%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
city_taxi-2_70x100_16_5
2020-05-16T12:56:23+02:00
2020-05-16T12:56:23+02:00
2020-05-16T12:56:23+02:00
Adobe Illustrator 24.0 (Windows)
176
256
JPEG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uuid:b4c8897f-1eb4-4c9c-803b-2db7291d28a6
xmp.did:f593e76b-dd9c-744b-82ee-72af2bf03689
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:b7e26b99-de7f-934a-85db-3fe4f1ee11ed
xmp.did:b7e26b99-de7f-934a-85db-3fe4f1ee11ed
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1c014b0d-156d-1541-b985-2453c0f0fab5
2020-05-11T13:26:26+02:00
Adobe Illustrator 24.0 (Windows)
/
saved
xmp.iid:f593e76b-dd9c-744b-82ee-72af2bf03689
2020-05-16T12:34:23+02:00
Adobe Illustrator 24.0 (Windows)
/
Print
Adobe Illustrator
True
False
1
700.000000
1000.000000
Millimeters
AktivGrotesk-Regular
Aktiv Grotesk
Regular
Open Type
Version 1.002
False
AktivGrotesk-Bold
Aktiv Grotesk
Bold
Open Type
Version 1.002
False
AktivGrotesk_Std.ttf
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-SemiboldIt.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Bold.otf
Cyan
Magenta
Yellow
Black
PANTONE Process Blue CVC
PANTONE 871 CV
PANTONE 485 CVC
Gruppo campioni predefinito
0
Bianco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Nero
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rosso CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Giallo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cyan CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Blu CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
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
PANTONE 871 CV
SPOT
100.000000
CMYK
43.921566
39.999998
81.960779
7.058823
PANTONE 485 CVC
SPOT
100.000000
CMYK
0.000000
100.000000
90.980387
0.000000
PANTONE Process Blue CVC
SPOT
100.000000
CMYK
100.000000
8.627450
0.000000
5.882353
C=88 M=87 Y=15 K=4
PROCESS
100.000000
CMYK
87.969786
86.962688
14.560159
3.604181
Grigi
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
Vivaci
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 15.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 1984.25 2834.65]/Type/Page>>
endobj
13 0 obj
<>stream
HW[k\~_я3sn0[^/N5k&YIdֻ_3s$`9U]].{ݹw_ϭ9Oy[n7O{ۿd?YҜz).Hk
?n/vA\MW1%c{0viߍ}Q,}ПN
gWe˾`;/ne9~ؖ_N5'b+4cǵu9':|V18ƙZd0\>r_u /{)]l-]ˣkPeU౦`Գp4Bw-GUbA=ieRbyئ;Wݏ}X1wQhڷ2,xD*6Ia:F0GkMȣ>H8(g ڳ}p>tbai'U#j4
TgK+?prrytrh#,|G(CJcOYc%!-
ucI~z,Q˾M,dovn?zjiۿQ]jn͋W?{;۰U|ntܣܰ~}Ɩ,;Xכ?ZIMh
w*Bg5ȪsF6{PlX
BԞnENho3N,|EX3KoA?kx)5CO-gxTs>hܦ jQaHyh.FwjN}TV_ON2l0uT 4lsdiex%H肸9 &4}N>:acCц#dYOt`";
:d;SF'W"DjH'K@^)CT H)zp8]\ cS31xY='̒-;Q}X:赑MB[q)r)C`]pJB4D]Oqpe8 $$쩨L Ѡ$_ĺ+(]^q}!$y7F08 {HhE\S:R1"Vx
9E$oc8*L聰-,*~*(3`ȸokAM6'N:pW΅Ғ>DB،Z1
91K(pZi %
e4-G`F}݊sIDrHNtȜƋr ҕ a8 x_@PϤHJ!e0$0]Q@N)hIPu+%tC_:dgLd