%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
反射材のまとめ
Adobe Illustrator CS6 (Windows)
2019-06-06T18:20:02+10:00
2019-06-06T18:20:02+09:00
2019-06-06T18:20:02+09:00
256
188
JPEG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xmp.did:844468333C88E9119A08D80130B48AB8
uuid:3c21d698-6824-466e-969b-a4dcb148f781
uuid:1382D13DC720E211B1C5B5DAD1FDFADA
proof:pdf
uuid:1a31991c-a1c5-4ce1-8c1c-016e63293fb9
uuid:1382D13DC720E211B1C5B5DAD1FDFADA
uuid:1382D13DC720E211B1C5B5DAD1FDFADA
saved
xmp.iid:844468333C88E9119A08D80130B48AB8
2019-06-06T18:19:35+09:00
Adobe Illustrator CS6 (Windows)
/
Basic CMYK
1
True
False
450.000095
326.999851
Millimeters
Calibri
Calibri
Regular
Open Type
Version 6.21
False
calibri.ttf
ShinGoPr6-Medium
A-OTF 新ゴ Pr6
M
Open Type
Version 1.003;PS 1.2;hotconv 1.0.50;makeotf.lib2.0.15232
False
A-OTF-ShinGoPr6-Medium_1.otf
ShinGoPr6-Light
A-OTF 新ゴ Pr6
L
Open Type
Version 1.003;PS 1.2;hotconv 1.0.50;makeotf.lib2.0.15232
False
A-OTF-ShinGoPr6-Light.otf
RyuminPr6-Light
A-OTF リュウミン Pr6
L-KL
Open Type
Version 1.003;PS 1.2;hotconv 1.0.50;makeotf.lib2.0.15232
False
A-OTF-RyuminPr6-Light.otf
KozGoPro-Regular
小塚ゴシック Pro
R
Open Type
Version 4.001;PS 4;Core 1.0.38;makeotf.lib1.7.12746
False
KozGoPro-Regular.otf
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
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
ホワイト
CMYK
PROCESS
0.000000
0.000000
0.000000
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=16 M=98 Y=92 K=7
CMYK
PROCESS
15.630001
97.659996
91.800003
6.250000
C=0 M=99 Y=97 K=0
CMYK
PROCESS
0.000000
98.439995
96.879997
0.000000
C=0 M=79 Y=96 K=0
CMYK
PROCESS
0.000000
78.909996
95.309998
0.000000
C=0 M=50 Y=98 K=0
CMYK
PROCESS
0.000000
50.000000
97.659996
0.000000
C=0 M=35 Y=87 K=0
CMYK
PROCESS
0.000000
34.379993
86.719994
0.000000
C=5 M=0 Y=93 K=0
CMYK
PROCESS
4.689998
0.000000
92.969994
0.000000
C=19 M=0 Y=98 K=0
CMYK
PROCESS
18.750000
0.000000
97.659996
0.000000
C=50 M=0 Y=99 K=0
CMYK
PROCESS
50.000000
0.000000
98.439995
0.000000
C=74 M=0 Y=99 K=0
CMYK
PROCESS
73.439995
0.000000
98.439995
0.000000
C=86 M=12 Y=100 K=9
CMYK
PROCESS
85.939995
11.720001
100.000000
8.980000
C=88 M=28 Y=95 K=32
CMYK
PROCESS
87.500008
27.730000
94.919998
31.250000
C=76 M=0 Y=75 K=0
CMYK
PROCESS
75.779999
0.000000
75.000000
0.000000
C=78 M=9 Y=46 K=0
CMYK
PROCESS
77.730003
8.980000
45.309998
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.919998
14.840001
0.000000
0.000000
C=87 M=52 Y=0 K=0
CMYK
PROCESS
86.719994
51.559998
0.000000
0.000000
C=99 M=96 Y=4 K=0
CMYK
PROCESS
98.439995
95.309998
3.909999
0.000000
C=100 M=100 Y=26 K=25
CMYK
PROCESS
100.000000
100.000000
25.779999
25.000000
C=74 M=98 Y=1 K=0
CMYK
PROCESS
73.439995
97.659996
0.779998
0.000000
C=49 M=99 Y=1 K=0
CMYK
PROCESS
48.439999
98.439995
0.779998
0.000000
C=34 M=100 Y=37 K=11
CMYK
PROCESS
33.980000
100.000000
36.720001
10.939998
C=12 M=100 Y=49 K=1
CMYK
PROCESS
11.720001
100.000000
48.439999
0.779998
C=0 M=96 Y=20 K=0
CMYK
PROCESS
0.000000
95.309998
19.919998
0.000000
C=23 M=27 Y=40 K=0
CMYK
PROCESS
22.660000
26.559998
39.839996
0.000000
C=40 M=43 Y=52 K=7
CMYK
PROCESS
39.839996
42.970001
51.559998
6.250000
C=50 M=53 Y=61 K=23
CMYK
PROCESS
50.000000
52.730000
60.939999
22.660000
C=57 M=60 Y=64 K=42
CMYK
PROCESS
56.250000
59.380001
63.669998
41.799999
C=23 M=38 Y=63 K=1
CMYK
PROCESS
22.660000
37.500000
62.500000
0.779998
C=32 M=49 Y=74 K=10
CMYK
PROCESS
31.250000
48.439999
73.439995
9.380001
C=36 M=57 Y=84 K=23
CMYK
PROCESS
35.940002
56.250000
83.980003
22.660000
C=39 M=64 Y=93 K=36
CMYK
PROCESS
38.670002
63.669998
92.969994
35.940002
C=41 M=70 Y=96 K=49
CMYK
PROCESS
40.629993
69.919998
95.309998
48.439999
C=47 M=73 Y=83 K=68
CMYK
PROCESS
46.879993
72.659996
82.809998
67.969994
CMYK100
PROCESS
100.000000
CMYK
100.000000
100.000000
100.000000
100.000000
Blue
PROCESS
100.000000
CMYK
100.000000
50.000000
0.000000
0.000000
Yellow
PROCESS
100.000000
CMYK
0.000000
0.000000
100.000000
0.000000
あか
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
おれんじこい2
PROCESS
100.000000
CMYK
0.000000
70.000000
100.000000
0.000000
まぜんた
PROCESS
100.000000
CMYK
0.000000
100.000000
0.000000
0.000000
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
204
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
153
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
C=22 M=46 Y=31 K=0 1
CMYK
PROCESS
21.880001
45.309998
30.859995
0.000000
FOCOLTONE 5014
PROCESS
100.000000
CMYK
0.000000
35.000000
35.000000
35.000000
C=21 M=55 Y=36 K=0 1
CMYK
PROCESS
21.090000
54.689999
35.940002
0.000000
コラム
CMYK
PROCESS
21.090000
54.689999
35.940002
0.000000
C=49 M=100 Y=100 K=25 1
CMYK
PROCESS
48.439999
99.219994
100.000000
25.000000
カラー赤
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
カラー黒
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
カラー黄
PROCESS
100.000000
CMYK
0.000000
20.000000
100.000000
0.000000
カラー白
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
カラー青緑
PROCESS
100.000000
CMYK
100.000000
0.000000
50.000000
0.000000
カラー赤紫
PROCESS
100.000000
CMYK
30.000002
100.000000
0.000000
0.000000
カラー水色
PROCESS
100.000000
CMYK
100.000000
0.000000
0.000000
0.000000
カラーピンク
PROCESS
100.000000
CMYK
0.000000
100.000000
0.000000
0.000000
新規カラースウォッチ 2
PROCESS
100.000000
CMYK
30.000002
100.000000
100.000000
0.000000
新規カラースウォッチ 3
PROCESS
100.000000
CMYK
30.000002
30.000002
100.000000
0.000000
新規カラースウォッチ 13
PROCESS
100.000000
CMYK
10.000000
50.000000
10.000000
0.000000
新規カラースウォッチ 12
PROCESS
100.000000
CMYK
30.000002
50.000000
10.000000
0.000000
新規カラースウォッチ 11
PROCESS
100.000000
CMYK
40.000000
30.000002
10.000000
0.000000
C=0 M=0 Y=50 K=0
CMYK
PROCESS
0.000000
0.000000
50.000000
0.000000
C=0 M=0 Y=30 K=0
CMYK
PROCESS
0.000000
0.000000
29.690002
0.000000
C=0 M=0 Y=15 K=0
CMYK
PROCESS
0.000000
0.000000
14.840001
0.000000
白
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
灰色
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
黒
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
赤色
CMYK
PROCESS
0.000000
39.839996
39.839996
0.000000
橙色
CMYK
PROCESS
0.000000
19.919998
39.839996
0.000000
黄色
CMYK
PROCESS
0.000000
0.000000
39.839996
0.000000
黄緑色
CMYK
PROCESS
19.919998
0.000000
39.839996
0.000000
緑色
CMYK
PROCESS
39.839996
0.000000
39.839996
0.000000
青緑色
CMYK
PROCESS
39.839996
0.000000
19.919998
0.000000
水色
CMYK
PROCESS
39.839996
0.000000
0.000000
0.000000
青色
CMYK
PROCESS
39.839996
19.919998
0.000000
0.000000
紺色
CMYK
PROCESS
39.839996
39.839996
0.000000
0.000000
紫色
CMYK
PROCESS
19.919998
39.839996
0.000000
0.000000
桃色 M40
CMYK
PROCESS
0.000000
39.839996
0.000000
0.000000
赤桃色
CMYK
PROCESS
0.000000
39.839996
19.919998
0.000000
Yellow 3
PROCESS
100.000000
CMYK
3.140000
1.960000
91.369995
0.000000
Yellow 1
PROCESS
100.000000
CMYK
3.140000
1.960000
91.369995
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 1275.59 926.929]/Type/Page>>
endobj
16 0 obj
<>stream
Hܗۊ)&3## d^#^,d-GY3U==:O_r6.^.ؿ,O}O7{~;9=-%cRZ:_NgOIqR\0fqܩrml5rp]_u{e{뛦,©Oo?w4~kF}YhReͣZ|\1.u#G$A}ئF|c0yW60