%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 12 0 R 13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Шеврина Лилия Михайловна
2020-12-11T17:45:09+06:00
2020-12-11T17:45:09+06:00
2020-12-11T17:45:09+06:00
Adobe Illustrator CC 22.0 (Windows)
256
168
JPEG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:32b1a656-bfb4-4c68-943f-075c4b0c2f15
xmp.did:def28083-342b-9540-a175-7e0886cb56e2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:724e3637-a238-f74c-87be-b12861d75a96
xmp.did:724e3637-a238-f74c-87be-b12861d75a96
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6c625fd7-414f-0c45-a7ab-c7ff61132841
2019-11-23T17:13:54+06:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:def28083-342b-9540-a175-7e0886cb56e2
2020-12-11T17:45:07+06:00
Adobe Illustrator CC 22.0 (Windows)
/
EmbedByReference
C:\Users\user\Desktop\фестивали 2018 год\Dolce Musica\mammy stamp.png
0
0
C:\Users\user\Desktop\фестивали 2018 год\Dolce Musica\mammy stamp.png
0
0
Print
False
True
1
841.890000
595.276000
Points
Mozer-Book
Mozer
Book
TrueType
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596;YWFTv17
False
Mozer-Book.ttf
Mozer-Regular
Mozer
Regular
TrueType
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596;YWFTv17
False
Mozer-Regular.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
Mozer-SemiBold
Mozer
SemiBold
TrueType
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596;YWFTv17
False
Mozer-SemiBold.ttf
Mozer-Heavy
Mozer
Heavy
TrueType
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596;YWFTv17
False
Mozer-Heavy.ttf
NautilusPompilius
Nautilus Pompilius
Regular
Open Type
001.000
False
8343.otf
MuseoSansCyrl-100
MuseoSansCyrl 100
100
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.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
0
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
0
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
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 28 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
16 0 obj
<>stream
H͎[?WQ/6A;a{mEVvwCv9SUYQ[~֗Zb_ߗ~v?>߿\)5JKyuoSZ>=~ey[~O^&_'xȥ/չlq5kŭ-㟟r(
z_b*u->ރhs;_ҚW[=^b]5|ƭ PS6?o4^}hktay3ta#uQ^o떿on?;}[ZYSOKu1(kxP:IKum>c|y̞W@"vmQd]>?fZy xץ fn3y6-%k=<<_Ke$ŶkK(\9/9FMqO`QރQKF5َpɣF2)O=p
Śq==jZHۮޏs.mx1;O6XJ=L|Dom|c2WQpH|d_ce2=6ol~MƵiϰkXrrGLmu-锻\x S7z~kIxH|%iaZC(IW-d+}n_jP!w<+9gC@mSV&lg=eK.~Zn1[rاwM|;st+BPwXTI41g gPOWP0P߈qsl')k0nAգWk