%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
nexusReport_056
2019-02-01T18:40:36+09:00
2019-02-01T18:40:36+09:00
2019-02-01T18:40:36+10:00
Adobe Illustrator CS6 (Windows)
180
256
JPEG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uuid:8a17d15d-c8d3-4e66-ba5b-029d601af73b
xmp.did:FF63B9550526E911BC628D9F1FE8B613
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:7bc24230-ee50-42a7-b561-c3f62721e50b
xmp.did:72E1FF52C025E911BBBBB40E02034D40
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:032A50B68BDAE41182409402B089C24C
2015-04-04T14:30:32+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:FF63B9550526E911BC628D9F1FE8B613
2019-02-01T18:39:56+09:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
D:\80_素材\dot\dot_rd.png
EmbedByReference
D:\80_素材\dot\dot_bl.png
EmbedByReference
D:\80_素材\dot\dot_ye.png
EmbedByReference
C:\Users\nexus3\Pictures\10_nexus通信\B03.psd
EmbedByReference
C:\Users\nexus3\Pictures\10_nexus通信\B02.psd
EmbedByReference
C:\Users\nexus3\Pictures\10_nexus通信\B01.psd
EmbedByReference
C:\Users\nexus3\Pictures\10_nexus通信\CE05.psd
EmbedByReference
C:\Users\nexus3\Pictures\10_nexus通信\CE04.psd
EmbedByReference
C:\Users\nexus3\Pictures\10_nexus通信\CE03.psd
EmbedByReference
C:\Users\nexus3\Pictures\10_nexus通信\CE02.psd
EmbedByReference
C:\Users\nexus3\Pictures\10_nexus通信\CE01.psd
EmbedByReference
C:\Users\nexus3\Pictures\10_nexus通信\99_sozai\line.png
EmbedByReference
C:\Users\nexus3\Pictures\10_nexus通信\99_sozai\line.png
EmbedByReference
D:\00_作業中\nexus通信\info_2.png
EmbedByReference
D:\00_作業中\nexus通信\info.png
EmbedByReference
C:\Users\nexus3\Pictures\10_nexus通信\56.psd
Print
False
True
1
419.999514
296.999959
Millimeters
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=0 M=0 Y=61 K=0
CMYK
PROCESS
0.000000
0.000000
61.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 376 CP
PROCESS
100.000000
CMYK
53.999996
0.000000
100.000000
0.000000
PANTONE 140 CP
PROCESS
100.000000
CMYK
19.000000
48.999996
100.000000
53.999996
PANTONE Cool Gray 9 CP
PROCESS
100.000000
CMYK
30.000002
22.000000
17.000000
57.000000
C=76 M=31 Y=6 K=0 1
CMYK
PROCESS
75.539795
31.430500
6.134099
0.000000
C=62 M=22 Y=100 K=0 1
CMYK
PROCESS
61.827999
21.805101
100.000000
0.000000
C=85 M=21 Y=29 K=6 1
CMYK
PROCESS
85.099998
21.179998
28.630001
5.879998
C=25 M=71 Y=84 K=0 1
CMYK
PROCESS
25.000000
71.093796
83.593796
0.000000
C=14 M=11 Y=32 K=0 1
CMYK
PROCESS
14.062500
10.937500
32.031296
0.000000
C=28 M=50 Y=49 K=0 1
CMYK
PROCESS
27.734398
50.000000
48.828102
0.000000
C=63 M=17 Y=23 K=0 1
CMYK
PROCESS
62.969398
17.288500
22.549803
0.000000
C=34 M=7 Y=33 K=0 1
CMYK
PROCESS
34.116100
6.677299
33.301300
0.000000
C=5 M=47 Y=30 K=0 1
CMYK
PROCESS
4.681498
46.979500
30.127399
0.000000
C=41 M=10 Y=4 K=0 1
CMYK
PROCESS
40.961300
10.363901
4.119897
0.000000
C=3 M=13 Y=44 K=0 1
CMYK
PROCESS
2.745098
12.549001
44.313698
0.000000
C=6 M=4 Y=43 K=0 1
CMYK
PROCESS
5.526799
4.031402
42.947994
0.000000
C=16 M=4 Y=7 K=0 1
CMYK
PROCESS
15.878498
3.637701
7.254100
0.000000
C=5 M=49 Y=36 K=0 1
CMYK
PROCESS
4.617399
48.779999
35.571800
0.000000
C=16 M=17 Y=26 K=0 1
CMYK
PROCESS
16.284401
17.019903
26.312696
0.000000
C=23 M=2 Y=11 K=0 1
CMYK
PROCESS
22.922098
1.934803
11.444301
0.000000
C=85 M=52 Y=24 K=0 1
CMYK
PROCESS
85.323898
51.717400
23.944496
0.000000
C=11 M=12 Y=21 K=0 1
CMYK
PROCESS
10.730100
11.782998
21.014702
0.000000
練色
CMYK
PROCESS
9.573502
11.123800
21.884501
0.000000
砂色
CMYK
PROCESS
17.901897
16.739100
33.151699
0.000000
C=19 M=60 Y=45 K=0 1
CMYK
PROCESS
18.915098
59.630699
45.444401
0.000000
C=16 M=20 Y=32 K=0 1
CMYK
PROCESS
15.686297
19.961899
32.434601
0.000000
C=24 M=77 Y=60 K=0 1
CMYK
PROCESS
23.657602
77.264099
59.981697
0.000000
C=58 M=26 Y=37 K=0 1
CMYK
PROCESS
58.272701
25.970900
36.884098
0.000000
C=75 M=11 Y=40 K=0 1
CMYK
PROCESS
75.000000
11.000002
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/XObject<>>>/TrimBox[8.50389 8.50391 1199.05 850.394]/Type/Page>>
endobj
8 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/TrimBox[8.50389 8.50391 1199.05 850.394]/Type/Page>>
endobj
26 0 obj
<>stream
HW$9S|5MWā3j"ɈHWp@#W1NǧNo~xHkq>?_~x_>~z|_?ǧ9_Hs1Rϒmϟ5D㻞mC6E@\jYa.sj- 5=۔Y\Yj>Q=WvCTk
TΞp|g
%u+r+een-3^ rV5vZ.RFekr??>tsNuJgM~9=L1`g|>*P5m[sHtp}LiOhg/ō;{`n8xA:ipa;Sr0d7P`] 5
B57͈Zf0ήué15nU3>aibvfK6u9y]Fzl
ض8I0t!,r`z\*|Ŕ,!CB,R6p8OIKSrP}ك5Aݳ2RI]l䱩TyLnclmejܢcj92 -jMAbQz 9 ts1C&y ZF |[ MZ+%)ЫL(fpKe JJ8jOp7w72r`RZd{]d]
!﴾h0-4]*xzfZszk$4j<