%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
コケ田んぼ車両デザイン実習
2022-05-03T15:32:26+09:00
2022-05-03T15:32:26+09:00
2022-05-03T15:32:25+09:00
Adobe Illustrator 25.4 (Macintosh)
256
176
JPEG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uuid:e411a602-f182-2045-b2ea-50bb1c1ff2aa
xmp.did:952c13b3-5a8f-484b-8aba-9ca775e89a3c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:fad4b9a8-440d-4fe6-b3c2-8f055f44b1c4
xmp.did:fad4b9a8-440d-4fe6-b3c2-8f055f44b1c4
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:e0e4735b-6c02-4010-8325-87e6aebf43bb
2022-05-03T10:45:10+09:00
Adobe Illustrator 25.4 (Macintosh)
/
saved
xmp.iid:952c13b3-5a8f-484b-8aba-9ca775e89a3c
2022-05-03T15:32:15+09:00
Adobe Illustrator 25.4 (Macintosh)
/
EmbedByReference
/Users/katousakaishou/Downloads/コケ田んぼ提出ドライブQR.png
0
0
EmbedByReference
/Users/katousakaishou/Downloads/コイプレ苔田んぼ/列車図案 線画-02.png
0
0
EmbedByReference
/Users/katousakaishou/Downloads/コイプレ苔田んぼ/列車図案 線画-02.png
0
0
EmbedByReference
/Users/katousakaishou/Downloads/コイプレ苔田んぼ/列車図案 線画_1.png
0
0
EmbedByReference
/Users/katousakaishou/Downloads/コイプレ苔田んぼ/列車図案 線画-02.png
0
0
EmbedByReference
/Users/katousakaishou/Downloads/コイプレ苔田んぼ/列車図案 線画-02.png
0
0
EmbedByReference
/Users/katousakaishou/Downloads/コイプレ苔田んぼ/列車図案 線画_1.png
0
0
EmbedByReference
/Users/katousakaishou/Downloads/コイプレ苔田んぼ/列車図案 線画-02.png
0
0
EmbedByReference
/Users/katousakaishou/Downloads/コイプレ苔田んぼ/列車図案 線画_1.png
0
0
EmbedByReference
/Users/katousakaishou/Downloads/コイプレ苔田んぼ/列車図案 線画-02.png
0
0
EmbedByReference
/Users/katousakaishou/Desktop/Fr使い方ガイド.png
0
0
EmbedByReference
/Users/katousakaishou/Downloads/IMG_0452.jpg
0
0
Print
Adobe Illustrator
Adobe PDF library 16.00
1
True
False
595.276000
841.890000
Points
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
False
KozGoPr6N-Regular.otf
KozGoPr6N-Medium
小塚ゴシック Pr6N
M
Open Type
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
False
.21544.otf
KozGoPr6N-Bold
小塚ゴシック Pr6N
B
Open Type
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
False
.21540.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
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
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
20 0 obj
<>stream
HWَE|ެ:J}",@ă26cȬczfllk=9̌zh
М5gקo^{ݯ/旿O(^/}|sicN<9=P&Ks
#iDqZ7պ)fgbm=ީ~KDc>v/#vÙh91jpx;rPb/\=G x(G=A [!=pTy@UDGIW]oodh X s鞲5C}Jy$E2s=ԕHv9= 妵@BC. G {L@Xribe":z~%I:& Up4LRy*0uh^