%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 72 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
POI63GAVDO
2022-12-05T11:03:23+03:00
2022-12-05T11:03:23+03:00
2021-07-07T10:35:34+03:00
Adobe Illustrator 25.0 (Windows)
256
184
JPEG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uuid:54151cbc-1a87-4834-85eb-94b8f55ce952
xmp.did:4750e9f6-21a3-d24c-8cbd-aa9ab2d6c60b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ae60924a-714e-49e6-a26f-4743597a5082
xmp.did:cdcc00a9-dc69-c548-8be4-5c801c8aa6ff
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:04337f11-125a-8f48-9e47-955dece835e8
2016-04-11T11:14:06+03:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:4750e9f6-21a3-d24c-8cbd-aa9ab2d6c60b
2021-07-07T10:35:31+03:00
Adobe Illustrator 25.0 (Windows)
/
Print
Adobe Illustrator
True
False
1
21.000156
14.800086
Centimeters
Effra-Bold
Effra
Bold
Open Type
Version 1.000
False
Effra_Std.ttf
EffraLight-Regular
Effra Light
Regular
Open Type
Version 1.000
False
Effra_Std_Lt.ttf
Cyan
Magenta
Yellow
Black
logo teka
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
logo teka
SPOT
100.000000
RGB
219
0
46
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
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 82 0 R/TrimBox[0.0 0.0 595.28 419.53]/Type/Page>>
endobj
74 0 obj
<>stream
HW[s\
~_G3Kom&uS4<땽J$9~ yٳr4}Ԟ8|@ťҨϞ_gKzV_|lxYe?hU.&]şTTg_?_8cf1)GI~'ʓ&|v^lE/_W._U//2:{b^SIN9KdGj{/KdoV/W_SPSFoԡS bzU6,?0?>j}t
6KQSLgQbT_i&oD5{>aK!TBNcVGCmxMp@ǥ/:y?y!拶˵ڻ؉Xw'r:z^ȁ
Pbg"Gà`4ÖEgɕ56__@Xm67rm]\td{C]8!i947KH|~Z +D*8@84\q8c:\|ŧFtVSRt$xΥGjIDQJ!.K@§i*Qc-OXTӤ2C!MuhHTx%_UeQ}2US}qK"82\cH]'!Zhb9e/b9Wmq,=e:$I8#@(SRjs.}6ɣ. \liB受_ 'ڹ|:l4X:mgN\5|)#ms5j1Y3jrUQf=_}:X
GzR9x9jp|E)ΕQS B\1*,㵄D&^