%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
財務省_日本農業5d
2019-03-15T21:05:16+09:00
2019-03-15T21:05:16+09:00
2019-03-15T21:05:16+09:00
Adobe Illustrator CC 2017 (Macintosh)
256
116
JPEG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uuid:43c13c1d-6287-0e42-b274-1e6276617ee3
xmp.did:efc9a909-4a73-4f52-a935-20084c2afa52
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:8ff2a7bb-de73-0e4b-a334-1549f1f54d18
xmp.did:167e9e4b-35c4-4839-a4fa-514f6c475747
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ebc08267-e74b-4ff8-83a8-c8ef5487cbed
2019-02-28T10:16:40+09:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:efc9a909-4a73-4f52-a935-20084c2afa52
2019-03-15T21:05:04+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/h.hoshioka1062/Desktop/190300_消費税の軽減税率制度が実施されます。_業界紙等12紙/04_日本農業新聞_全5段/請求書.psd
xmp.did:2d74125b-e450-43ee-86b1-6b37e3d129b4
xmp.iid:2d74125b-e450-43ee-86b1-6b37e3d129b4
EmbedByReference
/Users/h.hoshioka1062/Desktop/190300_消費税の軽減税率制度が実施されます。_業界紙等12紙/04_日本農業新聞_全5段/帳簿1冊.psd
xmp.did:c34bbbfd-0646-41bb-89f4-b2808b87930a
xmp.iid:c34bbbfd-0646-41bb-89f4-b2808b87930a
EmbedByReference
/Users/h.hoshioka1062/Desktop/190300_消費税の軽減税率制度が実施されます。_業界紙等12紙/04_日本農業新聞_全5段/レジ02.psd
xmp.did:35180de5-2dd0-4ba9-a621-6c22bfbecb6e
xmp.iid:35180de5-2dd0-4ba9-a621-6c22bfbecb6e
/Users/h.hoshioka1062/Desktop/190300_消費税の軽減税率制度が実施されます。_業界紙等12紙/04_日本農業新聞_全5段/請求書.psd
xmp.did:2d74125b-e450-43ee-86b1-6b37e3d129b4
xmp.iid:2d74125b-e450-43ee-86b1-6b37e3d129b4
/Users/h.hoshioka1062/Desktop/190300_消費税の軽減税率制度が実施されます。_業界紙等12紙/04_日本農業新聞_全5段/帳簿1冊.psd
xmp.did:c34bbbfd-0646-41bb-89f4-b2808b87930a
xmp.iid:c34bbbfd-0646-41bb-89f4-b2808b87930a
/Users/h.hoshioka1062/Desktop/190300_消費税の軽減税率制度が実施されます。_業界紙等12紙/04_日本農業新聞_全5段/レジ02.psd
xmp.did:35180de5-2dd0-4ba9-a621-6c22bfbecb6e
xmp.iid:35180de5-2dd0-4ba9-a621-6c22bfbecb6e
Print
False
True
1
420.000000
297.000000
Millimeters
GothicMB101-DeB
A-CID ゴシックMB101
DB
CID Type 1
3
False
GothicMB101-DeB
GothicMB101Pro-Regular
A-OTF ゴシックMB101 Pro
R
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
GothicMB101Pro-Regular.otf
GothicMB101Pro-Medium
A-OTF ゴシックMB101 Pro
M
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
GothicMB101Pro-Medium.otf
GothicMB101Pro-DeBold
A-OTF ゴシックMB101 Pro
DB
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
GothicMB101Pro-DeBold.otf
GothicMB101Pro-Bold
A-OTF ゴシックMB101 Pro
B
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
GothicMB101Pro-Bold.otf
MiGoMB1Std-DeBold
A-OTF 見出ゴMB1 Std
DeBold
Open Type
Version 1.003;PS 1.001;Core 1.0.38;makeotf.lib1.6.6565
False
MiGoMB1Std-DeBold.otf
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
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 75 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
14 0 obj
<>stream
HWkT~V-F%(fa0lI?mXp:Uv\Z\ZϮfYzNF&VQKp1Hcxb^W|ſ݉X~'%~Ϣ﮾}ij-Oha'#l6s.fNG*/^.-R$Rb]Lъ5HXN˷jTڎ&,~/N4ŢezfY*^RB!I0.pF40a(l(aK0.Qfx;T,Iδ:Ùg3Y~[f^t*|ϖQlTK~xԑtHW~sta]8.\}HtTtvΜ|eMt~ɂlѹ):{.#݇~ε|i )+Mp˜(#|_S.(=Tz*R
ZCJF5MUڛ}?;tymj> bJoC"+yupON-ctZVLCey*{庁abm4Lɭk]@3<g\K?:jzdty]ڂ*t,7tlbHdGTѡ#E5v,l`$պlLv(x
`5'jYoNq=\[`B:bthH&;,mv=-gR