%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
инфографика_Рекомендации_ателье
2020-05-10T23:01:09+03:00
2020-05-10T23:01:09+03:00
2020-05-10T23:01:09+03:00
Adobe Illustrator 24.1 (Macintosh)
256
156
JPEG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uuid:7f115f0f-3eac-3944-bc96-4d08ee96cce1
xmp.did:58330606-279d-4725-9cb6-7c5cdb512169
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:8f7e08ff-94b1-4eda-b99f-18f1ec10687a
xmp.did:8f7e08ff-94b1-4eda-b99f-18f1ec10687a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c428b467-e64c-4780-88b0-51cd9ae32751
2020-05-09T11:26:57+03:00
Adobe Illustrator 24.1 (Macintosh)
/
saved
xmp.iid:58330606-279d-4725-9cb6-7c5cdb512169
2020-05-10T23:01:07+03:00
Adobe Illustrator 24.1 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
296.999935
209.999933
Millimeters
Roboto-Bold
Roboto
Bold
TrueType
Version 2.137; 2017
False
Roboto-Bold.ttf
RobotoCondensed-Light
Roboto Condensed
Light
TrueType
Version 2.137; 2017
False
RobotoCondensed-Light.ttf
RobotoCondensed-Bold
Roboto Condensed
Bold
TrueType
Version 2.137; 2017
False
RobotoCondensed-Bold.ttf
Cyan
Magenta
Yellow
Black
Группа образцов по умолчанию
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=0 M=73 Y=74 K=0 1
CMYK
PROCESS
0.000000
73.437500
73.828100
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
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<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/TrimBox[0.0 0.0 841.89 595.275]/Type/Page>>
endobj
6 0 obj
<>stream
HlˮeG
)rU.tD 0@)4R~{-`rW]|wz_7߾/_-/{صOyɿs^VԫvwPO=~)&%9)c|ЧϏvYkY6fW!˼4 kOsyiWXV,cG[ٯviZs^۬vlY]]
|aӸnc~Zޯ9(m\bp[u?϶ӻ_cr1iw\ժuu}]H.2D~2fǬSݔ0l깺:'hgv2I,Z=y&.LjmHU`BA:.]n$ʈ6%@V˺ix뼦
%#+N$VzTab0qB&zdsY/F?@sYCEH
xJY0S8w 7pbJbź=, e M]#V u;HPC%zR5-mbg\d0}Κ#eXHg<'gQoG\HSsKWQ,Ֆ 4ds)OpyF
J$p̚d^ż<+.@qGQO`.6UKh R)Oz5T*
"[pbÈk*D8sMp`q^-FW}eo4*N6OuWB,FRxU+%