%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
3.小学3年
2018-05-15T17:58:40+09:00
2018-05-15T17:58:40+09:00
2018-05-15T17:58:40+10:00
Adobe Illustrator CS6 (Windows)
256
184
JPEG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uuid:7137c76f-d803-490c-b3ea-55aa4e28da5f
xmp.did:6FACAB3E0E58E811848EF72DBE8BABEB
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:46a98622-f87f-704a-a86a-73dd28eea131
xmp.did:A4D5BD7DC365E111835FF2FC000FBA2B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6FACAB3E0E58E811848EF72DBE8BABEB
2018-05-15T17:58:30+09:00
Adobe Illustrator CS6 (Windows)
/
Print
False
False
1
419.999514
296.999959
Millimeters
Impact
Impact
Regular
Open Type
Version 5.00
False
impact.ttf
HiraKakuStd-W8
ヒラギノ角ゴ Std
W8
Open Type
7.10
False
HiraKakuStd-W8.otf
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
KozGoPr6N-Bold
小塚ゴシック Pr6N
B
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Bold.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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 64 0 R/TrimBox[8.50389 8.50391 1199.05 850.394]/Type/Page>>
endobj
12 0 obj
<>stream
HtWMd9ׯxgھ2H
VsZ, tUuhG?;NgF凯ot+Mo/O|?wqrَ5W=tV}u/:qa09YNﷳuY2'8gWww~eƨl͎Zqӷ=̫6~1ߡD;JlNO^J73͏&Aϼ^ym_{QUnjoq_|ʟ+ hyzVN]5ϗyi=[s:&} ]ynYS~-
4_5i\p"7O8@l=qu+NY