%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
170528_rrfm_ol_A4
2017-05-31T10:03:53+09:00
2017-05-31T10:03:53+09:00
2017-05-31T10:03:53+09:00
Adobe Illustrator CC (Macintosh)
256
160
JPEG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uuid:9f44cea1-c2eb-bd42-9905-1934bfc48796
xmp.did:a7070f65-6615-4290-9a39-eb5a4538a897
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:f45a9887-ee1c-5c43-bbbb-ba577beb2edc
xmp.did:6e0964e2-b96f-4e9f-824b-bd1f454905b1
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:189c8a31-5451-49fb-b4dd-ae4fc05ff23c
2017-04-14T18:29:57+09:00
Adobe Illustrator CC (Macintosh)
/
saved
xmp.iid:a7070f65-6615-4290-9a39-eb5a4538a897
2017-05-31T10:03:41+09:00
Adobe Illustrator CC (Macintosh)
/
/Users/CA03/Desktop/170425_rrfm_n/janken_02.jpg
4D4621C12E076DF0CCAA94F0B258A98E
xmp.iid:078011740720681183D1DBD01BB52B8C
/Users/CA03/Desktop/170425_rrfm_n/janken_01.jpg
xmp.did:5d04beeb-18ed-4b38-95de-aeefde744656
xmp.iid:EED9C0371620681183D1DBD01BB52B8C
/Users/CA03/Desktop/170425_rrfm_n/enogu.jpg
xmp.did:32e17fef-89ca-430c-8535-bf59ea742623
xmp.iid:098011740720681183D1DBD01BB52B8C
/Users/CA03/Desktop/170425_rrfm_n/tshirts.jpg
xmp.did:7f715a47-7650-47c5-a6c4-f3c0acef5a19
xmp.iid:E8D9C0371620681183D1DBD01BB52B8C
/Users/CA03/Desktop/170425_rrfm_n/hon.jpg
57130F3B42CEE7E4F9AA674F003C9FA7
xmp.iid:EAD9C0371620681183D1DBD01BB52B8C
EmbedByReference
/Users/NEKO_MAC/Dropbox/NOW/Really Really Free Market/_納品/170528_rrfm_n/pm.JPG
EmbedByReference
/Users/NEKO_MAC/Dropbox/NOW/Really Really Free Market/_納品/170528_rrfm_n/aokid.jpg
EmbedByReference
/Users/NEKO_MAC/Dropbox/NOW/Really Really Free Market/_納品/170528_rrfm_n/logo2017_0511_枠あり.psd
EmbedByReference
/Users/NEKO_MAC/Dropbox/NOW/Really Really Free Market/_納品/170528_rrfm_n/srrfm_3.JPG
EmbedByReference
/Users/NEKO_MAC/Dropbox/NOW/Really Really Free Market/_納品/170528_rrfm_n/srrfm_2.JPG
EmbedByReference
/Users/NEKO_MAC/Dropbox/NOW/Really Really Free Market/_納品/170528_rrfm_n/janken_02.psd
EmbedByReference
/Users/NEKO_MAC/Dropbox/NOW/Really Really Free Market/_納品/170528_rrfm_n/janken_01.psd
EmbedByReference
/Users/NEKO_MAC/Dropbox/NOW/Really Really Free Market/_納品/170528_rrfm_n/enogu.psd
EmbedByReference
/Users/NEKO_MAC/Dropbox/NOW/Really Really Free Market/_納品/170528_rrfm_n/tshirts.psd
EmbedByReference
/Users/NEKO_MAC/Dropbox/NOW/Really Really Free Market/_納品/170528_rrfm_n/hon.psd
Print
False
True
1
210.000000
297.000000
Millimeters
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
C=100 M=100 Y=70 K=5
PROCESS
100.000000
CMYK
100.000000
100.000000
69.999999
5.000000
C=0 M=100 Y=100 K=5 1
CMYK
PROCESS
0.000000
100.000000
100.000000
5.000000
C=0 M=15 Y=100 K=0 1
CMYK
PROCESS
0.000000
15.000000
100.000000
0.000000
ホワイト
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
ブラック
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK レッド
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK イエロー
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK グリーン
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK シアン
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK ブルー
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK マゼンタ
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 Violet C
SPOT
100.000000
LAB
18.823530
55
-70
武蔵野プレイス
PROCESS
100.000000
CMYK
81.857020
40.317386
16.742198
0.000000
グレー
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
輝き
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 10.01
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/ImageI]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
7 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
31 0 obj
<>stream
HWI$I)