%PDF-1.6
%
1 0 obj
<>/OCGs[6 0 R 7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
fisir_fisir_ek1
2022-01-09T14:36:02+03:00
2022-01-09T14:36:02+03:00
2022-01-09T14:36:02+03:00
Adobe Illustrator 26.0 (Macintosh)
256
92
JPEG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uuid:8d3fb541-8440-ec43-98da-fa7d066565de
xmp.did:b7e42aea-bf1c-47fc-aab9-fc311629acf3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:d74d7a86-4098-4ebd-8735-0b6fb7dad665
xmp.did:d74d7a86-4098-4ebd-8735-0b6fb7dad665
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:6a0ca4d0-5e06-41eb-a50c-4c1713f71805
2021-10-07T18:19:55+03:00
Adobe Illustrator 25.0 (Macintosh)
/
saved
xmp.iid:b7e42aea-bf1c-47fc-aab9-fc311629acf3
2022-01-09T14:35:59+03:00
Adobe Illustrator 26.0 (Macintosh)
/
Print
Adobe Illustrator
Adobe PDF library 16.03
1
True
False
42.000000
29.700000
Centimeters
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
lacivertrenk
SPOT
100.000000
RGB
59
59
135
Cyan 100
PROCESS
100.000000
CMYK
32.965589
0.000000
9.506370
0.000000
R=255 G=189 B=54
PROCESS
100.000000
CMYK
0.000000
28.805980
89.697105
0.000000
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 153 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
9 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 164 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
154 0 obj
<>stream
HW͎
O/HQu`H2@6@v=ɗO%EoPx(G9V9{#?|_au\-نUh^ZDO~>R__?|Q]km[G96ǎv>/vt犘sɑOw0E8*w?8㝝e:ONJT"j}@9Wx%.\]kQ3eB+5ھ0GǺ 6=U9kuLٹ <),7/0y}`zƄρJ0FjMDJ-Tk'B㶇̜@ mSX'd&pˠt_WF#}#wc |,ߢOğF_,7Wt~WOܺLgy739S]8oa$ 4a!/](?zrilBhj&~x . }l
_I**as^_bK$6pFmBrÍ.9:c1QwtV)L^-y˙mD+_$̹@\vCcMW'=yĐQ.y@ %X dH pjU+5R678bd|=WҬdFY
|fO_v9ujNY]HS{!hw[@\U^?ID &