%PDF-1.6
%
1 0 obj
<< /Metadata 3 0 R /OutputIntents [ << /DestOutputProfile 4 0 R /Info (U.S. Web Coated \(SWOP\) v2) /OutputCondition () /OutputConditionIdentifier (CGATS TR 001) /RegistryName (http://www.color.org) /S /GTS_PDFX /Type /OutputIntent >> ] /Pages 5 0 R /Type /Catalog >>
endobj
2 0 obj
<< /Author (Kids Academy) /CreationDate (D:20171116231556+04'00') /Creator (Adobe Illustrator CC 2015 \(Windows\)) /GTS_PDFXVersion (PDF/X-4) /ModDate (D:20220119105714+00'00') /Producer (pikepdf 4.3.1) /Subject (Grade 3, Social Studies, History) /Title (Thomas Jefferson Timeline Printable Worksheet PDF) /Trapped /False >>
endobj
3 0 obj
<< /Subtype /XML /Type /Metadata /Length 103956 >>
stream
application/pdf
Thomas Jefferson Timeline Printable Worksheet PDF
2022-01-19T04:57:14.460070-06:00
2022-01-19T10:57:14+00:00
2017-11-16T23:15:56+04:00
Adobe Illustrator CC 2015 (Windows)
256
212
JPEG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uuid:8227db79-0e8f-4be4-b8f8-1bbfcee082e5
xmp.did:7bbb0ace-3274-f64b-812e-06048a299d34
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:623e48be-a7c7-744b-abf6-3b0e57c542ef
xmp.did:623e48be-a7c7-744b-abf6-3b0e57c542ef
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1ba4aebb-88fe-f04d-984a-2201e8464873
2016-11-15T15:10:46+03:00
Adobe Illustrator CC 2014 (Windows)
/
saved
xmp.iid:7bbb0ace-3274-f64b-812e-06048a299d34
2017-11-16T23:15:53+03:00
Adobe Illustrator CC 2015 (Windows)
/
EmbedByReference
F:\014 WORK UZUMBA\0-work_shity\freelancer files\ai worksheets\2nd Grade History\gateway arch.psd
xmp.did:7d092096-fa08-1444-81d0-876ec747432c
xmp.iid:7d092096-fa08-1444-81d0-876ec747432c
F:\014 WORK UZUMBA\0-work_shity\freelancer files\ai worksheets\2nd Grade History\gateway arch.psd
xmp.did:7d092096-fa08-1444-81d0-876ec747432c
xmp.iid:7d092096-fa08-1444-81d0-876ec747432c
Print
False
True
1
595.000000
842.000000
Pixels
AGAvantGardeCyrBook
AGAvantGardeCyr
Book
TrueType
001.000
False
6775.ttf
BubbleboddyNeue-Regular
Bubbleboddy Neue
Regular
TrueType
Version 1.000
False
Bubbleboddy Neue-trial.ttf
CenturyGothic-Bold
Century Gothic
Bold
Open Type
Version 2.35
False
GOTHICB.TTF
DimboRegular
Dimbo
Regular
TrueType
Version 2 - August 1, 2012
False
Dimbo Regular.ttf
DKCanoodle-Regular
DK Canoodle
Regular
Open Type
Version 1.000
False
DK Canoodle.otf
GillSansMT-ExtraCondensedBold
Gill Sans MT Ext Condensed Bold
Regular
Open Type
Version 1.65
False
GLSNECB.TTF
Gunz
Gunz
Regular
Open Type
Version 1.00 January 13, 2011, initial release
False
gunz.otf
take_out_the_garbage
take_out_the_garbage
Regular
TrueType
Version 1.00 January 22, 2009, initial release
False
take_out_the_garbage.ttf
Cyan
Magenta
Yellow
Black
PANTONE 150 CV
PANTONE 149 CV
PANTONE 148 CV
PANTONE 147 CV
PANTONE 145 CV
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
236
28
36
CMYK Yellow
RGB
PROCESS
255
241
0
CMYK Green
RGB
PROCESS
0
165
81
CMYK Cyan
RGB
PROCESS
0
173
238
CMYK Blue
RGB
PROCESS
46
49
145
CMYK Magenta
RGB
PROCESS
235
0
139
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
238
64
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
240
90
40
C=0 M=50 Y=100 K=0
RGB
PROCESS
246
146
30
C=0 M=35 Y=85 K=0
RGB
PROCESS
250
175
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
236
49
R=255 G=203 B=5 1
RGB
PROCESS
255
203
5
C=20 M=0 Y=100 K=0
RGB
PROCESS
214
222
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
139
197
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
55
179
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
147
69
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
41
180
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
166
156
C=70 M=15 Y=0 K=0
RGB
PROCESS
38
169
224
C=85 M=50 Y=0 K=0
RGB
PROCESS
27
117
187
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
56
143
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
97
C=75 M=100 Y=0 K=0
RGB
PROCESS
101
45
144
C=50 M=100 Y=0 K=0
RGB
PROCESS
144
39
142
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
217
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
236
41
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
193
180
154
C=40 M=45 Y=50 K=5
RGB
PROCESS
154
132
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
113
101
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
90
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
195
153
107
C=30 M=50 Y=75 K=10
RGB
PROCESS
168
124
79
C=35 M=60 Y=80 K=25
RGB
PROCESS
138
93
59
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
40
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
56
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
59
35
20
R=197 G=197 B=197
PROCESS
100.000000
RGB
196
196
196
R=49 G=50 B=52
PROCESS
100.000000
RGB
49
49
52
R=216 G=114 B=164
PROCESS
100.000000
RGB
216
114
163
R=12 G=13 B=17
PROCESS
100.000000
RGB
12
12
17
R=171 G=102 B=204
PROCESS
100.000000
RGB
170
102
204
R=132 G=152 B=31
PROCESS
100.000000
RGB
131
151
31
R=153 G=166 B=55
PROCESS
100.000000
RGB
153
165
54
R=61 G=89 B=11
PROCESS
100.000000
RGB
61
89
10
R=103 G=69 B=2
PROCESS
100.000000
RGB
103
68
1
R=85 G=116 B=26
PROCESS
100.000000
RGB
84
116
26
R=58 G=45 B=0
PROCESS
100.000000
RGB
58
45
0
R=97 G=78 B=22
PROCESS
100.000000
RGB
96
77
22
R=42 G=31 B=0
PROCESS
100.000000
RGB
42
31
0
R=125 G=88 B=19
PROCESS
100.000000
RGB
124
87
19
R=50 G=38 B=0
PROCESS
100.000000
RGB
49
38
0
R=107 G=86 B=27
PROCESS
100.000000
RGB
107
86
26
R=0 G=144 B=134 1
RGB
PROCESS
0
144
134
R=190 G=30 B=45 1
RGB
PROCESS
190
30
45
R=86 G=205 B=232 1
RGB
PROCESS
86
205
232
[Совмещение]
PROCESS
100.000000
RGB
0
0
0
R=23 G=111 B=170 1
RGB
PROCESS
23
111
170
R=203 G=187 B=56 1
RGB
PROCESS
203
187
56
R=255 G=0 B=47 1
RGB
PROCESS
255
0
47
R=50 G=194 B=255
PROCESS
100.000000
RGB
49
193
255
Íîâûé îáðàçåö öâåòà 5
PROCESS
100.000000
RGB
102
80
153
R=142 G=98 B=177
PROCESS
100.000000
RGB
142
98
177
Íîâûé îáðàçåö öâåòà 17
PROCESS
100.000000
RGB
198
3
3
R=29 G=124 B=89
PROCESS
100.000000
RGB
28
124
89
R=232 G=147 B=97
PROCESS
100.000000
RGB
232
147
96
R=236 G=230 B=225
PROCESS
100.000000
RGB
235
230
225
R=140 G=168 B=54
PROCESS
100.000000
RGB
140
168
54
R=40 G=14 B=8
PROCESS
100.000000
RGB
40
14
8
R=54 G=150 B=122
PROCESS
100.000000
RGB
54
149
121
R=14 G=15 B=45
PROCESS
100.000000
RGB
14
15
45
R=45 G=129 B=121
PROCESS
100.000000
RGB
45
128
121
R=245 G=245 B=245
PROCESS
100.000000
RGB
244
244
244
R=107 G=156 B=56
PROCESS
100.000000
RGB
107
156
56
R=16 G=35 B=51
PROCESS
100.000000
RGB
15
35
51
R=26 G=59 B=81
PROCESS
100.000000
RGB
26
59
80
R=246 G=135 B=30
PROCESS
100.000000
RGB
246
135
29
R=246 G=105 B=25
PROCESS
100.000000
RGB
246
105
24
R=80 G=157 B=153
PROCESS
100.000000
RGB
80
156
153
R=31 G=143 B=148
PROCESS
100.000000
RGB
31
142
147
R=144 G=109 B=158 1
RGB
PROCESS
144
109
158
R=216 G=208 B=188
PROCESS
100.000000
RGB
216
207
188
R=246 G=232 B=231
PROCESS
100.000000
RGB
246
232
230
PANTONE 148 CV
SPOT
100.000000
RGB
254
227
148
PANTONE 150 CV
SPOT
100.000000
RGB
254
179
66
PANTONE 145 CV
SPOT
100.000000
RGB
231
122
0
PANTONE 149 CV
SPOT
100.000000
RGB
254
208
114
PANTONE 147 CV
SPOT
100.000000
RGB
78
57
0
New Color Swatch 5
PROCESS
100.000000
RGB
141
215
247
New Color Swatch 1
PROCESS
100.000000
RGB
93
193
238
New Color Swatch 2
PROCESS
100.000000
RGB
198
78
66
New Color Swatch 6
PROCESS
100.000000
RGB
125
54
52
New Color Swatch 3
PROCESS
100.000000
RGB
198
78
66
R=246 G=231 B=171 1
RGB
PROCESS
246
231
171
R=0 G=171 B=186 1
RGB
PROCESS
0
171
186
R=144 G=109 B=158 2
RGB
PROCESS
144
109
158
R=114 G=117 B=161 1
RGB
PROCESS
114
117
161
R=20 G=177 B=231 1
RGB
PROCESS
20
177
231
R=250 G=92 B=75 1
RGB
PROCESS
250
92
75
R=154 G=211 B=235 1
RGB
PROCESS
154
211
235
R=224 G=196 B=16 1
RGB
PROCESS
224
196
16
R=36 G=15 B=8
PROCESS
100.000000
RGB
35
15
8
R=158 G=8 B=13
PROCESS
100.000000
RGB
158
8
12
R=210 G=10 B=17
PROCESS
100.000000
RGB
209
10
17
R=74 G=36 B=21
PROCESS
100.000000
RGB
73
35
21
R=214 G=148 B=148
PROCESS
100.000000
RGB
214
147
147
R=184 G=100 B=31
PROCESS
100.000000
RGB
184
100
31
R=210 G=10 B=17 2
PROCESS
100.000000
RGB
209
10
17
R=210 G=10 B=17 3
PROCESS
100.000000
RGB
209
10
17
R=227 G=182 B=159 1
RGB
PROCESS
227
182
159
R=232 G=147 B=97 2
PROCESS
100.000000
RGB
232
147
96
R=193 G=210 B=223
PROCESS
100.000000
RGB
193
209
223
Grays
0
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
64
64
65
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
112
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
129
132
C=0 M=0 Y=0 K=50
RGB
PROCESS
146
148
151
C=0 M=0 Y=0 K=40
RGB
PROCESS
166
168
171
C=0 M=0 Y=0 K=30
RGB
PROCESS
187
189
191
C=0 M=0 Y=0 K=20
RGB
PROCESS
208
210
211
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
241
242
Brights
0
C=0 M=100 Y=100 K=0
RGB
PROCESS
236
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
241
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
221
21
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
34
64
153
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
151
R=147 G=224 B=255 1
RGB
PROCESS
147
224
255
pikepdf 4.3.1
False
PDF/X-4
PDF/X-4
Kids AcademyGrade 3, Social Studies, History
endstream
endobj
4 0 obj
<< /N 4 /Length 383978 /Filter /FlateDecode >>
stream
xPS]((*bAEl(
X ET(H=+HB)6+k9{{+'fg^$@A@=@EcHLr-M9??kI^LI-N6o_ds'@Ix=\XilnAix{@Ļ6&Mn6)X&Զus wA -1&5qw~"85q]d̡0gG5p*DQfzqc@J~Rc$[:{(ԝ s%)3@ޛ˦NXfN9syisrDW2ʙjP(^?EpDx@/,q.͒-(_6vN@EMd)U!кCa#G]sG=; _N|OJ:)oگ3d}~6U'
M_B;`u
CHL>6w8 xIKs(oh=S"9'|Wp䬴Sf(EjzfvAE闲*z
QQ7QpհG7j:Ժ-}OGP羮Оޘ'QCa)iيs5#}ό]pK.suڸ5.7;.AC㣚ǍOZv>ybWO^ykޟv5[?sI;_Sܘ1i36͌JUd
/Xa0nϢxXwU+b5onK*WFڽ#eS惞^[ߺ{/7߈P@Ϯݍ{A{~AF(-NEӢhf,(7Lx\/3_T$mri.