%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R 7 0 R 8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
1.計算問題引き算解答
2018-10-26T19:13:53+09:00
2018-10-26T19:13:53+09:00
2018-10-26T19:13:53+09:00
Adobe Illustrator CC 22.1 (Macintosh)
180
256
JPEG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uuid:7f8ebe12-8502-c942-a96f-4489c1ac8992
xmp.did:d0065ea6-592b-4282-bfae-0ba5ce236cb9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:1dbf75f0-ce7d-4df9-89c9-bb9eb1734f1e
xmp.did:1dbf75f0-ce7d-4df9-89c9-bb9eb1734f1e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:77ae42cc-5b54-4a61-a5ff-3e3fa4560eb4
2018-02-10T15:22:22+09:00
Adobe Illustrator CC 22.0 (Macintosh)
/
saved
xmp.iid:d0065ea6-592b-4282-bfae-0ba5ce236cb9
2018-10-26T19:13:51+09:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
False
False
1
210.000000
297.000000
Millimeters
Corporate-Logo-Bold
コーポレート・ロゴB
Bold
TrueType
Version 1.10
False
logotypejp_mp_b_1.1.ttf
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
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 16 0 R/TrimBox[8.50391 8.50391 603.779 850.394]/Type/Page>>
endobj
11 0 obj
<>stream
HW]}_1`zEBH7ɊuDr~95sjsު鮮SUw}u\_}z]io<ݟߖ8e&[ms^B
/˻F8d)<ʺ/_`q̵fKC:CBuMaXR5AOŃQB!59^<,Ax'r\[|vCKV?W|T¼]^ݟCY:5TSR\%z8B=fW)gRhDLJ(a!MG!%iᶬ#N3L%~(" I F9'=l.6 M!J22O~qF#Def(=4e*c1Q7Q$63E!nY0dn&Zx+O&[}!jBK3sf(/hђ̎^ܟn~
QnȈ:nJ^LPe$@w
Ơ4QCSߑsJeWgKbnjE^Ό4Yu cU%^N6$ndAs45r~>4Y[ʘObk`M=Tn>#(ǃDS?:2EA"\kl7+xJ!.;j {|3*#P>}Ay]5t7D~P$]H%UpG\chE%@Y4MS;D THjS*YK&c]|C t8l): cDvxY+ǽB_bb@c/q"<d422$JDN1\o-MT0!3ar JA'Fd&<*58,
}!9`}3vu1@b'/50'/ V4#
pd<@]u<_# [@bApylw&h!T(ٌ2{uQ"#Y>jL֖anI$ Lܜn_ z!xaqO?âH$Jh4Ձbs8E+1!iiꡤ[wdpO$`2iZ'z"EcL1QKNBSK:GhNz$T6Jp:R!1)'~o[N JfҚ0B:"+hʓt:qa#jH5é m84.9\sDD#JrU6}C
mF5)SQYaQͿo>耡#vej;q2P2_4=α@"z\Ns ` j<8(Pᜟ\Ak*F
{f*DrƟW|}o7w-8h M"|.y8AY)-.8v˩Tʾt8z؋ Z](Pd랺PSVm
,#㬪欖Ƌʮ