%PDF-1.5
%
1 0 obj
<>/OCGs[19 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Halloweencamp2018_ura
2018-07-20T20:35:39+09:00
2018-07-20T20:35:39+09:00
2018-07-20T20:35:39+10:00
Adobe Illustrator CS6 (Windows)
184
256
JPEG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uuid:b821ab25-0f0b-4e3c-ba5f-ea3c37493f6d
xmp.did:102B6C20C28BE811ADB8EAEAB1C14E7B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ab52667f-494e-431c-be2d-817e354fb5ac
xmp.did:1E7395AF6289E8119842CF6EFCA19D12
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F5B97D351E54E6118F69CC818BCC278D
2016-07-28T02:19+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:102B6C20C28BE811ADB8EAEAB1C14E7B
2018-07-20T20:35:32+09:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\mayo\Desktop\Halloween\2a973614441df3be341a70e667fda2e6.gif
EmbedByReference
C:\Users\mayo\Downloads\yjimage.jpg
Print
False
True
1
210.001652
296.999959
Millimeters
CooperBlackStd
Cooper Std
Black
Open Type
Version 2.088;PS 002.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
CooperBlackStd.otf
HGPSoeiKakupoptai
HGP創英角ポップ体
標準
TrueType
Version 5.02
False
HGRPP1.TTC
HGMaruGothicMPRO
HG丸ゴシックM-PRO
標準
Open Type
Version 5.02
False
HGRSMP.TTF
MS-PMincho
MS P明朝
標準
TrueType
Version 5.01
False
msmincho.ttc
KozGoPr6N-ExtraLight
小塚ゴシック Pr6N
EL
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-ExtraLight.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-Medium
小塚ゴシック Pr6N
M
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Medium.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
KozGoPr6N-Heavy
小塚ゴシック Pr6N
H
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Heavy.otf
KozGoPro-Regular
小塚ゴシック Pro
R
Open Type
Version 4.013;PS 4.003;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPro-Regular.otf
KozGoPro-Heavy
小塚ゴシック Pro
H
Open Type
Version 4.013;PS 4.003;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPro-Heavy.otf
KozMinPr6N-Light
小塚明朝 Pr6N
L
Open Type
Version 6.014;PS 6.002;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozMinPr6N-Light.otf
KozMinPr6N-Regular
小塚明朝 Pr6N
R
Open Type
Version 6.014;PS 6.002;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozMinPr6N-Regular.otf
KozMinPr6N-Bold
小塚明朝 Pr6N
B
Open Type
Version 6.014;PS 6.002;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozMinPr6N-Bold.otf
KozMinPr6N-Heavy
小塚明朝 Pr6N
H
Open Type
Version 6.014;PS 6.002;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozMinPr6N-Heavy.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
21 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 37 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
22 0 obj
<>stream
Hlͮe7)ݶ.Sb]%A$۳Q@ҷYjᄍ>r\r;~OoO|={~ոcƸ~Ǐ:`u=nk]??]x{k?ǫz}lqEwߵ]o?صp0[zŚXlWؘ펥Œe\Oc^ߵY,xΥvg嘡Yk|$m{Lټ1uڸk_X{nv[|8+Evl"