%PDF-1.5
%
1 0 obj
<>
endobj
46 0 obj
<>stream
application/pdf
0130坊野地区体育館屋根改修
Adobe Illustrator CS3
2014-06-23T14:58:09+10:00
2014-06-23T14:58:09+09:00
2014-06-23T14:58:09+09:00
164
256
JPEG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==
uuid:2F1BDB109AFAE3118C8EA746ABD5651C
uuid:0c3e2349-8537-4aa8-b8de-529dfe4e7a9d
uuid:2E1BDB109AFAE3118C8EA746ABD5651C
uuid:0A630B9EE1EAE311991EE9C763E5E379
proof:pdf
EmbedByReference
E:\Drive_F\WORK\全アロン\施工事例ai及びpdf\その他\0130\photo013002.jpg
EmbedByReference
E:\Drive_F\WORK\全アロン\施工事例ai及びpdf\その他\0130\photo013001.jpg
Print
1
False
False
209.999929
296.999938
Millimeters
KozGoPro-Medium
小塚ゴシック Pro
M
Open Type
Version 4.001;PS 4;Core 1.0.38;makeotf.lib1.7.12746
False
KozGoPro-Medium.otf
KozGoPro-Regular
小塚ゴシック Pro
R
Open Type
Version 4.001;PS 4;Core 1.0.38;makeotf.lib1.7.12746
False
KozGoPro-Regular.otf
Meiryo-Bold
メイリオ
ボールド
TrueType
Version 6.12
False
meiryob.ttc
Meiryo
メイリオ
レギュラー
TrueType
Version 6.12
False
meiryo.ttc
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=16 M=98 Y=92 K=7
CMYK
PROCESS
15.999997
97.999996
91.999996
6.999999
C=0 M=99 Y=97 K=0
CMYK
PROCESS
0.000000
98.999995
96.999997
0.000000
C=0 M=79 Y=96 K=0
CMYK
PROCESS
0.000000
78.999996
95.999998
0.000000
C=0 M=50 Y=98 K=0
CMYK
PROCESS
0.000000
50.000000
97.999996
0.000000
C=0 M=35 Y=87 K=0
CMYK
PROCESS
0.000000
35.000002
87.000000
0.000000
C=5 M=0 Y=93 K=0
CMYK
PROCESS
5.000001
0.000000
93.000001
0.000000
C=19 M=0 Y=98 K=0
CMYK
PROCESS
19.000000
0.000000
97.999996
0.000000
C=50 M=0 Y=99 K=0
CMYK
PROCESS
50.000000
0.000000
98.999995
0.000000
C=74 M=0 Y=99 K=0
CMYK
PROCESS
74.000001
0.000000
98.999995
0.000000
C=86 M=12 Y=100 K=9
CMYK
PROCESS
85.999995
12.000000
100.000000
8.999997
C=88 M=28 Y=95 K=32
CMYK
PROCESS
88.000000
27.999997
94.999999
31.999999
C=76 M=0 Y=75 K=0
CMYK
PROCESS
75.999999
0.000000
75.000000
0.000000
C=78 M=9 Y=46 K=0
CMYK
PROCESS
77.999997
8.999997
45.999998
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=87 M=52 Y=0 K=0
CMYK
PROCESS
87.000000
51.999998
0.000000
0.000000
C=99 M=96 Y=4 K=0
CMYK
PROCESS
98.999995
95.999998
4.000002
0.000000
C=100 M=100 Y=26 K=25
CMYK
PROCESS
100.000000
100.000000
25.999999
25.000000
C=74 M=98 Y=1 K=0
CMYK
PROCESS
74.000001
97.999996
0.999999
0.000000
C=49 M=99 Y=1 K=0
CMYK
PROCESS
49.000001
98.999995
0.999999
0.000000
C=34 M=100 Y=37 K=11
CMYK
PROCESS
34.000003
100.000000
37.000000
11.000001
C=12 M=100 Y=49 K=1
CMYK
PROCESS
12.000000
100.000000
49.000001
0.999999
C=0 M=96 Y=20 K=0
CMYK
PROCESS
0.000000
95.999998
19.999999
0.000000
C=23 M=27 Y=40 K=0
CMYK
PROCESS
23.000002
26.999998
39.999998
0.000000
C=40 M=43 Y=52 K=7
CMYK
PROCESS
39.999998
42.999995
51.999998
6.999999
C=50 M=53 Y=61 K=23
CMYK
PROCESS
50.000000
52.999997
61.000001
23.000002
C=57 M=60 Y=64 K=42
CMYK
PROCESS
56.999999
60.000002
63.999999
41.999996
C=23 M=38 Y=63 K=1
CMYK
PROCESS
23.000002
38.000000
63.000000
0.999999
C=32 M=49 Y=74 K=10
CMYK
PROCESS
31.999999
49.000001
74.000001
10.000002
C=36 M=57 Y=84 K=23
CMYK
PROCESS
36.000001
56.999999
83.999997
23.000002
C=39 M=64 Y=93 K=36
CMYK
PROCESS
38.999999
63.999999
93.000001
36.000001
C=41 M=70 Y=96 K=49
CMYK
PROCESS
40.999997
69.999999
95.999998
49.000001
C=47 M=73 Y=83 K=68
CMYK
PROCESS
47.000003
72.999996
82.999998
68.000001
プリントカラーグループ
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000001
69.999999
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
69.999999
90.000004
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000004
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000001
0.000000
94.999999
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000002
5.000001
94.999999
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000001
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000002
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000001
5.000001
10.000002
0.000000
グレースケール
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 8.00
endstream
endobj
2 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/MC1<>/MC2<>/MC3<>>>/ExtGState<>>>/Type/Page>>
endobj
37 0 obj
<>stream
HW[
~u(QE(Et$-(in9^9}Y>4'"?>w
C3{ïP\2:1V|'M̾s$
w3 9> tq`$v
(q2