%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
1.カタカナ探し解答
2018-10-27T14:33:04+09:00
2018-10-27T14:33:04+09:00
2018-10-27T14:33:04+09:00
Adobe Illustrator CC 22.1 (Macintosh)
180
256
JPEG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uuid:163f492d-4cf6-a346-b024-ff131f8502bd
xmp.did:c160f431-bfd7-452b-a48a-9e1e39b49f27
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:a273bdb5-d92a-4fcc-8e8c-a8e042e38c98
xmp.did:a273bdb5-d92a-4fcc-8e8c-a8e042e38c98
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:c160f431-bfd7-452b-a48a-9e1e39b49f27
2018-10-27T14:33:03+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 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
9 0 obj
<>/Resources<>/ExtGState<>/Properties<>/Shading<>>>/Thumb 15 0 R/TrimBox[8.50391 8.50391 603.779 850.394]/Type/Page>>
endobj
10 0 obj
<>stream
HWˎ$
Wtn2̫ֆa{`#xW6Vwt3`&+L2$O[˾/OXlw_ǚӳxJav3M,r+̺_n/\3n.m$.m
~_nizK-Y&Oƛ>1C|q|qC
x|t?
!s'3zIy鳔' T6m9fi,
ﱜ Nj'ːFZm헕5,#*FQ8O㧌=o Jso|k4 W1bC/)7&r\\,5vYx7ô`(֖j;pkz~T*9| q`%rGܑTӲ|#VzZ[ASP0n*xTS]w
YYdX
FMvyӉxx@D8O7$wmPjs8ܸ.,Ek6=E.SFyK5UwXtFmD"SoG.CUx?`6mn\
lb
3{*_/u=hZdxiq>jp "RV
:}jlB*Fɓ9qi30X)X>ql#>&L?3qnVoC&,AsjV2#&QY&C*3ySN#MOEHQYtUqtpkڑc7=ՠ*.?J3L.r||z;&:pHtx-ɨ0Az*?@wd_xJ_)"F~olk0ViF>qp8\;
LGҡ*m;vpxj!wfnis#(gK,ډ(5O
*zip=2h}P+D"5,Hc55k|Q*;kH%w_A$s&dE zWBAM|yXv?d e&J`4 >?4v~e
.v3OSuSE.U7ej}`mȥx>nJD@"/綂NCGç`\lP=jK ""~(*fݏ@٩?RC#.(_͊rkWS6g)3
@ MGtfRQH>tI*3hJ埚#@QJ/0!yp?'ZG;LR<9ؠ{0H+?欰UFG*g9Ñ9BS(1.8r8ٌhxbeown`q.LmA2Y<r*2n1UG9kY16NF4%OM-t d6jVLB
LzɢcL16pKp t_(-G/fG;W5TOZg_ufӚ.KQ=`Ck'6pI ^ȼ,ut,uą\\Xd/m( Ĵ@m
zUSp`
xb+[L@ 5nb0» @@k43vqp)iC
˞așcꢀK'H\- rQ\jiϩY=^#&R~ NQjYAbE뱂ф9FM'ft͚1zJq2n wm`3isz
t9G_tA!Fy/Zg웟b`<&?!( cG1ݹW$9s^mW4el<9F+ҷ
$9KLZ;&
j]wOXu }Ήϳ,
x&}%=o|)?7}Rh#- Mqw"mѱ `#c'dz !Ř
<]〈Y*`a,/"RyOD>y1JX@X8+(r8~2٠Y&] C*75sW_Llr2VȥJ'$YTV ݘ'8C8fhī &:BLfTWjO+K