%PDF-1.6
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
F954shorts-template
2021-11-10T10:15:41+09:00
2021-11-10T10:15:41+09:00
2021-11-10T10:15:41+09:00
Adobe Illustrator 24.3 (Macintosh)
256
184
JPEG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:da00f1da-667f-1347-8311-884c75491b35
xmp.did:9b31f9bf-eb45-4723-96bc-e10c2fac1879
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:4d7527ac-c64c-4965-80f9-99889559d74d
xmp.did:4d7527ac-c64c-4965-80f9-99889559d74d
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:419c088f-e0df-4f8b-ae98-bfb5a5defbc0
2021-10-21T09:27:12+09:00
Adobe Illustrator 24.3 (Macintosh)
/
saved
xmp.iid:9b31f9bf-eb45-4723-96bc-e10c2fac1879
2021-11-10T10:15:37+09:00
Adobe Illustrator 24.3 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
297.000000
210.000000
Millimeters
Cyan
Magenta
Yellow
Black
хцшЈхЎуЎуЙуІуЉуууАуЋуМу
0
ууЏуЄу
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
ууЉууЏ
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK уЌуу
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK уЄуЈууМ
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK уАуЊуМуГ
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK уЗуЂуГ
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK ууЋуМ
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK ууМуГуП
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
PANTONE Process Black C
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
уАуЌуМ
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
шМу
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<>/Pattern<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
7 0 obj
<>stream
HмWлЎ$9|яЏш8ЕvкщЫ№XэЯh4Ы эAь џODdЙЊN9H+ФЂцtTЙвщМE8нўхћOЗя~џёЫ§ћ?ўјИљѓэЛпќюњлэgМ%жЪJkwяc%їћЯ7Оњ|{Бт[)рqѕЂGyГ/O>н~М}ћпћt