%PDF-1.6
%
199 0 obj
<>stream
h[k0 r1QkG[XqCHKKa:GG>X 0R
&S^+M*&y3qkٔמd/XKq{Rʩ7,s=ݔ\-?ȩz*Uh@őɠMUן9eg,DXqT#YgvXnM"T5
>Mgp3EߌqME4ęk"nfu50!~C[glW?kK8N2Pqe
@](A.TԅTWK7\,%KoOCV@4O@[-Vmifok.qC7 w7U?A$nT7:{q[Z;[~?ߊoe·*[9d%|ٱxbv"1;θS;}s 0 ++N
endstream
endobj
200 0 obj
<>stream
htok0ƿJSaI\@ًk{Ӱ.)u_"7!{=1fC&&`b24a#ٌ/h⯛|sSq5`yB] rLǭL?ԨIqcǐ]+/BGO4Eh>?N,M"*䳪%cHegIvXEGtp̳+J _}%+/vɱER+XI [S
endstream
endobj
1 0 obj
<>/OCGs[16 0 R 17 0 R 18 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
festoni babbo natale color
2020-11-03T15:52:59+01:00
2020-11-03T15:52:59+01:00
2019-12-01T10:54:31+01:00
Adobe Illustrator 24.0 (Macintosh)
256
156
JPEG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:0484589e-d0fa-6c49-be4b-88a61588c538
xmp.did:e835b218-7c15-4dc1-b84f-1a38d8c32c23
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:bad5342b-df29-4119-93bf-5a5c5b766b75
xmp.did:bad5342b-df29-4119-93bf-5a5c5b766b75
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:5f841254-dbd9-484e-a32d-02ad47ab5966
2019-05-24T11:19:38+02:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:e835b218-7c15-4dc1-b84f-1a38d8c32c23
2019-12-01T10:54:28+01:00
Adobe Illustrator 24.0 (Macintosh)
/
Print
Adobe Illustrator
Adobe PDF library 15.00
1
False
False
297.000000
105.000000
Millimeters
CooperBlack
Cooper Black
Regular
Open Type
Version 1.51
False
COOPBL.TTF
Tornac-Regular
Tornac
Regular
Open Type
Version 1.001
False
.25641.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
endstream
endobj
16 0 obj
<>
endobj
17 0 obj
<>
endobj
18 0 obj
<>
endobj
19 0 obj
[18 0 R 17 0 R 16 0 R]
endobj
22 0 obj
<>
endobj
23 0 obj
<>
endobj
51 0 obj
<>stream
HݮdG
)욲"" >rӓs@ qt4㲗?7__~q~
|SzO|ji|_n)8~}||O;[K5?zͩoͪqZ)iz|Yɗ1U[Z0ќsagxZ'lkjy-42c56z㔅FI=+ZSƘV.>yx[hFmo3lN,ΝqGmz
ʜ쏡abXp3]as
}y=18pÏ7ǓkprJ'^nMeyJQ,:ywN>LJk}`LG% 8po}PMfb?WF2{V^Q U.5bET
|vvJ=q?R
;kmM%𔔅@ pLM+ֹD(
S{Ӹ>N,p}H0s2!^ԕS<xeY8_M\-ˊABjA#EK,͌4/gh˸;3CW+Ve2Y8uR.aJ^b_e0DkXb