%PDF-1.6
%
221 0 obj
<>stream
hޜj@_e=&"R1^DJKkFwsŚҋ/vfAR`XWWb_S}!f;'&ɫ}^g&=eOBqt`Ջl7έ.&ֻ!(A.GYAXj\LO7,Sli+b Qbb}JXRjPybcfR65#([3
j6-ȚԲfZUM'YP/˻[7\UEXM"hS!e/ۈuz@'SjEQ [)M+V
Z)$&KЯ`!dOraQF+Vt}\Ҋ~h% /#
endstream
endobj
222 0 obj
<>stream
hMO0J+mm*+hV]$S?Ưe$C+5絝p@# Dﺀ7
.BptAtᒢ|@D ( 2uRK&e!zH}}nݰy2]?LfM|=6.ML7ݮ$^[1%ݨfX>7]ſެrcpb15I,UQYuL Ep NhO`'AXN3҅қ9Y=i'hSA1&Tzp )Azx]*mLE]M*cm*Ɯ8~0Ao8 [{c`?S~oߔ3W嶱pr %FCy? i)
endstream
endobj
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
20190322患者申出療養パンフレットfin
2019-03-27T10:39:02+09:00
2019-03-27T10:39:02+09:00
2019-03-27T10:38:30+09:00
Adobe Illustrator CC 22.1 (Macintosh)
256
128
JPEG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==
uuid:fd09f6e3-8bf6-4c4f-a82e-c44792ce4a2a
xmp.did:2561f7e9-ca33-42cb-919a-4a9bbe17aa45
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:2fbab805-2ac5-0948-83b7-571733a35b7c
xmp.did:0f8d1b1c-b2df-4dd8-8faf-938c0b4d20c4
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:41fd37b1-cff4-48dc-ba0e-466925ecea67
2019-02-10T13:09:08+09:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:2561f7e9-ca33-42cb-919a-4a9bbe17aa45
2019-03-27T10:38:25+09:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
False
True
1
210.000000
229.823611
Millimeters
RyuminPro-Light
A-OTF リュウミン Pro
L-KL
Open Type
OTF 1.002;PS 1;Core 1.0.31;makeotf.lib1.4.1585
False
A-OTF-RyuminPro-Light.otf
HiraKakuPro-W3
ヒラギノ角ゴ Pro
W3
Open Type
13.0d2e7
False
ヒラギノ角ゴシック W3.ttc
HiraKakuPro-W6
ヒラギノ角ゴ Pro
W6
Open Type
13.0d2e7
False
ヒラギノ角ゴシック W6.ttc
HiraKakuProN-W3
ヒラギノ角ゴ ProN
W3
Open Type
13.0d2e7
False
ヒラギノ角ゴシック W3.ttc
HiraKakuProN-W6
ヒラギノ角ゴ ProN
W6
Open Type
13.0d2e7
False
ヒラギノ角ゴシック W6.ttc
HiraKakuStdN-W3
ヒラギノ角ゴ StdN
W3
Open Type
Version 8.00
False
ヒラギノ角ゴ StdN W3.otf
HiraKakuStdN-W4
ヒラギノ角ゴ StdN
W4
Open Type
Version 8.00
False
ヒラギノ角ゴ StdN W4.otf
HiraKakuStdN-W5
ヒラギノ角ゴ StdN
W5
Open Type
Version 8.00
False
ヒラギノ角ゴ StdN W5.otf
HiraKakuStdN-W6
ヒラギノ角ゴ StdN
W6
Open Type
Version 8.00
False
ヒラギノ角ゴ StdN W6.otf
HiraKakuStdN-W7
ヒラギノ角ゴ StdN
W7
Open Type
Version 8.00
False
ヒラギノ角ゴ StdN W7.otf
HiraKakuStdN-W8
ヒラギノ角ゴ StdN
W8
Open Type
13.0d2e7
False
ヒラギノ角ゴシック W8.ttc
HiraginoSans-W3
ヒラギノ角ゴシック
W3
Open Type
13.0d2e7
False
ヒラギノ角ゴシック W3.ttc
HiraginoSans-W4
ヒラギノ角ゴシック
W4
Open Type
13.0d2e7
False
ヒラギノ角ゴシック W4.ttc
HiraginoSans-W6
ヒラギノ角ゴシック
W6
Open Type
13.0d2e7
False
ヒラギノ角ゴシック W6.ttc
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
DFSoKaiSho-W7
DFP宗楷書
W7
TrueType
1 Jun, 1998: Version 2.00
False
DFP宗楷書W7
DFHSMincho-W7-MP
DFP平成明朝体
W7
TrueType
1 Apr, 1997: Version 2.10
False
DFP平成明朝体W7
DFMinchoP-W3
DFP華康明朝体
W3
TrueType
1 March, 1999: Version 2.00
False
DFP華康明朝体W3
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
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
7 0 obj
<>stream
HWۊ}ﯨT=@WW,ƋŌ%͌֒l>YU}ӎ63T^'^_i 3T>=ӛoq͋W8ӆ=mb