%PDF-1.6
%
450 0 obj
<>stream
h|ۊ0_e dCmB(K:7Mҷ2aA?AEAmNl]hp*
6 zP;Y@_bRdL26$E$VCRxS,8E[65kJnP3*PW6vqz*AkF0jЖрvt@hXҐ=䷗QBQHef-@1AJ63eV+ip!1"?
q+K (gڳ:n!qՔgZSHJ<TTR{'ei$\GΕGUGʣr?7ǖ.t7-*ef:0C'CiP^gC]jy1;V-;tg4lKsL%Ҽt撾̞k*IYˌĎ f8}MEU` 7s .
endstream
endobj
451 0 obj
<>stream
hTmo0+}B_cKU?ЬuET&5Tb~GHE!d؇ss Ġ4P"p2 8)Q'AHV -QN)`1*NpyB"^"D÷˭JW|{Qj)Ʈ`J"+^uoMV^^sILƥlV-4ςڣhRmhۺ>xح=wu+74zjڕUx/2ԶyMc$AFO.J?C6q*A$p8p͛33(Rwy.ua_Zu|P+ejzjB`QPJ㹑n2dV= @{Z5GZ)9]2[&xsd^mﺷHS̄j;5 +
endstream
endobj
452 0 obj
<>stream
h|j@_e@wHUh.
]Y7}gtz녜O9̌F&B!|sh_WHAOA&"3* J;yr5&FY
k̚kNM{*g0rgݞ%n`OÂa];w=K+Q
E|Γ"^GF~O5rlsn;MSS6;tp~X;ە%3
izӈY-q1+sf*ɌY,KW
^0x7ş d9
endstream
endobj
2 0 obj
<>stream
application/pdf
chirashi_0618
2019-06-25T13:17:03+09:00
2019-06-25T13:17:03+09:00
2019-06-24T09:58+09:00
Adobe Illustrator CC 22.1 (Macintosh)
180
256
JPEG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:7109822f-fb05-1b41-89c1-8499aa261049
xmp.did:d82e3cec-36b2-4505-a960-78c0e0a67d0f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:678bd73b-e7d8-48df-9dc3-5b743cbe1c92
xmp.did:678bd73b-e7d8-48df-9dc3-5b743cbe1c92
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:3634d49c-0333-4a71-bb01-f67d02eb8bd0
2019-04-26T15:49:47+09:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:d82e3cec-36b2-4505-a960-78c0e0a67d0f
2019-06-24T09:57:56+09:00
Adobe Illustrator CC 22.1 (Macintosh)
/
EmbedByReference
/Volumes/Works/みんなのくらしと放射線/A4chirashi/QR_Code1560164388.jpg
0
0
EmbedByReference
/Volumes/Works/みんなのくらしと放射線/A4chirashi/zukan_h1.jpg
xmp.did:fbe6b23b-6a6d-4949-ac9f-489e5dd30a66
xmp.iid:a48f1cc6-b976-463d-bcd2-6536d205182c
EmbedByReference
/Volumes/Works/みんなのくらしと放射線/A4chirashi/zukan_h1_A-02.png
0
0
/Volumes/Works/みんなのくらしと放射線/A4chirashi/QR_Code1560164388.jpg
0
0
/Volumes/Works/みんなのくらしと放射線/A4chirashi/zukan_h1.jpg
xmp.did:fbe6b23b-6a6d-4949-ac9f-489e5dd30a66
xmp.iid:a48f1cc6-b976-463d-bcd2-6536d205182c
/Volumes/Works/みんなのくらしと放射線/A4chirashi/zukan_h1_A-02.png
0
0
Print
True
True
1
210.000000
297.000000
Millimeters
DIN-Bold
DIN Bold-83pv-RKSJ-H
Bold-83pv-RKSJ-H
Unknown
001.000
False
DINBol; FFDIN
DIN-Medium
DIN
Medium
Type 1
001.000
False
DINMed; FFDIN
DIN-Black
DIN
Black
Type 1
001.000
False
DINBla; FFDIN
GothicMB101Pr6N-Medium
A-OTF ゴシックMB101 Pr6N
M
Open Type
Version 1.002;PS 1.2;hotconv 1.0.50;makeotf.lib2.0.15232
False
A-OTF-GothicMB101Pr6N-Med.otf
GothicMB101Pr6N-DeBold
A-OTF ゴシックMB101 Pr6N
DB
Open Type
Version 1.002;PS 1.2;hotconv 1.0.50;makeotf.lib2.0.15232
False
A-OTF-GothicMB101Pr6N-DeB.otf
GothicMB101Pr6N-Bold
A-OTF ゴシックMB101 Pr6N
B
Open Type
Version 1.002;PS 1.2;hotconv 1.0.50;makeotf.lib2.0.15232
False
A-OTF-GothicMB101Pr6N-Bold.otf
GothicMB101Pr6N-Heavy
A-OTF ゴシックMB101 Pr6N
H
Open Type
Version 1.002;PS 1.2;hotconv 1.0.50;makeotf.lib2.0.15232
False
A-OTF-GothicMB101Pr6N-Heavy.otf
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.008;PS 6.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozGoPr6N-Regular.otf
KozGoPro-Medium
小塚ゴシック Pro
M
Open Type
Version 4.005;PS 4.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozGoPro-Medium.otf
KoburinaGoStdN-W6
こぶりなゴシック StdN
W6
Open Type
Version 8.00
False
こぶりなゴシック StdN W6.otf
Cyan
Magenta
Yellow
Black
DIC 137p コピー
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
C=100 M=50 Y=0 K=0 1
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
C=59 M=0 Y=18 K=0 1
CMYK
PROCESS
59.000000
0.000000
18.000000
0.000000
C=85 M=10 Y=0 K=0 1
CMYK
PROCESS
85.000000
10.000000
0.000000
0.000000
C=85 M=10 Y=0 K=0
PROCESS
100.000000
CMYK
85.000002
10.000000
0.000000
0.000000
C=0 M=82 Y=51 K=0
PROCESS
100.000000
CMYK
0.000000
81.999999
50.999999
0.000000
C=0 M=2 Y=74 K=27
PROCESS
100.000000
CMYK
0.000000
2.000000
74.000001
27.000001
C=0 M=83 Y=63 K=0
PROCESS
100.000000
CMYK
0.000000
82.999998
63.000000
0.000000
DIC 137p コピー
SPOT
100.000000
CMYK
100.000000
20.999999
25.000000
0.000000
DIC 433p
SPOT
100.000000
CMYK
28.000000
0.000000
3.739130
12.000000
R=255 G=220 B=0
SPOT
100.000000
RGB
255
220
0
R=255 G=220 B=0 コピー
SPOT
100.000000
RGB
131
200
0
C=0 M=0 Y=0 K=100
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
C=0 M=51 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
50.999999
100.000000
0.000000
C=71 M=0 Y=51 K=0
PROCESS
100.000000
CMYK
70.999998
0.000000
50.999999
0.000000
C=78 M=33 Y=0 K=0
PROCESS
100.000000
CMYK
77.999997
33.000001
0.000000
0.000000
C=0 M=10 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
10.000000
100.000000
0.000000
C=100 M=13 Y=70 K=24 1
CMYK
PROCESS
100.000000
13.000000
70.000000
24.000000
グレー
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=100 M=60 Y=0 K=0
PROCESS
100.000000
CMYK
100.000000
60.000002
0.000000
0.000000
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
3 0 obj
<>
endobj
5 0 obj
<>
endobj
13 0 obj
[/Separation/DIC#20137p#20#83R#83s#81#5B 18 0 R<>]
endobj
14 0 obj
[/Indexed 18 0 R 91 31 0 R]
endobj
18 0 obj
[/ICCBased 30 0 R]
endobj
19 0 obj
<>stream
HW]k.}lJRذRd[l}FҼn/rHH3z_:xk'e5:BQ~>u;o?mFk.GUեۛgYNokoI^<u-~:wVynUxs*E?;k7jk`M^U'?˦Mzs1e~J'X8m|zK.[N;lAVWSjk9.ajA{xuP,"41lIl
Sl 窭p3C$s"~A!`ҕTWv6 :VyR/k3=C>̘vb9eծHTt!"M#9<9aVjenGژڽ:}uP,F^ݻ\o!>C`3FE+Ǣ};:=S%={G!Sl1ʔ^ŎNyBukt2-چ$vtzȻצjPl0:.i!u{HNN2fR#&b#zȗBPj8XK1P5Ft'c0z,m $vtzȇjD'HWe&˘AQE|´{D?S,AM5rt!4jՓAi킚m&L۶3hA.svq=(۩L2VKptH6*Jֈ/vk"ƸG6.EOYwry3.Mkx(i=m&5ݖ(6KփFA]OCaEC9-QU#$8Cej⼖]ÚP"Uyy^BMAքVraMo<@Ĕ&}Gք22-34QO(' DSX'8 yz`H
Ú՞$d:Q;2ZXZ`CoaMS]ÚāLp&)ِ|)8 @^G#K2EQ;TÚh=I6e&LPծa
2&И>D\4&g(B5k&Ш(CeMqiR