%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
shakedown
2017-04-06T12:31:25+03:00
2017-04-06T12:31:25+03:00
2017-04-06T12:31:24+03:00
Adobe Illustrator CC (Windows)
256
164
JPEG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uuid:6cb17e4d-084e-42fe-b6c0-8387df0a9317
xmp.did:41014c70-0973-be46-b72c-f5c802afd447
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:e4bc30f0-69a9-4711-b962-4b660e32b8a8
xmp.did:70A8E4EE590AE711B0ADE52EC2663DD8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:70A8E4EE590AE711B0ADE52EC2663DD8
2017-03-16T17:37:53+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:41014c70-0973-be46-b72c-f5c802afd447
2017-04-06T12:31:22+03:00
Adobe Illustrator CC (Windows)
/
EmbedByReference
D:\Dropbox\2017\4. TRANSILVANIA RALLY\2. Grafica\camila_sportiva.png
Print
False
True
1
296.999935
210.001661
Millimeters
ArialMT
Arial
Regular
Open Type
Version 5.06
False
arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.06
False
arialbd.ttf
Arial-Black
Arial
Black
Open Type
Version 5.06
False
ariblk.ttf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
Tahoma-Bold
Tahoma
Bold
Open Type
Version 5.06
False
tahomabd.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 64 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
15 0 obj
<>stream
HW۪}_1I+!GpdߧZ=̈#E$l{LwUu]֪~۳o?