%PDF-1.6
%âãÏÓ
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
大地ã®å†ç”Ÿå®Ÿè·µãƒžãƒ‹ãƒ¥ã‚¢ãƒ«
2022-12-02T10:00:38+09:00
2022-12-02T10:00:38+09:00
2022-12-02T10:00:38+10:00
Adobe Illustrator 26.5 (Windows)
256
128
JPEG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uuid:c61c82ed-0d4b-4cab-9d7a-c71cbf111930
xmp.did:94baea9a-1b8e-3a49-9a96-eefb965dd3e0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:3ec04ae2-e90e-4dec-8d54-7caf4b238e3f
xmp.did:a627e10e-c284-1844-9bc2-86dda325abae
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:c5edbda0-a8ad-1a40-a7ba-c43752ec6c2e
2022-11-11T12:53:12+09:00
Adobe Illustrator 26.5 (Windows)
/
saved
xmp.iid:94baea9a-1b8e-3a49-9a96-eefb965dd3e0
2022-12-02T10:00:26+09:00
Adobe Illustrator 26.5 (Windows)
/
EmbedByReference
C:\Users\yosino-r\Desktop\★書店普åŠ\★新刊事å‰æ³¨æ–‡æ›¸\19大地ã®å†ç”Ÿ\内容見本\里山・農地ã®å†ç”Ÿ.psd
xmp.did:27728053-d788-1145-bbf9-39b27d1aa0cc
xmp.iid:27728053-d788-1145-bbf9-39b27d1aa0cc
C:\Users\yosino-r\Desktop\★書店普åŠ\★新刊事å‰æ³¨æ–‡æ›¸\19大地ã®å†ç”Ÿ\内容見本\里山・農地ã®å†ç”Ÿ.psd
xmp.did:27728053-d788-1145-bbf9-39b27d1aa0cc
xmp.iid:27728053-d788-1145-bbf9-39b27d1aa0cc
Print
Adobe Illustrator
Adobe PDF library 16.07
1
True
False
210.000144
297.000083
Millimeters
Cyan
Magenta
Yellow
Black
åˆæœŸè¨å®šã®ã‚¹ã‚¦ã‚©ãƒƒãƒã‚°ãƒ«ãƒ¼ãƒ—
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ãƒãƒ¼
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
R=240 G=199 B=130
PROCESS
100.000000
CMYK
9.091325
27.197680
53.224993
0.000000
R=245 G=170 B=70
PROCESS
100.000000
CMYK
5.716030
42.301059
75.399405
0.000000
R=250 G=120 B=70
PROCESS
100.000000
CMYK
0.000000
66.942853
69.781029
0.000000
R=240 G=200 B=120
PROCESS
100.000000
CMYK
9.826810
26.324862
58.175015
0.000000
R=230 G=170 B=90
PROCESS
100.000000
CMYK
13.305867
40.390629
68.120849
0.000000
R=210 G=170 B=110
PROCESS
100.000000
CMYK
23.010604
37.146562
60.607308
0.000000
R=210 G=170 B=70
PROCESS
100.000000
CMYK
24.060425
36.514837
79.018843
0.000000
R=255 G=255 B=255
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=245 G=230 B=180 1
PROCESS
100.000000
CMYK
7.141222
11.120775
35.345995
0.000000
R=240 G=200 B=70
PROCESS
100.000000
CMYK
11.035325
25.281146
77.798122
0.000000
R=250 G=130 B=70
PROCESS
100.000000
CMYK
0.033570
62.365144
71.273363
0.000000
R=230 G=100 B=60
PROCESS
100.000000
CMYK
11.300831
73.650718
76.690316
0.000000
R=70 G=100 B=70
PROCESS
100.000000
CMYK
76.992446
53.206682
80.459291
15.182726
R=137 G=160 B=137
PROCESS
100.000000
CMYK
52.901500
30.603492
49.069962
0.000000
R=160 G=100 B=92
PROCESS
100.000000
CMYK
45.374227
68.581671
61.040664
1.898222
R=80 G=50 B=60
PROCESS
100.000000
CMYK
69.109631
81.835657
65.389484
36.298159
R=130 G=100 B=120
PROCESS
100.000000
CMYK
58.611429
65.810633
42.938885
0.488289
R=240 G=190 B=120
PROCESS
100.000000
CMYK
8.899061
31.989011
56.581974
0.000000
R=197 G=129 B=50
PROCESS
100.000000
CMYK
29.300374
56.694895
87.347215
0.000000
C=20 M=0 Y=80 K=45
PROCESS
100.000000
CMYK
20.000000
0.000000
80.000001
44.999999
C=0 M=83 Y=90 K=10
PROCESS
100.000000
CMYK
0.000000
82.999998
89.999998
10.000000
R=50 G=60 B=80
PROCESS
100.000000
CMYK
85.842675
77.975124
56.496525
25.467306
R=50 G=80 B=140
PROCESS
100.000000
CMYK
87.908751
74.111539
25.125504
0.000000
R=249 G=247 B=246
PROCESS
100.000000
CMYK
3.097581
3.591974
3.530937
0.000000
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
è¼ã
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
<>/ProcSet[/PDF/ImageC]/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
7 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/Thumb 32 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
18 0 obj
<>stream
H‰lWIŽ$¹¼ç+âCçê|®tÐYH̨e3-éÿ23'#³ªÎ
‹ ¾˜/LGÂ?;þuûåÏ¿þxüúûÿ÷÷çñ㟷_þô×tüã?7+õL½%Ÿ3—Ãì´VŽ»mØñã×Ûo·?néðj§Ï£ÍvæÑûÂøþ·ãß·?p@c
bf;J:gw;ßoü€ß3çyÜĶ¿-óŒ4±ñœÕu`Çãfg©u³³ûÞdç´ YÛ7J«G;Sn!ºõlžg€r¶Ü!8Õyä3§A³MÈ(cBÂVJ