+02:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:70E5282042C6E41182C9C498CC9BA5AD
2015-03-09T12:16:21+02:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
D:\Grafica InfoCons\o-9-atitudine-albastru.png
EmbedByReference
D:\Grafica InfoCons\infocons.pdf
EmbedByReference
D:\Grafica InfoCons\o-9-atitudine-albastru.png
EmbedByReference
D:\Grafica InfoCons\infocons.pdf
Print
False
True
1
296.999959
419.999514
Millimeters
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 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
TrajanPro-Regular
Trajan Pro
Regular
Open Type
Version 2.061;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
TrajanPro-Regular.otf
ELRBAA+Cambria-Bold
ELRBAA+Cambria Bold
Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 280 CV
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
189
30
45
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
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
246
147
30
C=0 M=35 Y=85 K=0
RGB
PROCESS
250
175
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
248
236
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
214
222
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
140
197
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
180
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
147
68
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
43
181
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
166
156
C=70 M=15 Y=0 K=0
RGB
PROCESS
39
169
224
C=85 M=50 Y=0 K=0
RGB
PROCESS
28
117
187
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
57
143
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
98
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
45
144
C=50 M=100 Y=0 K=0
RGB
PROCESS
145
39
142
C=35 M=100 Y=35 K=10
RGB
PROCESS
157
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
237
42
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
114
102
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
195
153
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
168
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
138
94
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
41
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
57
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
21
PANTONE 280 CV
SPOT
100.000000
CMYK
100.000000
71.999997
0.000000
17.999999
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
65
64
66
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
113
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
229
230
231
C=0 M=0 Y=0 K=5
RGB
PROCESS
240
241
241
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
23
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
160
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
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
8 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
9 0 obj
<>stream
HܗͪTfFn-Àa0, c/NduwUߑĽ $UTWf8o7?۟v;r[J3ZQRs;__qz'n#Ykhm1~=w)._~ǧ1<7-G~ӿOlO6GO%2m?S=LN5mO=x3[(XѪZ~ӶԱ?߾ViF)[1YXrz)a9TtZDwL1>o:7E*
ba.QG,Cn[:_5_2arDU5Dg2=lkT?!M;/ߨ!{Y3xJ2abT`ٜzXS%B/%QRܵHo3H%d\mE7|YJ-j{iN+6l;w+Ea!\ue=u~yls.2|չʐoJMlfj3PtB[\Ür}w!v7βStl~@wFeӏwBSParA7Dzi1ժg<o6#T6xڝ/5[>O;纩`:>ADN9ӳĂʸL؎Vӥ9:\I=+|ͨsg謜-Ģ~> 5%ҷ