%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
summer2
2017-01-25T17:30:10+09:00
2017-01-25T17:30:10+09:00
2017-01-25T17:30:10+10:00
Adobe Illustrator CS6 (Windows)
152
256
JPEG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=
uuid:7ba6bfe4-38cc-44e4-a689-ca10d82e0e9a
xmp.did:8E3DC49517E2E6118E5CBC43BB45A03F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:46a98622-f87f-704a-a86a-73dd28eea131
xmp.did:A4D5BD7DC365E111835FF2FC000FBA2B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8E3DC49517E2E6118E5CBC43BB45A03F
2017-01-25T17:30:03+09:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\honhon\Downloads\QR_Code (1).gif
Print
False
True
1
515.910156
728.500000
Pixels
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
8 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 36 0 R/TrimBox[8.50389 8.50391 524.414 737.004]/Type/Page>>
endobj
9 0 obj
<>stream
H\Wˎl
WsEm 1:8xNb ;G(>ԗ?|s}7oٯvO7Z\?