%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Лифлет
2021-05-24T14:03:03+03:00
2021-05-24T14:03:03+03:00
2021-05-24T14:03:03+03:00
Adobe Illustrator CC 23.0 (Macintosh)
256
232
JPEG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uuid:a2d17140-b11d-2e43-a706-b2e0b0890289
xmp.did:d5d00c8f-81b8-4ab7-bfdd-3332848657f5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:5950430b-42a3-4f4b-a1e4-0accd848a497
xmp.did:5950430b-42a3-4f4b-a1e4-0accd848a497
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:12f64af9-e71c-48ba-885d-469437e64c94
2021-04-23T11:44:37+05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:d5d00c8f-81b8-4ab7-bfdd-3332848657f5
2021-05-24T14:03+03:00
Adobe Illustrator CC 23.0 (Macintosh)
/
EmbedByReference
/Users/asakoval/Downloads/Иллюстрация_без_названия.png
EmbedByReference
/Users/asakoval/Downloads/shema_buklet_3faltsa_euro_a4.jpg
EmbedByReference
/Users/asakoval/Desktop/Снимок экрана 2021-05-05 в 10.00.38.png
/Users/asakoval/Downloads/Иллюстрация_без_названия.png
/Users/asakoval/Downloads/shema_buklet_3faltsa_euro_a4.jpg
/Users/asakoval/Desktop/Снимок экрана 2021-05-05 в 10.00.38.png
Print
False
True
1
402.000000
210.000000
Millimeters
Lato-Regular
Lato
Regular
TrueType
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
Lato-Regular_1.ttf
Lato-Semibold
Lato
Semibold
TrueType
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
Lato-Semibold_2.ttf
Lato-Black
Lato
Black
TrueType
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
Lato-Black_3.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
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
Белый
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Черный
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK красный
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK желтый
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK зеленый
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK голубой
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK синий
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK пурпурный
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=70 M=50 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
R=56 G=122 B=182
PROCESS
100.000000
CMYK
79.684132
47.061872
5.343709
0.000000
R=202 G=229 B=255
PROCESS
100.000000
CMYK
18.127717
3.329518
0.000000
0.000000
R=38 G=198 B=218
PROCESS
100.000000
CMYK
65.606159
0.000000
15.637445
0.000000
R=113 G=51 B=54
PROCESS
100.000000
CMYK
37.439534
81.683069
67.458606
39.887083
R=80 G=94 B=131
PROCESS
100.000000
CMYK
76.446170
63.610280
28.332952
8.856336
R=251 G=168 B=148
PROCESS
100.000000
CMYK
0.000000
41.300067
36.035705
0.000000
R=255 G=141 B=104
PROCESS
100.000000
CMYK
0.000000
55.474174
58.632791
0.000000
R=255 G=199 B=87
PROCESS
100.000000
CMYK
0.000000
22.973983
76.137936
0.000000
R=36 G=173 B=178
PROCESS
100.000000
CMYK
74.062711
9.198138
32.614630
0.000000
R=124 G=201 B=125
PROCESS
100.000000
CMYK
53.044933
0.000000
68.346679
0.000000
Оттенки серого
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
Яркость
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
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 75 0 R/TrimBox[5.66928 5.66928 1145.2 600.945]/Type/Page>>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 91 0 R/TrimBox[5.66928 5.66928 1145.2 600.945]/Type/Page>>
endobj
76 0 obj
<>stream
HWjd}?_Q?Хu/F-lALC'!H6M>ksi{'`?xS}[Rz0W9pq|<8]}>N:
ň$gK5e%kz?~0ߙw;0M%ِdkAƜ\-tLl_v&'@'vjf7,▭
0j5jD<|}uOSvQfF g#
/RN|3eȽi热% V24Aje%Y0,+_3pe37y:ʷ8kT˰T\w+W&3Nh#'0FgS-dBB2_@T.ɣh`:+l##B[aX