%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:20170317164442+04'00') /Creator (Adobe Illustrator CC 2014 \(Windows\)) /GTS_PDFXVersion (PDF/X-4) /ModDate (D:20220119104308+00'00') /Producer (pikepdf 4.3.1) /Subject (Grade K, Coloring Pages, Holiday Coloring Pages) /Title (In The Garden Coloring Page Printable Worksheet PDF) /Trapped /False >>
endobj
3 0 obj
<< /Subtype /XML /Type /Metadata /Length 83987 >>
stream
application/pdf
In The Garden Coloring Page Printable Worksheet PDF
2022-01-19T04:43:08.283983-06:00
2022-01-19T10:43:08+00:00
2017-03-17T16:44:42+04:00
Adobe Illustrator CC 2014 (Windows)
256
196
JPEG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==
uuid:bbc3097c-9c0b-452d-9032-72aadb643eaf
xmp.did:ddf349e5-7483-dc46-8e74-f72131e8a29b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:bccf85cb-f1a9-493b-8156-c845f5000150
xmp.did:b75cc570-0bde-1c40-8954-df21300f489d
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:ddf349e5-7483-dc46-8e74-f72131e8a29b
2017-03-17T16:44:39+03:00
Adobe Illustrator CC 2014 (Windows)
/
Print
False
True
1
210.001556
297.000083
Millimeters
AGAvantGardeCyrBook
AGAvantGardeCyr
Book
TrueType
001.000
False
6775.ttf
HandDrawnShapes
Hand Drawn Shapes
Regular
TrueType
Version 1.002;PS 001.001;hotconv 1.0.56
False
Cyan
Magenta
Yellow
Black
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
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
FOCOLTONE 3354
PROCESS
100.000000
RGB
253
242
135
FOCOLTONE 2201
PROCESS
100.000000
RGB
253
241
115
FOCOLTONE 3368
PROCESS
100.000000
RGB
251
240
102
R=236 G=0 B=197
PROCESS
100.000000
RGB
235
0
196
R=255 G=202 B=0
PROCESS
100.000000
RGB
255
202
0
R=149 G=99 B=78
PROCESS
100.000000
RGB
149
98
77
R=203 G=129 B=21
PROCESS
100.000000
RGB
202
128
21
R=35 G=31 B=32
PROCESS
100.000000
RGB
35
31
31
R=249 G=226 B=236
PROCESS
100.000000
RGB
249
226
235
R=249 G=237 B=50
PROCESS
100.000000
RGB
249
237
49
R=240 G=192 B=55
PROCESS
100.000000
RGB
239
191
54
R=122 G=173 B=55
PROCESS
100.000000
RGB
121
172
54
R=141 G=198 B=63
PROCESS
100.000000
RGB
140
198
63
R=141 G=198 B=63 1
PROCESS
100.000000
RGB
0
120
191
R=58 G=139 B=54
PROCESS
100.000000
RGB
58
138
54
R=58 G=139 B=54 1
PROCESS
100.000000
RGB
2
71
150
R=22 G=107 B=149 2
PROCESS
100.000000
RGB
22
107
149
R=110 G=36 B=5
PROCESS
100.000000
RGB
110
35
5
R=208 G=28 B=33
PROCESS
100.000000
RGB
207
28
33
R=240 G=94 B=38
PROCESS
100.000000
RGB
239
93
38
R=237 G=28 B=36
PROCESS
100.000000
RGB
237
28
35
R=225 G=240 B=255
PROCESS
100.000000
RGB
225
239
255
R=217 G=170 B=164
PROCESS
100.000000
RGB
216
170
163
R=252 G=166 B=94
PROCESS
100.000000
RGB
251
165
93
R=240 G=190 B=180
PROCESS
100.000000
RGB
239
189
179
R=203 G=140 B=132
PROCESS
100.000000
RGB
202
140
131
R=235 G=168 B=155
PROCESS
100.000000
RGB
235
168
154
R=164 G=162 B=163
PROCESS
100.000000
RGB
163
161
163
R=196 G=195 B=197
PROCESS
100.000000
RGB
195
195
196
R=219 G=156 B=148
PROCESS
100.000000
RGB
219
156
147
R=250 G=114 B=1
PROCESS
100.000000
RGB
249
114
1
R=237 G=178 B=167
PROCESS
100.000000
RGB
237
177
167
R=198 G=199 B=201
PROCESS
100.000000
RGB
198
198
200
R=244 G=96 B=187
PROCESS
100.000000
RGB
244
96
186
R=246 G=130 B=199
PROCESS
100.000000
RGB
246
130
198
R=244 G=123 B=43
PROCESS
100.000000
RGB
244
123
42
R=246 G=111 B=199
PROCESS
100.000000
RGB
246
110
198
R=157 G=159 B=161
PROCESS
100.000000
RGB
156
158
161
R=95 G=100 B=103
PROCESS
100.000000
RGB
94
100
103
R=127 G=131 B=134
PROCESS
100.000000
RGB
126
131
133
R=169 G=169 B=171
PROCESS
100.000000
RGB
168
168
170
R=147 G=149 B=152
PROCESS
100.000000
RGB
147
149
151
R=123 G=128 B=131
PROCESS
100.000000
RGB
123
128
131
R=247 G=149 B=32
PROCESS
100.000000
RGB
246
149
31
R=253 G=199 B=141
PROCESS
100.000000
RGB
253
198
140
Grays
1
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
1
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
pikepdf 4.3.1
False
PDF/X-4
PDF/X-4
Kids AcademyGrade K, Coloring Pages, Holiday Coloring Pages
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.