%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
3.掛け算解答
2018-10-21T15:59:29+09:00
2018-10-21T15:59:29+09:00
2018-10-21T15:59:29+09:00
Adobe Illustrator CC 22.1 (Macintosh)
180
256
JPEG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:26be8709-b023-5543-a0fc-3e6a811a2b6d
xmp.did:38b1827d-5a02-4ba2-8a75-5e0dcc4203c6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5d844274-c6fd-c440-adc8-d0d8985a2d4d
xmp.did:f65ac5af-687e-41f1-aed2-e1a82813446e
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:38b1827d-5a02-4ba2-8a75-5e0dcc4203c6
2018-10-21T15:59:27+09:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
False
False
1
210.000000
297.000000
Millimeters
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 イエロー
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK レッド
CMYK
PROCESS
0.000000
100.000000
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
9 0 obj
<>/Resources<>/Properties<>>>/Thumb 13 0 R/TrimBox[8.50391 8.50391 603.779 850.394]/Type/Page>>
endobj
10 0 obj
<>stream
HWM$K
?еNוE qF 1x"Y{$4igee9p8w_/_vQ>ZFo?m/??ov?/%ۋl{anﷻy|nK4[[ٻὴkxW>ᰜf{u=ټ|_vcqX&+>`&9Za[[:l>y 2cc~x'ěcOѰ6M麐'66pu{xnme?.+gt>Iƍ4!^>Q}<}fxDbHS)v:|ڙRei OfcI9bEWN,|}eu%M|;| 6 gu~ܺ}LdT (7֛w*^}B9ܸG!Ѳ'`%.##PmlmónLcl䐻)xkw_x%ez]
e>>),MRE{]ffBvƜom&^
8XA