%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 68 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
てんちょーのレッスン
2016-06-24T17:54:49+09:00
2016-06-24T17:54:49+09:00
2016-06-24T17:51:23+09:00
Adobe Illustrator CS6 (Macintosh)
180
256
JPEG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uuid:910e1bf0-8268-c245-8b7c-ed38a8477521
xmp.did:0180117407206811822AEBBB917EE595
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:57f4db75-e221-b949-9c60-c3c2d78a27eb
xmp.did:01801174072068118083A917E63E68A9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118083A917E63E68A9
2016-05-17T17:32:42+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0180117407206811822AEBBB917EE595
2016-06-24T17:51:24+09:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
False
1
210.001652
296.999959
Millimeters
HannotateSC-W5
Hannotate SC
Regular
Open Type
10.11d1
False
Hannotate.ttc
HannotateTC-W7
Hannotate TC
Bold
Open Type
10.11d1
False
Hannotate.ttc
HannotateTC-W5
Hannotate TC
Regular
Open Type
10.11d1
False
Hannotate.ttc
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Regular.otf
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
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
89.999405
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
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
10.000002
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 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 73 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
70 0 obj
<>stream
HW[k%~_J0/'Iaw6$JslOnՑ^wō?ƿ{x\ܟCrTGO3S]Tr1@_\Rm*7aTc8 M1MkSMS.
x:wdB=w<210& vT9ڜ㌧xsSp+\
szve(⁕[!"2_\Kilx
.8yT(R)Q%㋐ g\a`M*q{m