%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R 15 0 R 12 0 R 16 0 R 17 0 R 13 0 R 18 0 R 19 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
P-Flex_ proto_PI_v1.0-outline
2018-07-03T09:46:08+09:00
2018-07-03T09:46:08+09:00
2018-07-03T09:46:07+10:00
Adobe Illustrator CC 22.1 (Windows)
256
180
JPEG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uuid:9401e217-b419-431f-abed-5ba0c9242c3b
xmp.did:cf14cde3-2112-1149-8514-ef206c49462b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5e55f25c-fc3b-46f1-b76c-a02be0f1da5a
xmp.did:1ee51858-cc66-3148-8a25-19f3e22eddf4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:adb5aef6-a4af-4c14-aaed-98f68b4fae8c
2017-07-31T19:43:47+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:cf14cde3-2112-1149-8514-ef206c49462b
2018-07-03T09:45:49+09:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
G:\My Drive\shinya\GFS-Downloads\201807\IMG_0774.JPG
0
0
G:\My Drive\shinya\GFS-Downloads\201807\IMG_0774.JPG
0
0
Print
False
True
1
210.000000
297.000000
Millimeters
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
ATC-4e6f746f2053616e732d526f626f746f5f42
Noto Sans-Roboto_B
ATC
True
temp2
NotoSansCJKjp-Bold.otf
NotoSansCJKjp-Bold.otf
NotoSansCJKjp-Bold.otf
NotoSansCJKjp-Bold.otf
Roboto-Medium.ttf
Roboto-Bold.ttf
ATC-4e6f746f2053616e732d526f626f746f5f52
Noto Sans-Roboto_R
ATC
True
temp1
NotoSansCJKjp-Medium.otf
NotoSansCJKjp-Medium.otf
NotoSansCJKjp-Medium.otf
NotoSansCJKjp-Medium.otf
Roboto-Regular.ttf
Roboto-Regular.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
[Registration]
CMYK
PROCESS
100.000000
100.000000
100.000000
100.000000
[Registration]
CMYK
PROCESS
100.000000
100.000000
100.000000
100.000000
[レジストレーション]
CMYK
PROCESS
100.000000
100.000000
100.000000
100.000000
ホワイト
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
CMYK レッド
CMYK
PROCESS
12.500000
98.437500
100.000000
0.000000
CMYK イエロー
CMYK
PROCESS
7.031250
5.078125
85.937500
0.000000
CMYK グリーン
CMYK
PROCESS
80.859375
23.046875
94.140625
0.000000
CMYK シアン
CMYK
PROCESS
75.390625
27.343750
0.000000
0.000000
CMYK ブルー
CMYK
PROCESS
100.000000
98.437500
29.296875
0.000000
CMYK マゼンタ
CMYK
PROCESS
14.453125
95.703125
16.015625
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
31.250000
100.000000
97.265625
0.781250
C=0 M=90 Y=85 K=0
CMYK
PROCESS
10.937500
89.453125
85.937500
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
10.546875
79.296875
95.312500
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
7.421875
51.562500
93.359375
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
7.031250
37.500000
83.593750
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
10.937500
5.078125
87.109375
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
25.390625
6.250000
91.406250
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
52.734375
8.203125
98.046875
0.000000
ブラック
CMYK
PROCESS
78.125000
81.250000
82.812500
66.406250
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.781250
10.546875
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
82.812500
28.515625
100.000000
0.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
88.671875
48.046875
100.000000
12.109375
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.781250
10.156250
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
77.734375
19.921875
46.875000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
72.265625
23.828125
7.031250
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
86.328125
54.296875
9.375000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.921875
23.828125
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
53.515625
8.203125
C=75 M=100 Y=0 K=0
CMYK
PROCESS
78.125000
100.000000
16.406250
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
57.031250
100.000000
16.015625
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
47.265625
100.000000
45.703125
1.171875
C=10 M=100 Y=50 K=0
CMYK
PROCESS
21.093750
98.828125
54.296875
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
12.890625
94.140625
27.734375
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
27.734375
26.953125
41.406250
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
44.140625
48.437500
50.781250
0.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
58.984375
58.203125
66.796875
7.421875
C=55 M=60 Y=65 K=40
CMYK
PROCESS
64.453125
67.578125
73.437500
25.390625
C=25 M=40 Y=65 K=0
CMYK
PROCESS
28.515625
41.796875
65.234375
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
39.453125
54.296875
78.515625
0.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
48.828125
66.015625
88.671875
8.984375
C=40 M=65 Y=90 K=35
CMYK
PROCESS
52.734375
71.484375
100.000000
19.921875
C=40 M=70 Y=100 K=50
CMYK
PROCESS
56.250000
77.734375
100.000000
33.984375
C=50 M=70 Y=80 K=70
CMYK
PROCESS
65.625000
81.250000
97.656250
56.640625
C=100 M=50 Y=0 K=0
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
C=90 M=74 Y=19 K=0
CMYK
PROCESS
89.999998
74.000001
19.000000
0.000000
1
PROCESS
100.000000
CMYK
0.000000
100.000000
30.000001
0.000000
C=80 M=0 Y=80 K=0
CMYK
PROCESS
80.000000
0.000000
80.000000
0.000000
C=73 M=54 Y=9 K=0
CMYK
PROCESS
73.000000
54.000000
9.000000
0.000000
C=0 M=0 Y=0 K=95 1
CMYK
PROCESS
0.000000
0.000000
0.000000
94.999999
C=100 M=70 Y=20 K=0
PROCESS
100.000000
CMYK
100.000000
69.999999
20.000000
0.000000
C=2 M=82 Y=55 K=0
PROCESS
100.000000
CMYK
2.000000
81.999999
55.000001
0.000000
カラーグループ 1
1
C=90 M=74 Y=19 K=0
CMYK
PROCESS
90.000000
74.000000
19.000000
0.000000
グレー
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
78.125000
81.250000
82.812500
66.406250
C=0 M=0 Y=0 K=90
CMYK
PROCESS
75.781250
71.875000
69.921875
39.062500
C=0 M=0 Y=0 K=80
CMYK
PROCESS
70.703125
63.671875
60.937500
14.843750
C=0 M=0 Y=0 K=70
CMYK
PROCESS
63.281250
55.078125
51.953125
1.562500
C=0 M=0 Y=0 K=60
CMYK
PROCESS
54.296875
45.312500
42.578125
0.000000
C=0 M=0 Y=0 K=50
CMYK
PROCESS
44.921875
35.937500
33.984375
0.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
35.156250
27.734375
25.781250
0.000000
C=0 M=0 Y=0 K=30
CMYK
PROCESS
26.171875
19.531250
18.750000
0.000000
C=0 M=0 Y=0 K=20
CMYK
PROCESS
17.578125
12.500000
12.500000
0.000000
C=0 M=0 Y=0 K=10
CMYK
PROCESS
8.984375
7.031250
7.031250
0.000000
C=0 M=0 Y=0 K=5
CMYK
PROCESS
5.468750
3.515625
3.906250
0.000000
輝き
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
12.500000
98.437500
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
10.546875
74.218750
98.828125
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
5.859375
14.453125
87.109375
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
80.468750
22.265625
98.046875
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.625000
19.921875
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
63.671875
91.406250
11.328125
0.000000
Adobe PDF library 15.00
21.0.2
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 28 0 R/TrimBox[14.1732 14.1732 609.449 856.063]/Type/Page>>
endobj
21 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 37 0 R/TrimBox[14.1732 14.1732 609.449 856.063]/Type/Page>>
endobj
29 0 obj
<>stream
Hėn#n| ,1AN`~dVWwidr8 ?dz0keTO_w2s?.66{C{h\C]^!ꞜIޚI_q3˝]>Cq3=Zkc唽r.<圝l# ~3cf50n\yKA<=Pq 0ƻ~40pkؒkd15rFOiOBnp̖%
2<|yXњ
|