%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R 7 0 R 8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
自律神経_A6
2014-11-27T20:46:18+09:00
2014-11-27T20:46:18+09:00
2014-11-27T20:46:18+09:00
Adobe Illustrator CS5
256
196
JPEG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:f249753a-4edd-3b44-a65b-0b8b3c6c3ab9
xmp.did:4A6CB076522068118083C3917306D16E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f36814eb-dae9-e243-91f0-ed0d0a7f6217
xmp.did:299208F1472068118083C3917306D16E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:08801174072068118083CD9A1244A1C6
2014-11-27T13:45:49+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:299208F1472068118083C3917306D16E
2014-11-27T20:45:52+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:4A6CB076522068118083C3917306D16E
2014-11-27T20:46:16+09:00
Adobe Illustrator CS5
/
EmbedByReference
/Users/dotstudio/Desktop/「聞くだけで自律神経が整うCDブック」角材/C背付H1_聞くだけで自律神経が整うCDブック.psd
Print
False
True
1
296.999959
210.001652
Millimeters
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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=0 M=95 Y=25 K=0 1
CMYK
PROCESS
0.000000
95.000000
25.000000
0.000000
グレースケール
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
ビビッド
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[8.50389 8.50391 850.394 603.784]/Type/Page>>
endobj
11 0 obj
<>stream
HW͎&9OQ/5N+aϨ5h{V OD]g$QK9\v:"tG:wϏ?_?|:40dK-t|SVw?`bfc~~<~ id|4g=r~D~l9SٻqKgK1XZ`ĹkWc*i|_v&N6b;Y:OX\g6)&aR`g;'ĩۙz>IL!1
NîݱY*ֹ
gCtifgtxА
;sꇕYj9>%oXNkm /-]yz;S%3VLt4p8+SLb8
f|5OzT
㮣..8ιƈ`SdpWQc%Ęxg1hU"y,BOXɭRtWor9hXE^e,!#T̙ec*}D{*LcWȱ^ƴ^P.ۦ|#aVR\%8|Y0҆@F`yfF6g1.jp!]NaintwOa;e|e4D1s"1Ǵ!NIgFYM#e
S0qNCqt>꾤ch
9Bx{$Nų$E!Q~_4cfDbdd#c^V&M')3Iy.w&Uf,!M28=2W¨Ob
sqP7B`^ï\ '"t@U$i 3&#sTțؚz;dIv2!I<ઘ .:H5Aq<ּ5ޕ3ܣ9:Ui0!o7h+t