%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
2022-07-27T14:28:41+09:00
2022-07-27T14:28:41+09:00
Adobe Illustrator CC 2017 (Macintosh)
2022-07-27T14:28:41+09:00
256
176
JPEG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xmp.did:849e085c-12b5-4441-acae-6cb0faea053a
uuid:066a4ef1-7ef8-e640-b162-470f44469df8
uuid:149f9315-45ef-11df-863b-000d9355685e
proof:pdf
uuid:67fa4ba0-5985-0f4a-80be-be55b81bc654
xmp.did:f7471072-6a22-46c6-8261-d3ffb062dc0c
uuid:149f9315-45ef-11df-863b-000d9355685e
proof:pdf
saved
xmp.iid:74117FE320071168B133C76B70327B36
2012-05-14T09:49:08+09:00
Adobe Illustrator CS4
/
saved
xmp.iid:849e085c-12b5-4441-acae-6cb0faea053a
2022-07-27T14:28:23+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/mac/Dropbox/_tora_仕事/かなざわ現代詩コンクール/現代詩10_2022 チラシ/images (1).psd
adobe:docid:photoshop:ce5c6e7e-47d3-1180-b782-c7b13145697d
xmp.iid:8502f445-6003-4111-afda-039b664a5dfc
EmbedByReference
/Users/mac/Dropbox/_tora_仕事/かなざわ現代詩コンクール/現代詩10_2022 チラシ/2020_0104_11.psd
adobe:docid:photoshop:e2e4929a-47d3-1180-b782-c7b13145697d
xmp.iid:9a22cb9c-fb6f-42a5-af21-0268c531f845
/Users/mac/Dropbox/_tora_仕事/かなざわ現代詩コンクール/現代詩10_2022 チラシ/images (1).psd
adobe:docid:photoshop:ce5c6e7e-47d3-1180-b782-c7b13145697d
xmp.iid:8502f445-6003-4111-afda-039b664a5dfc
/Users/mac/Dropbox/_tora_仕事/かなざわ現代詩コンクール/現代詩10_2022 チラシ/2020_0104_11.psd
adobe:docid:photoshop:e2e4929a-47d3-1180-b782-c7b13145697d
xmp.iid:9a22cb9c-fb6f-42a5-af21-0268c531f845
application/pdf
現代詩10_2022 チラシ_0727-2
1
False
False
210.000256
297.000111
Millimeters
MatisseProN-B
FOT-マティス ProN
B
Open Type
Version 1.000;PS 1;hotconv 1.0.50;makeotf.lib2.0.16970
False
FOT-MatisseProN-B.otf
RodinProN-M
FOT-ロダン ProN
M
Open Type
Version 1.000;PS 1;hotconv 1.0.50;makeotf.lib2.0.16970
False
FOT-RodinProN-M.otf
RodinProN-DB
FOT-ロダン ProN
DB
Open Type
Version 1.000;PS 1;hotconv 1.0.50;makeotf.lib2.0.16970
False
FOT-RodinProN-DB.otf
RodinProN-B
FOT-ロダン ProN
B
Open Type
Version 1.000;PS 1;hotconv 1.0.50;makeotf.lib2.0.16970
False
FOT-RodinProN-B.otf
RodinBokutohPro-M
FOT-ロダン墨東 Pro
M
Open Type
Version 1.000;PS 1;Core 1.0.35;makeotf.lib1.5.4750
False
FOT-RodinBokutohPro-M.otf
RodinBokutohPro-B
FOT-ロダン墨東 Pro
B
Open Type
Version 1.000;PS 1;Core 1.0.35;makeotf.lib1.5.4750
False
FOT-RodinBokutohPro-B.otf
Black
初期設定のスウォッチグループ
0
K=0
GRAY
PROCESS
0
K=100
GRAY
PROCESS
255
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
K=25
GRAY
PROCESS
63
K=50
GRAY
PROCESS
127
K=75
GRAY
PROCESS
191
K=100
GRAY
PROCESS
255
C=25 M=0 Y=0 K=0
CMYK
PROCESS
25.000000
0.000000
0.000000
0.000000
C=50 M=0 Y=0 K=0
CMYK
PROCESS
50.000000
0.000000
0.000000
0.000000
C=75 M=0 Y=0 K=0
CMYK
PROCESS
75.000000
0.000000
0.000000
0.000000
C=100 M=0 Y=0 K=0
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
C=25 M=25 Y=0 K=0
CMYK
PROCESS
25.000000
25.000000
0.000000
0.000000
C=50 M=50 Y=0 K=0
CMYK
PROCESS
50.000000
50.000000
0.000000
0.000000
C=75 M=75 Y=0 K=0
CMYK
PROCESS
75.000000
75.000000
0.000000
0.000000
C=100 M=100 Y=0 K=0
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
C=0 M=25 Y=0 K=0
CMYK
PROCESS
0.000000
25.000000
0.000000
0.000000
C=0 M=50 Y=0 K=0
CMYK
PROCESS
0.000000
50.000000
0.000000
0.000000
C=0 M=75 Y=0 K=0
CMYK
PROCESS
0.000000
75.000000
0.000000
0.000000
C=0 M=100 Y=0 K=0
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=0 M=25 Y=25 K=0
CMYK
PROCESS
0.000000
25.000000
25.000000
0.000000
C=0 M=50 Y=50 K=0
CMYK
PROCESS
0.000000
50.000000
50.000000
0.000000
C=0 M=75 Y=75 K=0
CMYK
PROCESS
0.000000
75.000000
75.000000
0.000000
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=0 Y=25 K=0
CMYK
PROCESS
0.000000
0.000000
25.000000
0.000000
C=0 M=0 Y=50 K=0
CMYK
PROCESS
0.000000
0.000000
50.000000
0.000000
C=0 M=0 Y=75 K=0
CMYK
PROCESS
0.000000
0.000000
75.000000
0.000000
C=0 M=0 Y=100 K=0
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
C=25 M=0 Y=25 K=0
CMYK
PROCESS
25.000000
0.000000
25.000000
0.000000
C=50 M=0 Y=50 K=0
CMYK
PROCESS
50.000000
0.000000
50.000000
0.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=100 M=0 Y=100 K=0
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
C=25 M=13 Y=0 K=0
CMYK
PROCESS
25.000000
12.500000
0.000000
0.000000
C=50 M=25 Y=0 K=0
CMYK
PROCESS
50.000000
25.000000
0.000000
0.000000
C=75 M=38 Y=0 K=0
CMYK
PROCESS
75.000000
37.500000
0.000000
0.000000
C=100 M=50 Y=0 K=0
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
C=13 M=25 Y=0 K=0
CMYK
PROCESS
12.500000
25.000000
0.000000
0.000000
C=25 M=50 Y=0 K=0
CMYK
PROCESS
25.000000
50.000000
0.000000
0.000000
C=38 M=75 Y=0 K=0
CMYK
PROCESS
37.500000
75.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=0 M=25 Y=13 K=0
CMYK
PROCESS
0.000000
25.000000
12.500000
0.000000
C=0 M=50 Y=25 K=0
CMYK
PROCESS
0.000000
50.000000
25.000000
0.000000
C=0 M=75 Y=38 K=0
CMYK
PROCESS
0.000000
75.000000
37.500000
0.000000
C=0 M=100 Y=50 K=0
CMYK
PROCESS
0.000000
100.000000
50.000000
0.000000
C=0 M=13 Y=25 K=0
CMYK
PROCESS
0.000000
12.500000
25.000000
0.000000
C=0 M=25 Y=50 K=0
CMYK
PROCESS
0.000000
25.000000
50.000000
0.000000
C=0 M=38 Y=75 K=0
CMYK
PROCESS
0.000000
37.500000
75.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=13 M=0 Y=25 K=0
CMYK
PROCESS
12.500000
0.000000
25.000000
0.000000
C=25 M=0 Y=50 K=0
CMYK
PROCESS
25.000000
0.000000
50.000000
0.000000
C=38 M=0 Y=75 K=0
CMYK
PROCESS
37.500000
0.000000
75.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=25 M=0 Y=13 K=0
CMYK
PROCESS
25.000000
0.000000
12.500000
0.000000
C=50 M=0 Y=25 K=0
CMYK
PROCESS
50.000000
0.000000
25.000000
0.000000
C=75 M=0 Y=38 K=0
CMYK
PROCESS
75.000000
0.000000
37.500000
0.000000
C=100 M=0 Y=50 K=0
CMYK
PROCESS
100.000000
0.000000
50.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=25 M=13 Y=13 K=0
CMYK
PROCESS
25.000000
12.500000
12.500000
0.000000
C=50 M=25 Y=25 K=0
CMYK
PROCESS
50.000000
25.000000
25.000000
0.000000
C=75 M=38 Y=38 K=0
CMYK
PROCESS
75.000000
37.500000
37.500000
0.000000
C=100 M=50 Y=50 K=0
CMYK
PROCESS
100.000000
50.000000
50.000000
0.000000
C=25 M=25 Y=13 K=0
CMYK
PROCESS
25.000000
25.000000
12.500000
0.000000
C=50 M=50 Y=25 K=0
CMYK
PROCESS
50.000000
50.000000
25.000000
0.000000
C=75 M=75 Y=38 K=0
CMYK
PROCESS
75.000000
75.000000
37.500000
0.000000
C=100 M=100 Y=50 K=0
CMYK
PROCESS
100.000000
100.000000
50.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=13 M=25 Y=13 K=0
CMYK
PROCESS
12.500000
25.000000
12.500000
0.000000
C=25 M=50 Y=25 K=0
CMYK
PROCESS
25.000000
50.000000
25.000000
0.000000
C=38 M=75 Y=38 K=0
CMYK
PROCESS
37.500000
75.000000
37.500000
0.000000
C=50 M=100 Y=50 K=0
CMYK
PROCESS
50.000000
100.000000
50.000000
0.000000
C=13 M=25 Y=25 K=0
CMYK
PROCESS
12.500000
25.000000
25.000000
0.000000
C=25 M=50 Y=50 K=0
CMYK
PROCESS
25.000000
50.000000
50.000000
0.000000
C=38 M=75 Y=75 K=0
CMYK
PROCESS
37.500000
75.000000
75.000000
0.000000
C=50 M=100 Y=100 K=0
CMYK
PROCESS
50.000000
100.000000
100.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=13 M=13 Y=25 K=0
CMYK
PROCESS
12.500000
12.500000
25.000000
0.000000
C=25 M=25 Y=50 K=0
CMYK
PROCESS
25.000000
25.000000
50.000000
0.000000
C=38 M=38 Y=75 K=0
CMYK
PROCESS
37.500000
37.500000
75.000000
0.000000
C=50 M=50 Y=100 K=0
CMYK
PROCESS
50.000000
50.000000
100.000000
0.000000
C=25 M=13 Y=25 K=0
CMYK
PROCESS
25.000000
12.500000
25.000000
0.000000
C=50 M=25 Y=50 K=0
CMYK
PROCESS
50.000000
25.000000
50.000000
0.000000
C=75 M=38 Y=75 K=0
CMYK
PROCESS
75.000000
37.500000
75.000000
0.000000
C=100 M=50 Y=100 K=0
CMYK
PROCESS
100.000000
50.000000
100.000000
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageB]/Properties<>/Shading<>/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
16 0 obj
<>stream
HWێH}3R#3*|E`5-#B,@]Uw=]tۉvÇʒ)K?^ڻXdk6ԁRe6߰W?/R}jmSsL:$s SDT/~
,[`}w!Eu?q"Mʕǁ13kcCu5,X0
ɦr}u&|ohOrnG>+ӧIrW>HG/X35EV
ΙmDGMږ"H̄(Gѐv;ȸ9Qy
\M-o:GC;RH\Tj_?l`r|r_TW8ՈG!b\rK֒|'Rjoj,&XcOm
LuK:;Skլw5N}#́!΅6⣫I{Å0Nl[+1tПyhk6KMm\?/ku#c/DZP ܬ&u=MkZ7{EH%}8{X[-ݞ4vq%]#w7]2{wq\QG9:o9:hαGShzrreOLof[Rӵ