%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
baionseimei_0416
2018-04-16T11:00:59+09:00
2018-04-16T11:00:59+09:00
2018-04-16T11:00:59+09:00
Adobe Illustrator CC 2017 (Macintosh)
256
84
JPEG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:4dbd3cca-deaa-ce4e-b1c2-5ca154580be3
xmp.did:c2c7caf7-ed51-42e4-bfed-1dc609915751
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:e2a93dce-7e4d-174e-99ed-ad315d9f2760
xmp.did:3851f092-3c31-48d8-81da-14635b18016a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:3851f092-3c31-48d8-81da-14635b18016a
2018-03-27T16:59:16+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:c2c7caf7-ed51-42e4-bfed-1dc609915751
2018-04-16T11:00:52+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/magicprint/Desktop/gantoku.tif
EmbedByReference
/Users/magicprint/Desktop/photo2.jpg
/Users/magicprint/Desktop/gantoku.tif
/Users/magicprint/Desktop/photo2.jpg
Print
True
True
1
363.999639
256.998611
Millimeters
Cyan
Magenta
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
C=50 M=100 Y=0 K=0 1
CMYK
PROCESS
49.803922
100.000000
0.000000
0.000000
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-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 1031.81 728.5]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 1031.81 728.5]/Type/Page>>
endobj
17 0 obj
<>stream
HWK,Й
мз)ђIQxax1
PА=Л
Ьxсы;TVe}оxx]С%ўDЪ^чиd+јїЏЫўќsйўљ}БЙЫ>ЛnеЧ^ћм>DіЎuћэя\ЪIѓ/@mшіпnндоеkЗнZ§Ёa
_зВебwЭ6/uзRлv§КФЇЏЫGьЁ6>ЁћгYЫїУњиНѕzW)[WНОhКщ§;*RыоD§[:Уі)ЎпбQё}Ж1ПЃS}юнЬџЋS=y9SеЋZvwе#gхІњУlХR$џfZЅM'ДХЧЗЌTЉэБй$тѓ|TпGhY3пl" їЕlќЎWbRПтЛТРпQ*[Y7дЪиgЉШУ;н>lojИ(iu_0vщvZас№УХпуюИgZ4о BG)Р
№їrЬнQя$yічхt_с_G!њ&Хрl aэпЖ_Ьuш.БO5|е]QЧpIPсНЬЃ}!хo%u7ћ;ш$Ў