%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
ssk2018-tasihiki2-07
Adobe Illustrator CC 23.0 (Windows)
2019-02-01T11:57:13+10:00
2019-02-01T11:57:13+09:00
2019-02-01T11:57:13+09:00
184
256
JPEG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uuid:C1BCCE1871B8DB11993190FCD52B4E9F
xmp.did:9c19c4e5-482c-cb43-8186-066b5c08ac7e
uuid:a033a65f-a27f-4ef8-901e-1a8042e2aeac
proof:pdf
uuid:b0bab41d-e550-480b-9e86-5883021f2d64
xmp.did:d7f94305-6c54-6443-9a73-1d9a8596c6f3
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:9c19c4e5-482c-cb43-8186-066b5c08ac7e
2019-02-01T11:57:13+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!)\2年生\算数-足し引き算\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!)\2年生\算数-足し引き算\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
HdWˎ$Wl
LfWK`ga};";d>""/?/?}?|qz{篟>z|ǟ?oh<ӗ˱~¯_Ymm<-q61<_Wo~|z]}s-;}ӟq.ر+.;囷ۇvm>̝艇4<s6-|}>i6~:⅍x6qƹX;bQ_&9&k#NX~b~&͏eȡr{mAGΏ=aD'R