%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
乙61-浄瑠璃寺から養豚場までの里道
2019-09-09T20:49+09:00
2019-09-09T20:49+09:00
2019-09-09T20:49+09:00
Adobe Illustrator CS5
256
176
JPEG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=
uuid:378d000f-e0d4-4846-94e9-be53218c5917
xmp.did:09801174072068118083AA9FA53CC9D5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b3e9e844-c67c-d142-aec3-7709b0826162
xmp.did:FE7F1174072068118083DDA3024C1B5F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FE7F1174072068118083DDA3024C1B5F
2019-08-30T22:11+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:09801174072068118083AA9FA53CC9D5
2019-09-09T20:48:48+09:00
Adobe Illustrator CS5
/
EmbedByReference
/Users/chihiro/仕事/弥勒の道プロジェクト/養豚場関連/民事訴訟関連/答弁書/答弁書-証拠写真/乙-61-浄瑠璃寺から林の出口までの写真/写真/P1040285.JPG
EmbedByReference
/Users/chihiro/仕事/弥勒の道プロジェクト/養豚場関連/民事訴訟関連/答弁書/答弁書-証拠写真/乙-61-浄瑠璃寺から林の出口までの写真/写真/P1040284.JPG
EmbedByReference
/Users/chihiro/仕事/弥勒の道プロジェクト/養豚場関連/民事訴訟関連/答弁書/答弁書-証拠写真/乙-61-浄瑠璃寺から林の出口までの写真/写真/P1040283.JPG
EmbedByReference
/Users/chihiro/仕事/弥勒の道プロジェクト/養豚場関連/民事訴訟関連/答弁書/答弁書-証拠写真/乙-61-浄瑠璃寺から林の出口までの写真/写真/P1040282.JPG
EmbedByReference
/Users/chihiro/仕事/弥勒の道プロジェクト/養豚場関連/民事訴訟関連/答弁書/答弁書-証拠写真/乙-61-浄瑠璃寺から林の出口までの写真/写真/P1040281.JPG
EmbedByReference
/Users/chihiro/仕事/弥勒の道プロジェクト/養豚場関連/民事訴訟関連/答弁書/答弁書-証拠写真/乙-61-浄瑠璃寺から林の出口までの写真/写真/P1040280.JPG
EmbedByReference
/Users/chihiro/仕事/弥勒の道プロジェクト/養豚場関連/民事訴訟関連/答弁書/答弁書-証拠写真/乙-61-浄瑠璃寺から林の出口までの写真/写真/P1040279.JPG
EmbedByReference
/Users/chihiro/仕事/弥勒の道プロジェクト/養豚場関連/民事訴訟関連/答弁書/答弁書-証拠写真/乙-61-浄瑠璃寺から林の出口までの写真/写真/P1040278.JPG
Print
False
True
1
210.001652
297.000132
Millimeters
KozGoPro-Regular
小塚ゴシック Pro
R
Open Type
Version 4.005;PS 4.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozGoPro-Regular.otf
KozGoPro-Bold
小塚ゴシック Pro
B
Open Type
Version 4.005;PS 4.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozGoPro-Bold.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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
グレースケール
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
ビビッド
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
29 0 obj
<>stream
H݊A)ZNuuWw Q5ӓ]I2SsE= ,{nV[|έBͽvü{^,I3-
cD9ǤJY #yA%L6;zuDﯱBB4W^9*[cG>3%ȉ+IQ9p3b%svO,W%H:RѭZs0/>X3fB7#Cl"=Oi=5g&k^S.Ӭ1!a,GEX<9%9\OCd@o|r2w,>*H܋6KA5&`b{Rƶ!X-G<]pyF<صڲ{5TϸYavOQUM-}ugTS$νV{S6˩F3
*r Yl
endstream
endobj
30 0 obj
<>
endobj
31 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/Subtype/Form>>stream
q
/GS0 gs
/Perceptual ri
346.0800018 0 0 240.0000153 13.6318359 585.0556488 cm
/Im0 Do
Q
endstream
endobj
32 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/Subtype/Form>>stream
q
/GS0 gs
/Perceptual ri
345.1200104 0 0 240.0000153 237.6318359 395.0556488 cm
/Im0 Do
Q
endstream
endobj
33 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/Subtype/Form>>stream
q
/GS0 gs
/Perceptual ri
346.0800018 0 0 241.2000122 13.6318359 204.8556519 cm
/Im0 Do
Q
endstream
endobj
34 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/Subtype/Form>>stream
q
/GS0 gs
/Perceptual ri
345.1200104 0 0 240.0000153 237.6318359 16.0556488 cm
/Im0 Do
Q
endstream
endobj
35 0 obj
<>/ExtGState<>>>/Subtype/Form>>stream
/CS0 CS 0.135 0.094 0.082 SCN
2 w 4 M 0 j 0 J []0 d
/Perceptual ri
/GS0 gs
q 1 0 0 1 56.4624 793.0083 cm
0 0 m
0 4.112 -3.328 7.44 -7.44 7.44 c
-11.552 7.44 -14.88 4.112 -14.88 0 c
-14.88 -4.112 -11.552 -7.44 -7.44 -7.44 c
-3.36 -7.44 0 -4.144 0 0 c
h
-7.44 6.944 m
-3.6 6.944 -0.496 3.84 -0.496 0 c
-0.496 -3.84 -3.6 -6.944 -7.44 -6.944 c
-11.28 -6.944 -14.384 -3.84 -14.384 0 c
-14.384 3.808 -11.312 6.944 -7.44 6.944 c
h
-4.928 4.032 m
-9.088 4.032 l
-9.568 0.176 l
-9.232 0.224 -8.784 0.288 -8.272 0.288 c
-6.496 0.288 -5.824 -0.496 -5.824 -1.568 c
-5.824 -2.496 -6.72 -3.28 -7.872 -3.28 c
-8.72 -3.28 -9.424 -3.008 -9.808 -2.784 c
-10.08 -3.616 l
-9.696 -3.856 -8.896 -4.16 -7.872 -4.16 c
-6.048 -4.16 -4.72 -2.992 -4.72 -1.408 c
-4.72 0.272 -6.176 1.136 -7.776 1.136 c
-8.096 1.136 -8.352 1.104 -8.576 1.056 c
-8.272 3.136 l
-4.928 3.136 l
h
S
Q
endstream
endobj
36 0 obj
<>/ExtGState<>>>/Subtype/Form>>stream
/CS0 CS 0.135 0.094 0.082 SCN
2 w 4 M 0 j 0 J []0 d
/Perceptual ri
/GS0 gs
q 1 0 0 1 278.4624 602.3423 cm
0 0 m
0 4.112 -3.328 7.44 -7.44 7.44 c
-11.552 7.44 -14.88 4.112 -14.88 0 c
-14.88 -4.112 -11.552 -7.44 -7.44 -7.44 c
-3.36 -7.44 0 -4.144 0 0 c
h
-7.44 6.944 m
-3.6 6.944 -0.496 3.84 -0.496 0 c
-0.496 -3.84 -3.6 -6.944 -7.44 -6.944 c
-11.28 -6.944 -14.384 -3.84 -14.384 0 c
-14.384 3.808 -11.312 6.944 -7.44 6.944 c
h
-5.344 4.16 m
-5.648 4.176 -6.064 4.144 -6.56 4.08 c
-8.816 3.84 -10.416 1.984 -10.416 -0.688 c
-10.416 -3.04 -9.136 -4.16 -7.52 -4.16 c
-5.648 -4.16 -4.48 -2.72 -4.48 -1.232 c
-4.48 0.048 -5.408 1.28 -7.072 1.28 c
-7.92 1.28 -8.704 1.008 -9.264 0.336 c
-9.312 0.32 l
-8.88 2.48 -7.504 3.088 -6.384 3.2 c
-6.096 3.248 -5.856 3.264 -5.632 3.264 c
-5.536 3.264 -5.44 3.264 -5.344 3.248 c
h
-7.392 -3.376 m
-9.04 -3.376 -9.376 -1.792 -9.376 -0.944 c
-9.376 -0.112 -8.32 0.512 -7.344 0.512 c
-6.224 0.512 -5.552 -0.368 -5.536 -1.264 c
-5.536 -2.272 -6.192 -3.376 -7.392 -3.376 c
h
S
Q
endstream
endobj
37 0 obj
<>/ExtGState<>>>/Subtype/Form>>stream
/CS0 CS 0.135 0.094 0.082 SCN
2 w 4 M 0 j 0 J []0 d
/Perceptual ri
/GS0 gs
q 1 0 0 1 56.4619 412.6758 cm
0 0 m
0 4.112 -3.328 7.44 -7.44 7.44 c
-11.552 7.44 -14.88 4.112 -14.88 0 c
-14.88 -4.112 -11.552 -7.44 -7.44 -7.44 c
-3.36 -7.44 0 -4.144 0 0 c
h
-7.44 6.944 m
-3.6 6.944 -0.496 3.84 -0.496 0 c
-0.496 -3.84 -3.6 -6.944 -7.44 -6.944 c
-11.28 -6.944 -14.384 -3.84 -14.384 0 c
-14.384 3.808 -11.312 6.944 -7.44 6.944 c
h
-10.128 4.032 m
-10.128 3.136 l
-5.76 3.136 l
-5.76 3.104 l
-9.712 -4.112 l
-8.592 -4.112 l
-4.656 3.248 l
-4.656 4.032 l
h
S
Q
endstream
endobj
38 0 obj
<>/ExtGState<>>>/Subtype/Form>>stream
/CS0 CS 0.135 0.094 0.082 SCN
2 w 4 M 0 j 0 J []0 d
/Perceptual ri
/GS0 gs
q 1 0 0 1 269.7583 224.8516 cm
0 0 m
-1.168 -0.432 -1.728 -1.168 -1.728 -2.096 c
-1.728 -3.52 -0.384 -4.336 1.248 -4.336 c
2.816 -4.336 4.24 -3.488 4.24 -1.936 c
4.24 -1.024 3.664 -0.272 2.464 0.08 c
2.464 0.128 l
3.664 0.592 3.936 1.392 3.936 1.984 c
3.936 3.12 2.96 3.984 1.344 3.984 c
-0.24 3.984 -1.408 3.072 -1.408 1.808 c
-1.408 1.136 -1.056 0.448 0 0.048 c
h
1.328 3.232 m
2.544 3.232 2.944 2.448 2.944 1.888 c
2.944 1.056 2.304 0.56 1.472 0.368 c
0.272 0.592 -0.384 1.056 -0.384 1.84 c
-0.384 2.592 0.192 3.232 1.328 3.232 c
h
-0.672 -1.952 m
-0.672 -1.12 -0.048 -0.528 1.024 -0.288 c
2.4 -0.528 3.2 -1.024 3.2 -2.08 c
3.2 -2.784 2.576 -3.584 1.264 -3.584 c
0.032 -3.584 -0.672 -2.816 -0.672 -2.032 c
h
8.704 -0.176 m
8.704 3.936 5.376 7.264 1.264 7.264 c
-2.848 7.264 -6.176 3.936 -6.176 -0.176 c
-6.176 -4.288 -2.848 -7.616 1.264 -7.616 c
5.344 -7.616 8.704 -4.32 8.704 -0.176 c
h
1.264 6.768 m
5.104 6.768 8.208 3.664 8.208 -0.176 c
8.208 -4.016 5.104 -7.12 1.264 -7.12 c
-2.576 -7.12 -5.68 -4.016 -5.68 -0.176 c
-5.68 3.632 -2.608 6.768 1.264 6.768 c
h
S
Q
endstream
endobj
39 0 obj
<>stream
Adobe d
"
s !1AQa"q2B#R3b$r%C4Scs5D'6Tdt&
EFVU(eufv7GWgw8HXhx)9IYiy*:JZjz m !1AQa"q2#BRbr3$4CS%cs5DT
&6E'dtU7()euFVfvGWgw8HXhx9IYiy*:JZjz ? 0ҵ
Kw®PɲбOY=MRHE!Dz{
zūS(b`&uX5d[⯩=
>-NA͡h%^JYJ* c#59q YFS*e\ Vap%iX@BѸ~u
Pږ$M2X^%#TEUJԊxui:lF;2(h qoy^#ӘfJżM;N-hEʹ!$
3?mZY.(؈j$
t`Oi5srPy0Y8Fޥ2QmJYCȒ1
T>U/̏-R([Х| 0)&j2Y]cpK*ƤT
F TfU-
ϧ*ՈH,>R)a5i.eF-dE*a\路u.nNo,SC31&*/د/tmcQwHd FQҔ@~U̜S X1"jțӹ9o0زKXcWHONHf
hKT
lG~dѴ۫G+_EAGȫolz
4S)iŔY";!Km][+鵘m>&XY
n{O4%"7$/u{ EK<"WW4Ia:8fƔ'WslV"&Ī)u-P8|.f0z1D J$V*i' &kZ:2x4~T$OQXwRh|rS3L{_72W*@i,-,p