%PDF-1.5
%
5 0 obj
<>/OCGs[79 0 R]>>/Pages 1 0 R/Type/Catalog>>
endobj
78 0 obj
<>/Font<>>>/Fields 83 0 R>>
endobj
2 0 obj
<>stream
application/pdf
21 ipresence01
2021-03-15T17:20:25+09:00
2021-03-15T17:20:25+09:00
2021-03-15T16:19:56+10:00
Adobe Illustrator 24.0 (Windows)
164
256
JPEG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uuid:51e4bee6-f5f1-4662-8b2d-d3396edc44b6
xmp.did:6f991c14-e7ec-2e42-b1d7-f0ce9d15b0f6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:84aa3ca6-fd90-44eb-adc7-b3f8fb4e952f
xmp.did:e222fbfe-19a5-f742-99a1-c2f5256d584e
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:d9c9f6aa-94e3-a540-a52f-d918afdc075a
2020-10-16T13:31:41+09:00
Adobe Illustrator 24.0 (Windows)
/
saved
xmp.iid:6f991c14-e7ec-2e42-b1d7-f0ce9d15b0f6
2021-03-15T16:19:49+09:00
Adobe Illustrator 24.0 (Windows)
/
EmbedByReference
C:\JARA\サービスロボット事例\ピクトグラム人_green.png
EmbedByReference
D:\コロナ禍におけるロボット利用事例\回答事例\資料\【iPresence】写真\LOGO.png
adobe:docid:photoshop:b8756d72-f015-074f-b7f3-7f63eaf9bf55
xmp.iid:a52521ba-87b3-394d-9907-a1e1dfa19415
C:\JARA\サービスロボット事例\ピクトグラム人_green.png
D:\コロナ禍におけるロボット利用事例\回答事例\資料\【iPresence】写真\LOGO.png
adobe:docid:photoshop:b8756d72-f015-074f-b7f3-7f63eaf9bf55
xmp.iid:a52521ba-87b3-394d-9907-a1e1dfa19415
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
Millimeters
FuturaPT-Medium
Futura PT
Medium
Open Type
Version 1.009
False
10879
MidashiGoPr6N-MB31
A-OTF 見出ゴMB31 Pr6N
MB31
Open Type
Version 2.000;PS 1.2;hotconv 1.0.50;makeotf.lib2.0.15232;ATK150911JP M001
False
26145
HGSSoeiKakugothicUB
HGS創英角ゴシックUB
標準
TrueType
Version 5.01
False
HGRSGU.TTC
Meiryo-Bold
メイリオ
ボールド
TrueType
Version 6.50
False
meiryob.ttc
Meiryo
メイリオ
レギュラー
TrueType
Version 6.50
False
meiryo.ttc
rounded-x-mplus-2c-black
Rounded-X M+ 2c
black
TrueType
Version 1.059.20150529
False
rounded-x-mplus-2c-black.ttf
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
R=98 G=151 B=209
PROCESS
100.000000
CMYK
65.429157
35.300219
5.154498
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
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
Adobe PDF library 15.00
endstream
endobj
1 0 obj
<>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Rotate 0/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
84 0 obj
<>stream
HWm?ʁ~6ǒy۠ā-$`BS,NR$%>OU$1157)Am'YG%,$ѹP)m{o>XAWשNF[_"ȿoB(gwgl[d87x%"WuE+`M3Y}?b]3aMG"OXZC` :v6lAPHV\PQ[uJ.*,jõ &lrD!@x4x"5~2tTra>Y@Y.'__]z[۫24:'u(XN~y2?uw8P7=6GTyOgEF#9梳gSšaifyɚf3d52Q˯Ua{,mQ){*r
︨D~38!'((:O%좡h,Jex<_-^-E][q;̹ZtP|+T vEv_Z|yW~b6%C,CO]g;Qg:d!Q|ip:}@r-
Pi.Kq 2*F-I4XC'[A][$2˜N"MťPMi
mp/1FHZnsuD#zk#vd]:h0/S7PDTXߙiEz{@u==Zp?QͧB%0ݘ >(3ABwLbP:T㚱
Fn-믨+q
4SO
3`DNIRFIKG{5hӂjX ޡH3aqrkhzڏ%
LT.=lDF>gz.3Ԕuu?U2V8\?E8bFm
D̳(z;-6ڢ&S