%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 12 0 R]>>/Type/Catalog>>
endobj
36 0 obj
<>stream
application/pdf
fact-families-multiplication-division-5
Adobe Illustrator CS3
2011-06-15T12:28:13-04:00
2011-06-15T12:28:13-04:00
2011-06-15T12:28:13-04:00
256
164
JPEG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:69CD9F706C97E0119CE1E6730512EBA1
uuid:61acb5ca-a304-46a0-84b5-62e9ec3d9981
uuid:68CD9F706C97E0119CE1E6730512EBA1
uuid:661844DB6097E0119CE1E6730512EBA1
Basic RGB
1
False
False
17.000000
11.000000
Inches
CenturyGothic-Italic
Century Gothic
Italic
Open Type
Version 2.35
False
Gothici.TTF
CenturyGothic-Bold
Century Gothic
Bold
Open Type
Version 2.35
False
Gothicb.TTF
CenturyGothic
Century Gothic
Regular
Open Type
Version 2.35
False
Gothic.TTF
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
0
0
0
RGB Red
RGB
PROCESS
255
0
0
RGB Yellow
RGB
PROCESS
255
255
0
RGB Green
RGB
PROCESS
0
255
0
RGB Cyan
RGB
PROCESS
0
255
255
RGB Blue
RGB
PROCESS
0
0
255
RGB Magenta
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
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
204
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
153
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
R=241 G=241 B=242
GRAY
PROCESS
12
Adobe PDF library 8.00
endstream
endobj
2 0 obj
<>
endobj
8 0 obj
<>
endobj
12 0 obj
<>
endobj
13 0 obj
[/View/Design]
endobj
14 0 obj
<>>>
endobj
9 0 obj
[/View/Design]
endobj
10 0 obj
<>>>
endobj
7 0 obj
[12 0 R 8 0 R]
endobj
5 0 obj
<>/ProcSet[/PDF/Text]/Properties<>/ExtGState<>>>/Type/Page>>
endobj
24 0 obj
<>/ProcSet[/PDF/Text]/Properties<>/ExtGState<>>>/Type/Page>>
endobj
28 0 obj
<>stream
H̗ێ8
;,fxsIr&A@n<=:%[-t'>tX?c[ywϷ0kȴ 8SG&
Lq'p?NsLnqx8L0h܂EɌ30c(ji;HJ"
?˴#