%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R 11 0 R 9 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Prohibited Items for Spectators - Stela 1.2x2.4m v1
2022-10-25T12:44:41+03:00
2022-10-25T12:44:41+03:00
2022-10-25T12:44:41+03:00
Adobe Illustrator 27.0 (Macintosh)
220
256
JPEG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uuid:12651a90-a091-2d47-8314-8c9bf3d1f135
xmp.did:b5fb25ce-ece4-4b81-90e4-19262c6bd127
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6184b73e-20c2-1b49-ade5-732967484744
xmp.did:10819e40-f55f-4389-93d6-68aa26a8023a
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:f5365783-c645-4434-8180-c0798407acd9
2022-08-10T11:02:32+03:00
Adobe Illustrator 26.0 (Macintosh)
/
saved
xmp.iid:b5fb25ce-ece4-4b81-90e4-19262c6bd127
2022-10-25T12:44:39+03:00
Adobe Illustrator 27.0 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
1200.000000
2400.000000
Millimeters
Graphik-Medium
Graphik
Medium
Open Type
Version 1.001;PS 001.001;hotconv 1.0.57;makeotf.lib2.0.21895
False
GraphikMedium.otf
GraphikArabic-SemiBold
Graphik Arabic
SemiBold
Open Type
Version 1.1 | wf-rip DC20170820
False
Graphik Arabic SemiBold.ttf
GraphikArabic-Bold
Graphik Arabic
Bold
Open Type
Version 1.1 | wf-rip DC20170820
False
Graphik Arabic Bold.otf
IBMPlexMono-Bold
IBM Plex Mono
Bold
Open Type
Version 2.000
False
.39877.otf
Cyan
Magenta
Black
light purple
dark red
turquoise
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
C=0 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
PANTONE 2040 C
SPOT
100.000000
LAB
49.019608
74
18
PANTONE 2623 C
SPOT
100.000000
LAB
25.490196
37
-27
PANTONE 325 C
SPOT
100.000000
LAB
75.686272
-32
-9
Pur VOL
PROCESS
100.000000
CMYK
69.999999
100.000000
0.000000
0.000000
light purple
SPOT
100.000000
CMYK
69.999999
100.000000
0.000000
0.000000
turquoise
SPOT
100.000000
CMYK
63.999999
0.000000
37.000000
0.000000
dark red
SPOT
100.000000
CMYK
0.000000
100.000000
61.000001
0.000000
Mar MED
PROCESS
100.000000
CMYK
28.999999
100.000000
69.999999
27.000001
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 16.07
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 3401.57 6803.15]/Type/Page/PieceInfo<>>>
endobj
15 0 obj
<>stream
HWn
)Fm@WEQE`ۻvdv,;_R$o(𐇢_~|MO~Mf~}oxϯ'=ɲ672waV;䕳q"g49lie'ijDM쓊!G'"'땍n26y?*h.(<5'ٟܟ-tCOߟ(*2f{F+XN&6A7m*3 ijxim1%8j`}Y\Y]
%xdZp`Qq}~Tt $%)4^6<
QbC0LQ>ٞIw7>,"k.LZO!h6@.G" w3,&Z^-Ψ&VrQ%_`YOJ!rwFn3,@bD7L.M<BqO'7c D{EiZ}[FN'9Za"$Eaݳ
?6p7e%O%ev9xw,e$eYʪqʪA#w8HLV!vvH8߃?fiV&iY ^hwaq'Y'Yi&Y&'Yi&Y&'Yi&Yi1G4oA'ѩm9,Kqch-h&'4&g4Wg3=H?+Ũi6
g=5xc4-4nNT-NLTMNLTMNҴfȪ;p[!TL.4sJq|wRK^49,nNr7Zgn8I\g
A%8O
_dR!8ܙ\\Wf>AYITə
KΊgY&'iM&C9+~=L;zu4
cnalvalCX5Y:
3Y)~!,
g\..fc.VXp2L3^{,\38s$}!&aP~p,>ǑLcR:@Ge%7 L~mpR(Thٗ_p9s90em 8]mIMFY'B9]hl:*&b68`t.V: q| |0g19KeŇធn+J s$