%PDF-1.6
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
barbie-reading-a-book-by-the-fireplace-coloring-page
2022-01-18T20:45:13+03:00
2022-01-18T20:45:13+03:00
2022-01-18T20:45:13+04:00
Adobe Illustrator CC 2017 (Windows)
212
256
JPEG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=
uuid:3e669494-2f03-4a1a-be99-9bff842f428e
xmp.did:9d1b637a-e764-1b4f-8dc3-d6b0ce95a59a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:2eca275f-d034-654a-a466-ac1c5d430a95
xmp.did:2eca275f-d034-654a-a466-ac1c5d430a95
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:cbe27b72-70f8-4a4a-bc52-de6f16f10546
2020-12-05T21:00:08+03:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:9d1b637a-e764-1b4f-8dc3-d6b0ce95a59a
2022-01-18T20:45:11+03:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
C:\Users\efosh\OneDrive\MasaУМstУМ\barbie23534.png
xmp.did:249B2831788611ECB170D3F4CFB6475C
xmp.iid:249B2830788611ECB170D3F4CFB6475C
C:\Users\efosh\OneDrive\MasaУМstУМ\barbie23534.png
xmp.did:249B2831788611ECB170D3F4CFB6475C
xmp.iid:249B2830788611ECB170D3F4CFB6475C
Print
False
True
1
215.900000
279.400000
Millimeters
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
TitilliumWeb-Regular
Titillium Web
Regular
TrueType
Version 1.002;PS 57.000;hotconv 1.0.70;makeotf.lib2.5.55311
False
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
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
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
7 0 obj
<>stream
HlWЫn,ЗмїWшІ(zЌя,ГШy Б8ЬпЇЊЈqNb3CЖZ"dz?jMГ{ђцчZ+ѕagщЯгяЧћёхЛЏ9§ђзсf%eќЧК\FэЉV=ЪЅЧnmщхэјђ§[NџџујџяGѓ,uЅЖN+
?+ЮЏу,Ѓ_fmЯ~{§LZуФ.5ѕ ca Юр|cXКхГты!иpю%еєrTјнЊЇrVl`јЌщ~TМи 6SpъlЃІУOЯАљ\Есгs9гѕ~ТWl\ЮїЧщЮс]?[YДЁcџvZkXu+ЇС ;Їыйш+бфєхшчДАjSуЬuPtЌАtщ[УК
8зЭFБ.Ѓu/ѕГ{ЁH,ЊЩЪоgКСЅ?іqр
јЛЮт<R^g[мЌєС РА1 DєЦ`NИмЭгЂг3 ЧІVd[;iЧxж`pсKРХЁЙ`\gyEь№6)ољ0K7ФaєжйЬЈzМDЬфђ
Чс)dзуHќ,tа!d§vtyГyVBЧє
=d2СUcёТ*8гPРИLvФџE>ѕЅ3Ї
s
ц8ч^d9rЙ2L2
іlы)=с