%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
Adobe PDF library 15.00
2023-02-06T16:08:01+09:00
2023-02-06T16:08:01+09:00
Adobe Illustrator 25.0 (Macintosh)
2023-02-06T16:08:01+09:00
184
256
JPEG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xmp.did:5837397e-3032-407e-a449-fbfd9901623d
uuid:400fffd0-71cc-4948-a74c-7515275ee843
proof:pdf
uuid:34ae8dbd-1902-4bac-8fa2-193c22d39008
uuid:d0dcb14f-dfb7-4a48-9940-4d5b8881f2ea
xmp.did:1398d301-7786-4037-9eb1-732c7781c1be
uuid:34ae8dbd-1902-4bac-8fa2-193c22d39008
proof:pdf
saved
xmp.iid:B80F6551BCF3E011A856D4445FBA5156
2011-10-11T12:53:02+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:5837397e-3032-407e-a449-fbfd9901623d
2023-02-06T16:08:01+09:00
Adobe Illustrator 25.0 (Macintosh)
/
EmbedByReference
/Users/Mochoko/Documents/仕事/lancers/PadinHouse/理科/TIF/化学-1年-身のまわりの物質/いろいろな物質の性質/密度/r_c1m_4_01_04_017.tif
EmbedByReference
/Users/Mochoko/Documents/仕事/lancers/PadinHouse/理科/TIF/化学-1年-身のまわりの物質/実験の基礎/ガスバーナー/r_c1m_4_05_01_005.tif
EmbedByReference
/Users/Mochoko/Documents/仕事/lancers/PadinHouse/理科/TIF/化学-1年-身のまわりの物質/実験の基礎/ガスバーナー/r_c1m_4_05_01_005.tif
EmbedByReference
/Users/Mochoko/Documents/仕事/lancers/PadinHouse/理科/TIF/化学-1年-身のまわりの物質/実験の基礎/ガスバーナー/r_c1m_4_05_01_022.tif
/Users/Mochoko/Documents/仕事/lancers/PadinHouse/理科/TIF/化学-1年-身のまわりの物質/いろいろな物質の性質/密度/r_c1m_4_01_04_017.tif
/Users/Mochoko/Documents/仕事/lancers/PadinHouse/理科/TIF/化学-1年-身のまわりの物質/実験の基礎/ガスバーナー/r_c1m_4_05_01_005.tif
/Users/Mochoko/Documents/仕事/lancers/PadinHouse/理科/TIF/化学-1年-身のまわりの物質/実験の基礎/ガスバーナー/r_c1m_4_05_01_005.tif
/Users/Mochoko/Documents/仕事/lancers/PadinHouse/理科/TIF/化学-1年-身のまわりの物質/実験の基礎/ガスバーナー/r_c1m_4_05_01_022.tif
application/pdf
jhs2017-science1-1-2-ms202302061509-3
1
False
False
595.274416
841.889590
Points
Cyan
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
マゼンタ
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
レッド
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
クリムゾン
CMYK
PROCESS
27.000000
94.000000
94.000000
26.000000
オレンジ
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
ピーチ
CMYK
PROCESS
3.000000
26.000000
81.000000
4.000000
カスタード
CMYK
PROCESS
0.000000
13.000000
63.000000
0.000000
イエロー
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
ライム
CMYK
PROCESS
33.000000
0.000000
73.000000
0.000000
ドライセージ
CMYK
PROCESS
36.000000
10.000000
47.000000
2.000000
グリーン
CMYK
PROCESS
80.000000
0.000000
100.000000
0.000000
森林
CMYK
PROCESS
90.000000
30.000000
90.000000
17.000000
地中海
CMYK
PROCESS
100.000000
0.000000
30.000000
5.000000
ブライトブルー
CMYK
PROCESS
46.000000
0.000000
0.000000
0.000000
シアン
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
ナイトブルー
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
油ねんど
CMYK
PROCESS
30.000000
0.000000
0.000000
43.000000
ペリウィンクル
CMYK
PROCESS
43.000000
28.000000
0.000000
0.000000
プラム
CMYK
PROCESS
50.000000
90.000000
0.000000
0.000000
ラベンダー
CMYK
PROCESS
18.000000
46.000000
0.000000
0.000000
ベビーピンク
CMYK
PROCESS
0.000000
25.000000
0.000000
0.000000
ビスケット
CMYK
PROCESS
7.000000
24.000000
37.000000
2.000000
カフェオレ
CMYK
PROCESS
25.000000
42.000000
48.000000
11.000000
モルト
CMYK
PROCESS
33.000000
44.000000
54.000000
19.000000
モカ
CMYK
PROCESS
43.000000
52.000000
80.000000
38.000000
ライトグレー
CMYK
PROCESS
0.000000
0.000000
0.000000
30.000000
薄墨
CMYK
PROCESS
0.000000
0.000000
0.000000
70.000000
ブラック (グローバル)
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
レッド (グローバル)
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
オレンジ (グローバル)
PROCESS
100.000000
CMYK
0.000000
50.000000
100.000000
0.000000
イエロー (グローバル)
PROCESS
100.000000
CMYK
0.000000
0.000000
100.000000
0.000000
グリーン (グローバル)
PROCESS
100.000000
CMYK
80.000001
0.000000
100.000000
0.000000
ブルー (グローバル)
PROCESS
100.000000
CMYK
46.000001
0.000000
0.000000
0.000000
ペリウィンクル (グローバル)
PROCESS
100.000000
CMYK
43.000001
28.000000
0.000000
0.000000
ナイトブルー (グローバル)
PROCESS
100.000000
CMYK
100.000000
50.000000
0.000000
0.000000
プラム (グローバル)
PROCESS
100.000000
CMYK
50.000000
89.999998
0.000000
0.000000
ピンク (グローバル)
PROCESS
100.000000
CMYK
0.000000
25.000000
0.000000
0.000000
モルト (グローバル)
PROCESS
100.000000
CMYK
32.550001
44.310001
53.729999
19.610000
主グレー
CMYK
PROCESS
0.000000
0.000000
0.000000
75.000000
C=0 M=96 Y=94 K=0 1
CMYK
PROCESS
0.000000
95.703100
94.140600
0.000000
C=0 M=96 Y=94 K=0 2
CMYK
PROCESS
0.000000
95.703100
94.140600
0.000000
C=0 M=96 Y=94 K=0 3
CMYK
PROCESS
0.000000
95.703100
94.140600
0.000000
C=0 M=96 Y=94 K=0 4
CMYK
PROCESS
0.000000
95.703100
94.140600
0.000000
C=93 M=88 Y=89 K=80 1
CMYK
PROCESS
92.578100
87.500000
88.671900
79.687500
C=0 M=96 Y=94 K=0 5
CMYK
PROCESS
0.000000
95.703100
94.140600
0.000000
C=0 M=96 Y=94 K=0 6
CMYK
PROCESS
0.000000
95.703100
94.140600
0.000000
C=93 M=88 Y=89 K=80 2
CMYK
PROCESS
92.578100
87.500000
88.671900
79.687500
C=93 M=88 Y=89 K=80 3
CMYK
PROCESS
92.578100
87.500000
88.671900
79.687500
クリムゾン
CMYK
PROCESS
27.000000
94.000000
94.000000
26.000000
C=0 M=96 Y=94 K=0 7
CMYK
PROCESS
0.000000
95.703100
94.140600
0.000000
Adobe Illustrator
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 595.274 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HlWˮdI
߯괝ǖAbQq1
,{g=nFuv?/y_Vڗ_~z5>?ϳu^H.Ut/߰ۧvK?*gX˗\WqGn3ʵ
|m%
b۰\M=[:a#.b}%0;`^g
yk~]sm p뼿Ӹc؎?6\^ʮK ?%r8d{0j]q9y3vIP8&\-|H \gbWINǷfM-7.?k1[:P:5ϞzF
#2nC4~zc1Hkx