%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
School bus information
2018-01-31T19:08:18+09:00
2018-01-31T19:08:18+09:00
2018-01-31T19:08:18+09:00
Adobe Illustrator CS6 (Macintosh)
256
208
JPEG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uuid:f243f190-ffc9-0c46-9916-5599b4515762
xmp.did:02801174072068118083E629FF254EB2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:01801174072068118083E629FF254EB2
xmp.did:01801174072068118083E629FF254EB2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118083E629FF254EB2
2018-01-31T19:07:55+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:02801174072068118083E629FF254EB2
2018-01-31T19:08:15+09:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
True
1
159.000458
112.998098
Millimeters
Futura-Medium
Futura
Medium
TrueType
11.0d2e1
False
Futura.ttc
Futura-Bold
Futura
Bold
TrueType
11.0d2e1
False
Futura.ttc
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
Hvid
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Sort
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK-rød
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK-gul
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK-grøn
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK-cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK-blå
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK-magenta
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
Gråtoner
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
Lyse toner
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 10.01
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 140 0 R/TrimBox[0.0 0.0 450.71 320.31]/Type/Page>>
endobj
10 0 obj
<>stream
HWێ%9|ﯨ8v+B>`DJ,/iSgz!ʲ{DOOOK:t&xS=mQ<ǯ?q¬y_`vVkt~_)m٨g~Gng-K&R^6t(bgx}sΡrZ-3CgZ[k?SkYި8J!pem圹J\}n)u{)ʒ|9֣Q/H:*+dT룮sHpJ#!luC^⊛ӑĺvZKm9,C̾D3xVvfǜ`thX#Rk x٥VJ9VzSCzXk_U3C\*$Y9l YܴVѧNSR3ŏenٵ._9z fe&gY.8ڎWIW8/۬?)m^3$W76M&~̍4'Zt7dI}7$җ\f?wU̶+Vq#OQJc-ti.Ғ ղYK"i-
nn':bQ8