%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
KIDS-programma A3
2017-12-20T20:32:14+01:00
2017-12-20T20:32:14+01:00
2017-12-20T20:32:14+01:00
Adobe Illustrator CC (Macintosh)
256
168
JPEG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uuid:a4d2e0e5-c6de-3b40-9216-99cda0661c78
xmp.did:bc2eed6d-e35e-4da8-82cd-12c23ff44cac
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:7fdabef6-d503-4826-b396-aad7a1b5770e
xmp.did:7fdabef6-d503-4826-b396-aad7a1b5770e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7fdabef6-d503-4826-b396-aad7a1b5770e
2017-12-20T12:58:37+01:00
Adobe Illustrator CC (Macintosh)
/
saved
xmp.iid:bc2eed6d-e35e-4da8-82cd-12c23ff44cac
2017-12-20T20:32:08+01:00
Adobe Illustrator CC (Macintosh)
/
EmbedByReference
/Users/mac/Documents/> LAVORI.../> LAVORI 2017/KIDS 2018/KIDS_manifesti/Links/LOGO CITTA' DI LECCE.jpg
EmbedByReference
/Users/mac/Documents/> LAVORI.../> LAVORI 2017/KIDS 2018/KIDS_manifesti/Links/factory-NERO.tif
EmbedByReference
/Users/mac/Documents/> LAVORI.../> LAVORI 2017/KIDS 2018/KIDS_manifesti/Links/logoPat-NERO2.tif
EmbedByReference
/Users/mac/Documents/> LAVORI.../> LAVORI 2017/KIDS 2018/KIDS-programma/kids-programm.tif
EmbedByReference
/Users/mac/Documents/> LAVORI.../> LAVORI 2017/KIDS 2018/KIDS_manifesti/Links/LOGO CITTA' DI LECCE.jpg
EmbedByReference
/Users/mac/Documents/> LAVORI.../> LAVORI 2017/KIDS 2018/KIDS_manifesti/Links/factory-NERO.tif
EmbedByReference
/Users/mac/Documents/> LAVORI.../> LAVORI 2017/KIDS 2018/KIDS_manifesti/Links/logoPat-NERO2.tif
EmbedByReference
/Users/mac/Documents/> LAVORI.../> LAVORI 2017/KIDS 2018/KIDS-programma/kids-programm.tif
EmbedByReference
/Users/mac/Documents/> LAVORI.../> LAVORI 2017/KIDS 2018/kids4 livelli-3.tif
Print
True
True
1
29.700008
41.999958
Centimeters
Junction-Regular
Junction
Regular
TrueType
Version 1.056
False
junction-regular.ttf
Junction-Bold
Junction
Bold
TrueType
Version 001.001
False
junction-bold.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-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
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 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
6 0 obj
<>stream
HlWˎ%9߯ێ-3Bb !v
Z]בqDė~qxk\+/Ӹ9-/*Oy5O?Jq#z~[
ĪQK[!_g9kpPo{KWY|!T@P1N??rxS{| {,?K_=ދo^Q(.?3`%{rGIRL'K*
?7>uYzm|[yM,AnA!sª^77Jl#ГOZyBmM@[J߾rZ3+`:o!Gόu먭(tSw8-Lo=1eH}my9$LoF_p_}LBuǝ1i_:Kޓ8@dEYT-AtFc!FRp:we ^AܶmN/`~:FJ̍lS f|ޑ0ѳ3[1KQ}.Hy[V
8ZOksy"
U,<ܷ w'v(NK;(bہ
z
1Gr[
e12sC7UO`i җz$iq5~`Y8 Ze18(3Eׁ\*P}yrl|b2F&j+%'礛B5391,[)gVqLY6:C
}°7{~hIN,S'Qeo%Ls:#%o6m,:.Z$&@$iK^gwe Vk#ks4?co&K8yxsBԍS'$jȊ~h>qqԜIja% ;l[:,|Db%$BteWSx {0(,3 ~G@>0^/ڻ<%wӎUKmdAc}ŏ,ݠzܧ:bst. ɎWv
Z½й"_3NAbb7?#Mpg:`EokILgdL㿰Ìpu=
MƄ˸ӓ5[
\:E
b@K^p@i d Ŧ8BQ7qPu낸H
I,v/a-ab90'%GdS9VQF]>:j`y8_[{vDX#hȤ#*z49{2{j"vguiE@!$,䨀͉L86$%'GgMh\5g{شl.5l`37NWN͑jc W~-DK?h,gլ\nV&x^]cm$ tmEH&WX3Y.&Ǽ3㵞Ҷ$Msq&JNt`iN1k=9٩I\Zi`ZR4}BO"c^