%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R 8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
意匠図-1_拡大
2020-03-11T11:09:47+09:00
2020-03-11T11:09:47+09:00
2020-03-11T11:09:47+09:00
Adobe Illustrator 24.1 (Macintosh)
256
172
JPEG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uuid:4e9c1ade-7c0a-9349-80d6-b559ececb256
xmp.did:247e0cfa-af63-4dac-b143-797279984be6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:dee636a7-aa69-de4a-b90b-99392645dc34
xmp.did:55ab552a-7ef1-4c13-b83e-53ff741e3159
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:8d1ac0e6-92e2-4479-b77a-2f84a3fb10c7
2020-02-19T14:15:33+09:00
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:247e0cfa-af63-4dac-b143-797279984be6
2020-03-11T11:09:45+09:00
Adobe Illustrator 24.1 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
420.000007
297.000005
Millimeters
Magenta
Yellow
Black
DIC 100s
DIC 215s
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
DIC 218s
SPOT
100.000000
LAB
47.058800
-32
-21
DIC 215s
SPOT
100.000000
LAB
57.647099
-51
6
DIC 117s*
SPOT
100.000000
LAB
61.960800
63
39
DIC 83s*
SPOT
100.000000
LAB
74.902000
37
61
DIC 99s
SPOT
100.000000
LAB
65.882401
-34
-34
DIC 98s*
SPOT
100.000000
LAB
68.627403
-38
-24
DIC 100s
SPOT
100.000000
LAB
60.392200
-22
-32
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Properties<>>>/Thumb 16 0 R/TrimBox[8.50389 8.50389 1199.06 850.394]/Type/Page>>
endobj
11 0 obj
<>stream
HlWˎ
Wt)Oue`mѐ=g^Ɇꞙ+L>/}k~풶m\Ҟlvoou˗
{[]{y7˗fF=é<=Y}rk)lۃ{C[JQ#tJcomnCOa;:\}y.2a6
;Pۥ쳌:9z1x_Ǟo״]^>)5pvy\mύ!N+mo
k`7_u+{)F-^QCLnCw#|/^ڨͽЇ4:DҞwO8=0&Ef X<8Q9^gmw=dƜ9҄jYΎkr;Am=QL0Q8ʏQ"'U] Z{A9Sdz#4
L)4b.Ǎuqf鸯$%&ylRQS&3 R_wz,AcOȣHN[3y/2Se]q-טVu<+>yO6ObV>'ogsy"'6bY/<A0=(R|3,v> ΅N HQ@NDbC<2 F,F@
n ctUF@4gNYՊXzyCCt`UH ǖWx".=l/n%b