%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
LogitixAPP_FlyerPromozionale
2022-04-14T17:37:37+02:00
2022-04-14T17:37:37+02:00
2022-04-14T17:37:37+02:00
Adobe Illustrator 26.2 (Macintosh)
256
172
JPEG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uuid:e46f78ce-20a6-3e4e-83f0-e7464e340915
xmp.did:f21e6e8f-36ef-4435-9d11-ebfc448ba55f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:461762d0-229f-4e32-933b-939b268cdc3e
xmp.did:fc3bd82a-72c5-44bb-ab3e-404effe5e62f
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:fc3bd82a-72c5-44bb-ab3e-404effe5e62f
2022-04-14T12:11:08+02:00
Adobe Illustrator 26.2 (Macintosh)
/
saved
xmp.iid:f21e6e8f-36ef-4435-9d11-ebfc448ba55f
2022-04-14T17:37:29+02:00
Adobe Illustrator 26.2 (Macintosh)
/
EmbedByReference
/Users/emi/Il mio Drive/LavoriEmi_SW/LogistixApp/Web/_Materiale/logo-passepartout.png
0
0
EmbedByReference
/Users/emi/Il mio Drive/LavoriEmi_SW/LogistixApp/Web/_Materiale/logo-mexal.png
xmp.did:a26ad2f9-b4a7-4536-bd96-8531b668896d
xmp.iid:a26ad2f9-b4a7-4536-bd96-8531b668896d
EmbedByReference
/Users/emi/Il mio Drive/LavoriEmi_SW/LogistixApp/Web/_Materiale/Android_logo_2019_(stacked).svg.png
0
0
Print
Adobe Illustrator
False
True
1
209.999994
297.000024
Millimeters
Raleway-Regular
Raleway
Regular
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
.18457.otf
Raleway-Medium
Raleway
Medium
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
.18458.otf
Raleway-SemiBold
Raleway
SemiBold
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
.22705.otf
Raleway-ExtraBold
Raleway
ExtraBold
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
.18460.otf
Raleway-Black
Raleway
Black
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
.18461.otf
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
R=88 G=89 B=92
PROCESS
100.000000
CMYK
59.499502
48.819712
45.151445
40.115967
Logistix - Payoff
PROCESS
100.000000
CMYK
51.683831
42.203403
41.922635
30.276951
Bianco
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
PANTONE P 142-7 C
PROCESS
100.000000
CMYK
79.931331
1.824979
88.522160
1.858549
Azzurro
PROCESS
100.000000
CMYK
87.032878
49.826810
2.178988
3.021286
PANTONE P 34-8 C
PROCESS
100.000000
CMYK
0.024414
74.358737
99.743646
0.000000
Giallo
PROCESS
100.000000
CMYK
0.085451
20.941481
83.642328
0.000000
Nero
PROCESS
100.000000
CMYK
77.404439
68.477911
65.447468
80.703437
R=255 G=63 B=89
PROCESS
100.000000
CMYK
0.000000
84.579229
52.315551
0.000000
R=255 G=205 B=168
PROCESS
100.000000
CMYK
0.000000
25.604638
36.285952
0.000000
R=217 G=167 B=130
PROCESS
100.000000
CMYK
12.036316
36.823070
48.862439
5.279621
R=225 G=232 B=236
PROCESS
100.000000
CMYK
13.989471
5.822843
6.527809
0.000000
R=230 G=246 B=255
PROCESS
100.000000
CMYK
10.977340
0.000000
0.000000
0.000000
R=4 G=76 B=164
PROCESS
100.000000
CMYK
97.204542
73.354691
0.000000
0.000000
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 16.04
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
81 0 obj
<>stream
HWAne
~HNuE`d2t@zYd``-=*TGr
6mG4ejL]9m=>q;>fWoy54b5~}/ocݏe3g__gڂ۟|yoWEalغ?c>>&yxfyxĺ~X_h,3n8~
`3rTff\G}5`6\Zx0]}kLl5[OuE<9/'kMy7ѴF#`WۼrAC%r8C-q6U0`U\1uɶ܄e͙Ѷ\ "aM~i<
\3\K@uc ǂ=
&Y,8y
*wrj/D4㚌8ɘ)
97C=Gt5\'N18=:vV4&)k$rt fԡH*/8,v/ca Y];p'|u}+SpXB