%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
ssk2018-tasihikige1-03
Adobe Illustrator CC 23.0 (Windows)
2019-01-25T15:55:48+10:00
2019-01-25T15:55:48+09:00
2019-01-25T15:55:48+09:00
184
256
JPEG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uuid:C1BCCE1871B8DB11993190FCD52B4E9F
xmp.did:d85bee54-3d44-9e4c-920d-1a866d140aec
uuid:83257803-ab25-4fc0-890a-9e7444348ae1
proof:pdf
uuid:3c498c87-5b34-407f-bb39-9508c393b310
xmp.did:2997f962-18b4-1f44-b495-c2b56b49bc36
uuid:C1BCCE1871B8DB11993190FCD52B4E9F
proof:pdf
saved
xmp.iid:c34d5c7f-ccb3-ce45-bf7a-06a43839ab53
2018-04-09T12:01:31+09:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:d85bee54-3d44-9e4c-920d-1a866d140aec
2019-01-25T15:55:47+09:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
C:\Users\勝哉\Desktop\フッター変更\教材プリント 完成データ(画像フォルダ移動禁止!)\1年生\算数-足し引き算下\ai\Links\20180313doriru_footter-1.png
adobe:docid:photoshop:8e9955c8-1d10-df40-b7c9-667928922a0a
xmp.iid:540df73e-98dd-3e4c-8622-68272191de0b
C:\Users\勝哉\Desktop\フッター変更\教材プリント 完成データ(画像フォルダ移動禁止!)\1年生\算数-足し引き算下\ai\Links\20180313doriru_footter-1.png
adobe:docid:photoshop:8e9955c8-1d10-df40-b7c9-667928922a0a
xmp.iid:540df73e-98dd-3e4c-8622-68272191de0b
Mobile
1
False
True
595.275600
841.889796
Pixels
HGPSoeiKakupoptai
HGP創英角ポップ体
標準
TrueType
Version 5.02
False
HGRPP1.TTC
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
ホワイト
RGB
PROCESS
255
255
255
ブラック
RGB
PROCESS
0
0
0
RGB レッド
RGB
PROCESS
255
0
0
RGB イエロー
RGB
PROCESS
255
255
0
RGB グリーン
RGB
PROCESS
0
255
0
RGB シアン
RGB
PROCESS
0
255
255
RGB ブルー
RGB
PROCESS
0
0
255
RGB マゼンタ
RGB
PROCESS
255
0
255
R=193 G=39 B=45
RGB
PROCESS
193
39
45
R=237 G=28 B=36
RGB
PROCESS
237
28
36
R=241 G=90 B=36
RGB
PROCESS
241
90
36
R=247 G=147 B=30
RGB
PROCESS
247
147
30
R=251 G=176 B=59
RGB
PROCESS
251
176
59
R=252 G=238 B=33
RGB
PROCESS
252
238
33
R=217 G=224 B=33
RGB
PROCESS
217
224
33
R=140 G=198 B=63
RGB
PROCESS
140
198
63
R=57 G=181 B=74
RGB
PROCESS
57
181
74
R=0 G=146 B=69
RGB
PROCESS
0
146
69
R=0 G=104 B=55
RGB
PROCESS
0
104
55
R=34 G=181 B=115
RGB
PROCESS
34
181
115
R=0 G=169 B=157
RGB
PROCESS
0
169
157
R=41 G=171 B=226
RGB
PROCESS
41
171
226
R=0 G=113 B=188
RGB
PROCESS
0
113
188
R=46 G=49 B=146
RGB
PROCESS
46
49
146
R=27 G=20 B=100
RGB
PROCESS
27
20
100
R=102 G=45 B=145
RGB
PROCESS
102
45
145
R=147 G=39 B=143
RGB
PROCESS
147
39
143
R=158 G=0 B=93
RGB
PROCESS
158
0
93
R=212 G=20 B=90
RGB
PROCESS
212
20
90
R=237 G=30 B=121
RGB
PROCESS
237
30
121
R=199 G=178 B=153
RGB
PROCESS
199
178
153
R=153 G=134 B=117
RGB
PROCESS
153
134
117
R=115 G=99 B=87
RGB
PROCESS
115
99
87
R=83 G=71 B=65
RGB
PROCESS
83
71
65
R=198 G=156 B=109
RGB
PROCESS
198
156
109
R=166 G=124 B=82
RGB
PROCESS
166
124
82
R=140 G=98 B=57
RGB
PROCESS
140
98
57
R=117 G=76 B=36
RGB
PROCESS
117
76
36
R=96 G=56 B=19
RGB
PROCESS
96
56
19
R=66 G=33 B=11
RGB
PROCESS
66
33
11
赤
SPOT
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
暖色
SPOT
100.000000
CMYK
0.000000
80.000001
80.000001
0.000000
グレー
1
R=0 G=0 B=0
RGB
PROCESS
0
0
0
R=26 G=26 B=26
RGB
PROCESS
26
26
26
R=51 G=51 B=51
RGB
PROCESS
51
51
51
R=77 G=77 B=77
RGB
PROCESS
77
77
77
R=102 G=102 B=102
RGB
PROCESS
102
102
102
R=128 G=128 B=128
RGB
PROCESS
128
128
128
R=153 G=153 B=153
RGB
PROCESS
153
153
153
R=179 G=179 B=179
RGB
PROCESS
179
179
179
R=204 G=204 B=204
RGB
PROCESS
204
204
204
R=230 G=230 B=230
RGB
PROCESS
230
230
230
R=242 G=242 B=242
RGB
PROCESS
242
242
242
モバイルカラーグループ
1
R=136 G=168 B=13
RGB
PROCESS
136
168
13
R=127 G=71 B=221
RGB
PROCESS
127
71
221
R=251 G=174 B=23
RGB
PROCESS
251
174
23
Adobe PDF library 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HlWˮ%
ܟ8?0}ERc;Ā,68qߧ(u,|TWMRU,~}߽_~y}/OM_~M[}-g}k[i2?iX7-M˺ÿMN -L1|~'i#ouN])3A,
zkɛfդBslINTq`Ӗ[cR'͉D.^'"
[KV떸/÷5mSyw$!@7/ۦ\yk\ՍxOkڹn{ oஅ9z҆[ڻԽH_vKqtG&oPCb5NI'>L;Ҟpr^Dj*{BSxG {hu%0i}27C23j5Z6% rYA5' x聝
L0b?OHrB0A՟Bp<0mK3cːD>.B^*hΒ!1.L+V%7J˽k\=}LԶ] Z|a$P1Ԗ|\^Uskqev4LG
S@b\7X'f5b _0qkt+쨏tWzcW=$,o&ګem
mL}
x@dGOWqq
E'$mM#YIӍtۺ-oʫs%0u
+'0JW.6R]=;Qػ$Qs[okmRоHGnֶ 0}?a
o뢨_wY'$#1y&yU}Lx}6B1${vg$/<&ӺdZ7'SyC5C}euvWkSDTLiݘ:RSk/A>vh]hg{~lx͵3q uܼ0ܧ1%uwt)ChNL4CgÊt<=hP 1̼yvY,#Iq۷*1.S Ǹ.sN0]{OZ/"|ó<⚒IA4D:BcaL]itgdTԮQMQ([
k 4ejw5`iWqV++Tc\P=dk GZ$l詄MrCX`:,TK)r9g-XM *${C2Qe1,jʐ!r@;$BFW h+dRO3Dw0Zd
r{$!#=Nꗂ7]=$k +!0^+((x0<Pl(KSl?pF[ aV6m1,`Z9m溤Kt5C,aq9d_tTƸUMR
I9cZ?!uP%_QEoXL<0r rH/jPwQyc˫YϰɅ"voֆe.":[]@4KcXTa3aٿDʠ\9@ Iq$
bfHp:ntxbt(*1$8ߧ:GTL%;r
?'_T
%lP5 J=|I-$:5V3[}.u3
z5l
m'[XFƧ>WK^v{ &}:ekSr4E})@S 8e42q"i%Oeֵs=:&PG^+ŜChvkT;}39?