%PDF-1.7
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
autumn_005-02_color
2021-07-26T17:44:56+09:00
2021-07-26T17:44:56+09:00
2021-07-26T17:44:56+10:00
Adobe Illustrator 25.3 (Windows)
256
184
JPEG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uuid:d9d747cc-c230-4b41-9b88-327cac4fe4bb
xmp.did:57d513b8-8409-8d4a-a576-83ce315f64a1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:6d23a247-a843-8248-ba78-50d906bd58d2
xmp.did:6d23a247-a843-8248-ba78-50d906bd58d2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F61A046FD507E811A519E2D1B0F0850E
2018-02-02T18:18:05+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:57d513b8-8409-8d4a-a576-83ce315f64a1
2021-07-26T17:44:53+09:00
Adobe Illustrator 25.3 (Windows)
/
Print
Adobe Illustrator
False
True
1
296.999935
210.001656
Millimeters
Meiryo
メイリオ
レギュラー
TrueType
Version 6.50
False
meiryo.ttc
Meiryo-Bold
メイリオ
ボールド
TrueType
Version 6.50
False
meiryob.ttc
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
C=70 M=1 Y=18 K=0
PROCESS
100.000000
CMYK
69.531298
1.171900
17.968801
0.000000
C=3 M=33 Y=89 K=0
PROCESS
100.000000
CMYK
2.734400
32.812500
89.453101
0.000000
C=67 M=58 Y=55 K=5
PROCESS
100.000000
CMYK
67.058802
57.647097
55.294102
4.705900
C=64 M=55 Y=52 K=2
PROCESS
100.000000
CMYK
63.671899
55.468798
51.562500
1.562500
C=50 M=0 Y=75 K=0
PROCESS
100.000000
CMYK
50.000000
0.000000
75.000000
0.000000
C=50 M=9 Y=0 K=0
PROCESS
100.000000
CMYK
50.000000
9.375000
0.000000
0.000000
C=0 M=63 Y=36 K=0
PROCESS
100.000000
CMYK
0.000000
63.281298
36.328101
0.000000
C=50 M=70 Y=80 K=70
PROCESS
100.000000
CMYK
50.000000
69.999999
80.000001
69.999999
C=0 M=5 Y=10 K=0
PROCESS
100.000000
CMYK
0.000000
5.000000
10.000000
0.000000
C=0 M=0 Y=0 K=80
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
79.998797
C=85 M=10 Y=100 K=0
PROCESS
100.000000
CMYK
85.000002
10.000000
100.000000
0.000000
C=0 M=15 Y=20 K=0
PROCESS
100.000000
CMYK
0.000000
15.000001
20.000000
0.000000
C=0 M=15 Y=47 K=0
PROCESS
100.000000
CMYK
0.000000
15.000001
47.000000
0.000000
C=0 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
100.000000
0.000000
C=15 M=100 Y=90 K=10
PROCESS
100.000000
CMYK
15.000001
100.000000
89.999998
10.000000
C=0 M=50 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
50.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
50.000000
0.000000
100.000000
0.000000
C=0 M=80 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
80.000001
0.000000
0.000000
C=82 M=47 Y=0 K=9
PROCESS
100.000000
CMYK
81.999999
47.000000
0.000000
9.000000
C=0 M=70 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
69.999999
0.000000
0.000000
C=5 M=0 Y=90 K=0
PROCESS
100.000000
CMYK
5.000000
0.000000
89.999998
0.000000
C=0 M=100 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
100.000000
89.999998
0.000000
C=0 M=10 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
10.000000
100.000000
0.000000
C=0 M=25 Y=20 K=0
PROCESS
100.000000
CMYK
0.000000
25.000000
20.000000
0.000000
C=10 M=10 Y=10 K=10
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
10.000000
C=100 M=50 Y=0 K=0
PROCESS
100.000000
CMYK
100.000000
50.000000
0.000000
0.000000
C=20 M=45 Y=85 K=0
PROCESS
100.000000
CMYK
20.000000
44.999999
85.000002
0.000000
C=65 M=25 Y=100 K=0
PROCESS
100.000000
CMYK
64.999998
25.000000
100.000000
0.000000
C=30 M=10 Y=0 K=10 コピー
PROCESS
100.000000
CMYK
30.000001
10.000000
0.000000
10.000000
C=20 M=100 Y=90 K=0
PROCESS
100.000000
CMYK
20.000000
100.000000
89.999998
0.000000
C=74 M=67 Y=64 K=23
PROCESS
100.000000
CMYK
73.977298
67.315203
64.257300
23.477501
C=0 M=35 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
34.999999
89.999998
0.000000
C=72 M=64 Y=61 K=16
PROCESS
100.000000
CMYK
72.000003
63.999999
61.000001
16.000000
C=20 M=20 Y=20 K=20
PROCESS
100.000000
CMYK
20.000000
20.000000
20.000000
20.000000
C=80 M=50 Y=100 K=15
PROCESS
100.000000
CMYK
80.000001
50.000000
100.000000
15.000001
C=40 M=45 Y=50 K=5
SPOT
100.000000
RGB
163
138
119
C=50 M=9 Y=0 K=0 コピー
CMYK
PROCESS
50.000000
9.375000
0.000000
0.000000
C=67 M=82 Y=99 K=58
PROCESS
100.000000
CMYK
66.698706
81.710535
99.191266
58.034635
C=50 M=70 Y=80 K=70 1
PROCESS
100.000000
CMYK
50.000000
69.999999
80.000001
69.999999
C=90 M=50 Y=10 K=0
PROCESS
100.000000
CMYK
89.999998
50.000000
10.000000
0.000000
C=75 M=70 Y=65 K=30
PROCESS
100.000000
CMYK
75.000000
69.999999
64.999998
30.000001
C=0 M=63 Y=36 K=0 コピー
PROCESS
100.000000
CMYK
0.000000
60.000002
34.999999
0.000000
C=30 M=60 Y=85 K=45
PROCESS
100.000000
CMYK
30.000001
60.000002
85.000002
44.999999
C=0 M=90 Y=60 K=0
PROCESS
100.000000
CMYK
0.000000
89.999998
60.000002
0.000000
C=80 M=20 Y=80 K=10
PROCESS
100.000000
CMYK
80.000001
20.000000
80.000001
10.000000
C=55 M=80 Y=85 K=30
PROCESS
100.000000
CMYK
55.000001
80.000001
85.000002
30.000001
C=0 M=50 Y=30 K=0
PROCESS
100.000000
CMYK
0.000000
50.000000
30.000001
0.000000
C=65 M=20 Y=5 K=0
PROCESS
100.000000
CMYK
64.999998
20.000000
5.000000
0.000000
C=20 M=30 Y=60 K=0
PROCESS
100.000000
CMYK
20.000000
30.000001
60.000002
0.000000
C=10 M=35 Y=60 K=30
PROCESS
100.000000
CMYK
10.000000
34.999999
60.000002
30.000001
C=5 M=90 Y=90 K=0
PROCESS
100.000000
CMYK
5.000000
89.999998
89.999998
0.000000
C=0 M=45 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
44.999999
89.999998
0.000000
C=80 M=50 Y=90 K=10
PROCESS
100.000000
CMYK
80.000001
50.000000
89.999998
10.000000
C=0 M=85 Y=65 K=0
PROCESS
100.000000
CMYK
0.000000
85.000002
64.999998
0.000000
C=30 M=0 Y=15 K=0
PROCESS
100.000000
CMYK
30.000001
0.000000
15.000001
0.000000
C=80 M=65 Y=85 K=50
PROCESS
100.000000
CMYK
80.000001
64.999998
85.000002
50.000000
C=20 M=0 Y=35 K=0
PROCESS
100.000000
CMYK
20.000000
0.000000
34.999999
0.000000
C=0 M=0 Y=50 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
50.000000
0.000000
C=75 M=30 Y=40 K=0
PROCESS
100.000000
CMYK
75.000000
30.000001
40.000001
0.000000
C=0 M=30 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
30.000001
0.000000
0.000000
C=70 M=30 Y=30 K=0
PROCESS
100.000000
CMYK
69.999999
30.000001
30.000001
0.000000
C=60 M=50 Y=0 K=0
PROCESS
100.000000
CMYK
60.000002
50.000000
0.000000
0.000000
C=0 M=60 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
60.000002
0.000000
0.000000
C=55 M=0 Y=70 K=0
PROCESS
100.000000
CMYK
55.000001
0.000000
69.999999
0.000000
C=40 M=60 Y=0 K=0
PROCESS
100.000000
CMYK
40.000001
60.000002
0.000000
0.000000
C=65 M=10 Y=20 K=0
PROCESS
100.000000
CMYK
64.999998
10.000000
20.000000
0.000000
C=0 M=10 Y=65 K=0
PROCESS
100.000000
CMYK
0.000000
10.000000
64.999998
0.000000
C=45 M=70 Y=0 K=0
PROCESS
100.000000
CMYK
44.999999
69.999999
0.000000
0.000000
C=10 M=20 Y=50 K=0
PROCESS
100.000000
CMYK
10.000000
20.000000
50.000000
0.000000
C=65 M=55 Y=15 K=0
PROCESS
100.000000
CMYK
64.999998
55.000001
15.000001
0.000000
C=0 M=65 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
64.999998
89.999998
0.000000
C=50 M=70 Y=80 K=10
PROCESS
100.000000
CMYK
50.000000
69.999999
80.000001
10.000000
C=85 M=45 Y=100 K=5
PROCESS
100.000000
CMYK
85.000002
44.999999
100.000000
5.000000
C=70 M=70 Y=70 K=60
PROCESS
100.000000
CMYK
69.999999
69.999999
69.999999
60.000002
C=85 M=50 Y=55 K=0
PROCESS
100.000000
CMYK
85.000002
50.000000
55.000001
0.000000
C=0 M=55 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
55.000001
89.999998
0.000000
C=0 M=60 Y=35 K=0
PROCESS
100.000000
CMYK
0.000000
60.000002
34.999999
0.000000
C=30 M=60 Y=0 K=0
PROCESS
100.000000
CMYK
30.000001
60.000002
0.000000
0.000000
C=50 M=0 Y=50 K=0
PROCESS
100.000000
CMYK
50.000000
0.000000
50.000000
0.000000
C=75 M=20 Y=55 K=0
PROCESS
100.000000
CMYK
75.000000
20.000000
55.000001
0.000000
C=5 M=20 Y=80 K=0
PROCESS
100.000000
CMYK
5.000000
20.000000
80.000001
0.000000
C=0 M=70 Y=35 K=0
PROCESS
100.000000
CMYK
0.000000
69.999999
34.999999
0.000000
C=70 M=65 Y=60 K=15
PROCESS
100.000000
CMYK
69.999999
64.999998
60.000002
15.000001
C=0 M=90 Y=80 K=0
PROCESS
100.000000
CMYK
0.000000
89.999998
80.000001
0.000000
C=50 M=10 Y=20 K=0
PROCESS
100.000000
CMYK
50.000000
10.000000
20.000000
0.000000
C=50 M=40 Y=5 K=0
PROCESS
100.000000
CMYK
50.000000
40.000001
5.000000
0.000000
C=75 M=60 Y=0 K=0
PROCESS
100.000000
CMYK
75.000000
60.000002
0.000000
0.000000
C=30 M=5 Y=5 K=0
PROCESS
100.000000
CMYK
30.000001
5.000000
5.000000
0.000000
C=35 M=30 Y=0 K=0
PROCESS
100.000000
CMYK
34.999999
30.000001
0.000000
0.000000
C=50 M=95 Y=65 K=0
PROCESS
100.000000
CMYK
50.000000
94.999999
64.999998
0.000000
C=45 M=70 Y=45 K=0
PROCESS
100.000000
CMYK
44.999999
69.999999
44.999999
0.000000
C=35 M=80 Y=25 K=0
PROCESS
100.000000
CMYK
34.999999
80.000001
25.000000
0.000000
C=20 M=60 Y=25 K=0
PROCESS
100.000000
CMYK
20.000000
60.000002
25.000000
0.000000
C=35 M=80 Y=45 K=0
PROCESS
100.000000
CMYK
34.999999
80.000001
44.999999
0.000000
C=0 M=60 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
60.000002
89.999998
0.000000
C=55 M=60 Y=65 K=45
PROCESS
100.000000
CMYK
55.000001
60.000002
64.999998
44.999999
C=40 M=80 Y=100 K=0
PROCESS
100.000000
CMYK
40.000001
80.000001
100.000000
0.000000
C=0 M=50 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
50.000000
0.000000
0.000000
C=65 M=80 Y=5 K=0
PROCESS
100.000000
CMYK
64.999998
80.000001
5.000000
0.000000
C=35 M=45 Y=0 K=0
PROCESS
100.000000
CMYK
34.999999
44.999999
0.000000
0.000000
C=50 M=60 Y=5 K=0
PROCESS
100.000000
CMYK
50.000000
60.000002
5.000000
0.000000
C=55 M=60 Y=0 K=0
PROCESS
100.000000
CMYK
55.000001
60.000002
0.000000
0.000000
C=45 M=55 Y=25 K=0
PROCESS
100.000000
CMYK
44.999999
55.000001
25.000000
0.000000
C=50 M=5 Y=45 K=0
PROCESS
100.000000
CMYK
50.000000
5.000000
44.999999
0.000000
C=55 M=60 Y=65 K=35
PROCESS
100.000000
CMYK
55.000001
60.000002
64.999998
34.999999
C=65 M=40 Y=90 K=0
PROCESS
100.000000
CMYK
64.999998
40.000001
89.999998
0.000000
C=5 M=20 Y=0 K=0
PROCESS
100.000000
CMYK
5.000000
20.000000
0.000000
0.000000
C=20 M=84 Y=25 K=0
PROCESS
100.000000
CMYK
20.215152
83.941400
25.119400
0.000000
C=40 M=90 Y=90 K=30
PROCESS
100.000000
CMYK
40.000001
89.999998
89.999998
30.000001
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
6 0 obj
<>stream
HWn\WeeU;0e K#`D)2釬@s˫j:hYdՌR]dawo^?Y{wsY^%k_C[Zҵ͋|4s6 [~/)F]D/w{eZ]Z-iv9rj^kӺRV C]%e[+a@&z y?}h@KLҫs!j|5Ij/T@o0W+""M1h>6ھIHϓkK&C5
OM4ѻ?&
y0c{5I9Ѥ}&s59eWi6Fjסdjջj5Cr|JϥTp%>KpUa-i^oIa"!l'a2D1Z;~q{^?Y7~%^
Bv{X9eCR8Ű//w쯖3[5KjHlA\ka1W;l`qD#8!߸BP0EcLaOA
%5H^~Dٳ1-Jrws]^ʯߜ?O\!,OAאǶ͍j۷?Bnk3^V7x2*#UTDr"gdb߶6XÓrA\j÷Ry>?|ty)]ҋ0|*%":gi'ٿwqy[(_vmGg'q<҇Vq R