%PDF-1.5
%
1 0 obj
<>/OCGs[16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
BAK2017_197_TIK_Ticket Sales Flyer_PDF
2017-04-18T12:08:15+04:00
2017-04-18T12:08:15+04:00
2017-04-18T12:08:15+04:00
Adobe Illustrator CC 2017 (Macintosh)
152
256
JPEG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uuid:532129a3-62ef-434d-8261-20cf18b1efe5
xmp.did:30312464-9a48-4d5b-934b-a5f5e59ea2e9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5e71ac33-4b03-1e4a-8dc0-0598032a761d
xmp.did:e6ed0945-d6c0-43da-9cca-3dcfa95d33bd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8e00b5bf-f2ac-4511-813f-f89d96825465
2017-02-22T17:35:24+04:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:30312464-9a48-4d5b-934b-a5f5e59ea2e9
2017-04-18T12:07:16+04:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
True
True
1
297.000083
210.001556
Millimeters
Gilroy-Regular
Gilroy Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
CaturritaBold-Bold
Caturrita Bold
Bold
TrueType
001.000
False
Armasen - CaturritaBold-Bold.ttf
CaturritaMedium-Medium
Caturrita Medium
Medium
TrueType
1.000
False
Armasen - CaturritaMedium-Medium.ttf
CaturritaRegular
Caturrita Regular
Regular
TrueType
1.000
False
Armasen - CaturritaRegular.ttf
HumstSlab712BT
HumstSlab712 BT
Regular
TrueType
Version 1.01 emb4-OT
False
Bitstream - HumstSlab712 BT Roman.ttf
HumstSlab712BT-Bold
HumstSlab712 BT
Bold
TrueType
Version 1.01 emb4-OT
False
Bitstream - HumstSlab712 BT Bold.ttf
Gilroy-Bold
Gilroy Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
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
Islamic Red
PROCESS
100.000000
CMYK
0.000000
100.000000
89.999998
0.000000
Azeri Gold
PROCESS
100.000000
CMYK
0.000000
25.000000
100.000000
0.000000
Aclha Green
PROCESS
100.000000
CMYK
40.000001
0.000000
100.000000
0.000000
Baku Green
PROCESS
100.000000
CMYK
75.000000
0.000000
100.000000
0.000000
Dark Red
PROCESS
100.000000
CMYK
0.000000
100.000000
89.999998
20.000000
Dark Blue
PROCESS
100.000000
CMYK
100.000000
15.000001
15.000001
20.000000
Mid Green
PROCESS
100.000000
CMYK
60.000002
0.000000
100.000000
0.000000
Mid Gold
PROCESS
100.000000
CMYK
0.000000
34.999999
100.000000
0.000000
C=0 M=100 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
PANTONE 299 C
SPOT
100.000000
LAB
60.784313
-24
-44
PANTONE 369 C
SPOT
100.000000
LAB
61.960785
-39
60
PANTONE 185 C
SPOT
100.000000
LAB
49.803921
77
49
Kapital Deep Red
PROCESS
100.000000
CMYK
29.523155
100.000000
52.983898
38.336766
Kapital Red
PROCESS
100.000000
CMYK
20.471503
100.000000
71.297777
13.345540
Kapital Bright Red
PROCESS
100.000000
CMYK
0.000000
90.847635
75.332260
0.000000
PANTONE 7426 C
SPOT
100.000000
LAB
36.862743
58
18
Mid Blue
PROCESS
100.000000
CMYK
100.000000
10.000000
15.000001
0.000000
Mid Red
PROCESS
100.000000
CMYK
0.000000
100.000000
89.999998
10.000000
Sky Blue
PROCESS
100.000000
CMYK
89.999998
0.000000
10.000000
0.000000
PANTONE Process Cyan C
SPOT
100.000000
CMYK
100.000000
0.000000
0.000000
0.000000
PANTONE Blue 072 C
SPOT
100.000000
LAB
17.647058
43
-76
PANTONE 293 C
SPOT
100.000000
LAB
25.882401
11
-67
C=75 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
75.000000
0.000000
100.000000
0.000000
C=100 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
100.000000
0.000000
0.000000
0.000000
C=62 M=71 Y=0 K=0
PROCESS
100.000000
CMYK
62.124056
70.580602
0.000000
0.000000
C=100 M=98 Y=2 K=3
PROCESS
100.000000
CMYK
100.000000
97.680628
2.172885
2.700847
C=100 M=80 Y=11 K=2
PROCESS
100.000000
CMYK
100.000000
79.998469
11.267261
2.447547
C=0 M=5 Y=95 K=0
PROCESS
100.000000
CMYK
0.000000
5.000000
94.999999
0.000000
C=55 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
55.000001
0.000000
100.000000
0.000000
C=100 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
100.000000
0.000000
100.000000
0.000000
C=98 M=83 Y=20 K=6
PROCESS
100.000000
CMYK
98.437500
83.203125
20.312500
6.250000
C=74 M=16 Y=0 K=0
PROCESS
100.000000
CMYK
73.828125
15.625000
0.390625
0.000000
C=57 M=0 Y=11 K=0
PROCESS
100.000000
CMYK
57.421875
0.000000
10.937500
0.000000
C=37 M=0 Y=13 K=0
PROCESS
100.000000
CMYK
36.718750
0.000000
12.500000
0.000000
C=74 M=64 Y=63 K=81
PROCESS
100.000000
CMYK
74.218750
64.453125
62.500000
80.859375
C=80 M=18 Y=0 K=0
PROCESS
100.000000
CMYK
79.980159
18.033111
0.000000
0.000000
C=67 M=12 Y=100 K=1
PROCESS
100.000000
CMYK
66.863507
11.886778
100.000000
0.915541
C=1 M=100 Y=92 K=0
PROCESS
100.000000
CMYK
0.888075
100.000000
92.129391
0.015259
C=24 M=100 Y=71 K=15
PROCESS
100.000000
CMYK
23.669794
100.000000
70.525670
14.850080
C=80 M=38 Y=4 K=0
PROCESS
100.000000
CMYK
80.468750
38.281250
3.515625
0.000000
C=100 M=79 Y=24 K=8
PROCESS
100.000000
CMYK
100.000000
78.515625
23.828125
7.812500
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 15.00
21.0.1
endstream
endobj
3 0 obj
<>
endobj
18 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 30 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
19 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 38 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
31 0 obj
<>stream
HWi۸_oӵII,>&1PIQxl͌v<ג3߇( IaؖHÜmNl1'r@04#%fAa
"(I3J|?w寃A
]^/fyant5L,u;j9u+Ɏ砣<r<\2A
uXwUU!M%p}#U=ψ?ƙ9n8Fai"ىU/Ugӯb7IłU4jm6yc)+)xCpOєMSKYYBMϾL]4x"yNe^\D^ӑVPz-B*U"=.E9⋕$,#UMF4yJvwG٘$cQ]+ABe]uhɺ<}^qϘBa#yf&Hݿ9#IS] BL(5R'<"/vKW_ʞA0P6VLY{0`4DͶѰBt#iR(*6ߘdž0"KЂӭ[|!"Q44V6|@U(C?]JroUa{%мl>ntT_-nh`7Sv!5q%8#0a$TWu~lXtVr@-M3/(0Krz
Sk
X@C.MY2xmDȈUO+Jb U'Ln8` $~Mj])yGdԗ]x a,Vsߞ|U҂PnîvF&L_?'NWBEKֽ߮H硷z*][eËh&NL{?__mPb~TMO(Uu?[dM$["n>1mVm6STkfsDNp_ozu{