%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
placemat_new 01.12.22
2022-11-28T14:05:54+03:00
2022-11-28T14:05:54+03:00
2022-11-28T14:05:54+03:00
Adobe Illustrator 25.4 (Macintosh)
256
188
JPEG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uuid:5324065f-be1c-0a4b-9943-1214ef0c53f6
xmp.did:2533b1c8-75da-4b62-b37e-c6d201cce840
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:f1c6f0dc-21e2-458d-bfb2-8c247b723559
xmp.did:f1c6f0dc-21e2-458d-bfb2-8c247b723559
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:F47F117407206811871F9A78180A3BD3
2013-11-21T14:09:35+04:00
Adobe Illustrator CS5
/
saved
xmp.iid:2533b1c8-75da-4b62-b37e-c6d201cce840
2022-11-28T14:05:52+03:00
Adobe Illustrator 25.4 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
440.000000
315.000000
Millimeters
Circe-Regular
Circe
Regular
Open Type
Version 1.000; Fonts for Free; vk.com/fontsforfree
False
Circe.otf
Swift-Italic
Swift
Italic
Open Type
002.000
False
Swift Italic.otf
Swift-Bold
Swift
Bold
Open Type
002.000
False
Swift Bold.otf
Cyan
Magenta
Yellow
Black
Группа образцов по умолчанию
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
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 16.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 14 0 R/TrimBox[8.50389 8.50389 1255.75 901.417]/Type/Page>>
endobj
11 0 obj
<>stream
HWێ}X #0o^ÀlL ' ?sxmvwe[pY*Vz7xDO_wN~LO%xI7A*Jv1ZxYiH+o{kwn}ldNeK5%8/;KN
!nxubM?G=+<6L6F/0ĺ*AAASGR;Iz*ߏlA̗PFyknG`ׇ/MDʯKʜ[/L%:A=O!>﵆5x4/_`S͘;}}|{9=PȻ{F{VUdxeA-C(MZm^R|b0bUyځvȡ!e+^WSx$hk]Rem.:5
Ejz
G,GT/y`;S͓W3j`8G2X/G\.eZWL^ꕕdMLݵ\ns}'\sż;銈0QdcV٥iL3|UFDb%ml%gq҈"ǯv|Ώ+N d`zvY3-u _i2_$3i#u8h=&l8~thw^lqPqjujjuVbi˃4.ű`qcG>TRTjݲ]3LX.5117`..f»Q^\k-{Ѡ|3+
qyLgܔ]E