%PDF-1.6
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Manifesto Seminario 26.11.21 new
Adobe Illustrator 25.2 (Macintosh)
2021-11-11T11:32:22+01:00
2021-11-11T11:32:22+01:00
2021-11-11T11:32:22+01:00
180
256
JPEG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xmp.did:d3f1fd96-ac49-43f0-b1e2-70fd87678c4f
uuid:f1170db3-fe39-1340-b297-044b62a65fca
uuid:76F0C5E02EDC11E192D3BEA3FFDA03B0
proof:pdf
xmp.iid:729ca123-ebc0-477d-9c1d-2ca741300ee6
xmp.did:729ca123-ebc0-477d-9c1d-2ca741300ee6
uuid:76F0C5E02EDC11E192D3BEA3FFDA03B0
default
saved
xmp.iid:FF7F11740720681183D1A0257A014944
2014-12-18T16:00:53+01:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:d3f1fd96-ac49-43f0-b1e2-70fd87678c4f
2021-11-11T11:32:20+01:00
Adobe Illustrator 25.2 (Macintosh)
/
EmbedByReference
/Volumes/War SSD/gianlucaguerraADV/Ordine Avvocati/• 2021 Presidente Tatozzi/Convegni/26 novembre/tribunalechieti-777x437.jpg
adobe:docid:photoshop:78be73d4-b119-f047-a50f-2511b170e5d8
xmp.iid:83f65a13-f3df-4f82-b4a2-5a83336bb131
Print
Adobe Illustrator
Adobe PDF library 15.00
1
True
False
230.000099
330.000187
Millimeters
Cyan
Magenta
Yellow
Black
PANTONE 7463 C
PANTONE 7465 C
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
CMYK Rosso
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Giallo
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Verde
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blu
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=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
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=100 M=81 Y=36 K=28 1
CMYK
PROCESS
100.000000
80.784315
36.078432
28.235295
PANTONE 7545 C
SPOT
100.000000
LAB
34.509804
-4
-12
PANTONE 7709 C
SPOT
100.000000
LAB
67.450981
-23
-14
PANTONE 3165 C
SPOT
100.000000
LAB
27.843138
-30
-16
PANTONE 628 C
SPOT
100.000000
LAB
85.490196
-12
-7
PANTONE 7465 C
SPOT
100.000000
LAB
70.196075
-40
-2
PANTONE 7464 C
SPOT
100.000000
LAB
80.000000
-17
-3
PANTONE 7463 C
SPOT
100.000000
LAB
15.686275
-6
-24
PANTONE Green C
SPOT
100.000000
LAB
57.647060
-77
0
PANTONE 802 C
SPOT
100.000000
LAB
75.294121
-63
63
PANTONE 5747 C
SPOT
100.000000
LAB
27.450981
-8
22
PANTONE 377 C
SPOT
100.000000
LAB
59.215687
-25
60
PANTONE 5815 C
SPOT
100.000000
LAB
33.725491
-2
26
C=55 M=45 Y=42 K=7 1
CMYK
PROCESS
54.778361
45.328450
41.840237
7.208361
C=27 M=100 Y=100 K=34 1
CMYK
PROCESS
27.058825
99.607843
100.000000
33.725491
PANTONE Rubine Red C
SPOT
100.000000
LAB
43.921570
79
13
PANTONE Red 032 C
SPOT
100.000000
LAB
55.294117
72
43
PANTONE Bright Red C
SPOT
100.000000
LAB
57.647060
72
62
PANTONE Warm Gray 6 C
SPOT
100.000000
LAB
65.098038
3
5
PANTONE 445 C
SPOT
100.000000
LAB
36.470589
-4
-2
PANTONE 505 C
SPOT
100.000000
LAB
29.019608
31
5
PANTONE 507 C
SPOT
100.000000
LAB
68.235291
29
-1
PANTONE 510 C
SPOT
100.000000
LAB
81.568626
18
1
C=29 M=64 Y=83 K=16 1
CMYK
PROCESS
29.321736
63.689631
83.044171
15.725948
C=22 M=47 Y=91 K=3 1
CMYK
PROCESS
22.352941
47.058824
90.588236
2.745098
Gruppo colori per stampa
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000000
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000000
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000000
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000000
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000000
5.000000
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000000
0.000000
10.000000
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000000
10.000000
5.000000
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000000
10.000000
0.000000
Scala di grigio
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 651.969 935.434]/Type/Page>>
endobj
8 0 obj
<>stream
HWˎdI
WWv_n~c;|9[cYnvOn؎'<MV?{w^8-$_1g*tsf,?mksPᄡ㻿~ȿ)Gwiޮ
[Z_zSǧc&s
|ҏ7ᙤ"Ӕk+t:u~xS[6@ fS7t!SދwxS[2Os
\qбyTJ4P?hYI.QNk٦r9+=L#6}B;UN>rNÞل)(uN4F*U3k%Z^L}>0Gy͔&hD9;Αi5Si/b1Mȱ^2[2R(ᓆOYM?2fݙk-ȶ=P!J(y)CqW)vts_Ex&A5ޘ1cNٖo*5oOO!EH&02u3![,oa!;pW R=Xa9D¥͎{]># UD5h4qBhay4JwGyRCwv3)v[SϵT*n;@])GP.lAsGb-fi)uz7,/k\tE@(vjؤ(f1^(Ax)^zkņ/PEl Vc"80+K@0GA"mBp V/ִj `[+d o-tYr|Qs2ӤMMo4VcUmA?g7+?9yꋺ5Ǭ
k31<]/us`E-=ijA|:`kgEdn(XՎ4R5e)R
5хMެ6{Y5
Fh0
1<ׄ@UyXT`S1R![kRRsbW5*F{uY7gl5^m:!y C"kEP;bIP}Nz>DƂ0|zOU08t)`x[+5XcW,v꺮 `i!tƦ kJゎ^`1$ P/z @}L\0rTC[kYo@59BhAB)/sHOr'16s`wӶvɐjV)I_FP~+
F'ɼz&5U;e[wpy=M*-}!_n=OM}`ȏ&ct5la?Qqn{@
fތ'8T^2nhSjY
#xZR;Q&*o0 M> *vLaz7+c+
]M2݀'