%PDF-1.6
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
gelateria sanlorenzo mercato
2021-05-19T11:53:54+02:00
2021-05-19T11:53:54+02:00
2021-05-19T11:53:54+02:00
Adobe Illustrator 24.3 (Macintosh)
256
188
JPEG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uuid:0b8b8b15-5600-5545-b0c7-189f98ebf498
xmp.did:7aa6feeb-3c54-4eac-9a3f-fcdf8027461a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6fc5979d-9ce3-4a43-b391-479d2cca64ad
xmp.did:504ceae7-10c6-4992-9349-da41b354b017
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:92fea124-ccf4-4922-be3b-b9aa0f199809
2021-02-26T17:49:25+01:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:7aa6feeb-3c54-4eac-9a3f-fcdf8027461a
2021-05-19T11:53:49+02:00
Adobe Illustrator 24.3 (Macintosh)
/
EmbedByReference
/Users/simona/Desktop/slm/sanLORENZO RITORNA-14.png
/Users/simona/Desktop/slm/sanLORENZO RITORNA-14.png
Print
Adobe Illustrator
Adobe PDF library 15.00
1
True
False
210.000000
297.000000
Millimeters
BebasNeue-Regular
Bebas Neue
Regular
Open Type
Version 2.000;PS 002.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
BebasNeue-Regular.otf
Cyan
Magenta
Yellow
Black
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
R=33 G=31 B=47
PROCESS
100.000000
CMYK
87.905699
81.771570
49.347675
66.280609
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
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
9 0 obj
<>stream
HWˎd9WGGB`
,}Ή}ʜ$6HRupݧ}W}v%7?8b=}|A2~T_2j!_5EG,k9䗪T/w+ S>_=K<ÞKi?`@Wǯ}܆i+}x)/*-γ$) ieZucOP/W/Kޟߒ%W콺/_n|ΐt߲l*E_Gwoh3%h;1:vtwA`d3hإ-b~ǁT>FLݏ*&(,M^K:mdN8_n !fI%`L+W#Wz(,~^Ɇwζ!PIn$jNdܫ#^9qʕѡo[f`81G c4^M`f[hs(7
xZe`3x,xvh3k:eN5՟Y
2Ca.3ik[Tை?h71fdfe߳3֙~%qs!G!AGk1V|!uknc W#)d3IVEܒ7gt;Cj'F8*#)괺ChJhLX\[8=TF8:~aYGx0R]Gv)uɵ
`E/FcoXNS\xC{МG(O%iЫcr;cM'cm7cgPVvRǃ&>&GݩH=ZFB"Na:%e^,zdS4Mzfhc(5Cs\ӄ(%0؍Ug*z2B.FVKVU0AD`Uy[VZk3s'`dG!qӠ?,2$f]%9svyMy?xZpfϰDb9tu\LLr,4?!>,ZC+g^ooklō9Ag`b
I)7t^]D#\` ޒ?鷳9bmpQo9H6KNqt>nٮKϗE,}8QK<
r@\k)QOOvJ
Ϯ'z>BޡT%S7Vw P4KpOi*I _>fG
٢Vx猉]ma
#۹9CO-]+q%
YuB4rOe'imfLN&ǔnidg\|QBj-W,߁wl؆Fv?
%P)BʛWV$WpzؤO@I
>"6VwEKr>F`