%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:20180912155755+03'00') /Creator (Adobe Illustrator CC 2017 \(Windows\)) /CreatorVersion (21.0.2) /GTS_PDFXVersion (PDF/X-4) /ModDate (D:20220119105753+00'00') /Producer (pikepdf 4.3.1) /Subject (Pre-K, Math, Geometry) /Title (Triangle Rectangle Printable Worksheet PDF) /Trapped /False >>
endobj
3 0 obj
<< /Subtype /XML /Type /Metadata /Length 104049 >>
stream
application/pdf
Triangle Rectangle Printable Worksheet PDF
2022-01-19T04:57:54.025486-06:00
2022-01-19T10:57:53+00:00
2018-09-12T15:57:55+03:00
Adobe Illustrator CC 2017 (Windows)
256
232
JPEG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uuid:e6d8c933-8582-42a9-8967-9595ec63eb9a
xmp.did:d93d18f9-7518-d742-9173-347f5d8d104e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:450426a8-8744-4713-9b29-34e45f8145bb
xmp.did:628ad2d0-2468-3342-a91e-a61fa571dbfa
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:d93d18f9-7518-d742-9173-347f5d8d104e
2018-09-12T15:57:47+03:00
Adobe Illustrator CC 2017 (Windows)
/
Print
False
True
1
595.000000
842.000000
Pixels
AGAvantGardeCyrBook
AGAvantGardeCyr
Book
TrueType
001.000
False
6775.ttf
FuturisXC
FuturisXC
PT Futuris Black Cyrillic
Type 1
001.000
False
FTX95__C.PFB; FTX95__C.PFM
GranstanderClean
Granstander Clean
Regular
Open Type
Version 1.000
False
Grandstander-clean.otf
PetangueDEMO
Petangue DEMO
Regular
Open Type
Version 1.000
False
petangue DEMO.otf
PoplarStd
Poplar Std
Black
Open Type
Version 2.080;PS 002.000;hotconv 1.0.68;makeotf.lib2.5.35818
False
PoplarStd.otf
Cyan
Magenta
Yellow
Black
Группа образцов по умолчанию
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
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=251 G=186 B=159 2
PROCESS
100.000000
RGB
251
186
158
R=212 G=240 B=254 2
PROCESS
100.000000
RGB
212
239
253
R=110 G=203 B=208
PROCESS
100.000000
RGB
110
202
207
R=157 G=80 B=72
PROCESS
100.000000
RGB
156
80
72
R=142 G=81 B=90
PROCESS
100.000000
RGB
142
80
89
Deleted Global Color
PROCESS
100.000000
RGB
239
158
137
R=212 G=240 B=254
PROCESS
100.000000
RGB
212
239
253
R=244 G=93 B=76
PROCESS
100.000000
RGB
244
93
75
R=195 G=86 B=23
PROCESS
100.000000
RGB
195
86
22
cyan
PROCESS
100.000000
RGB
0
158
227
R95 G214 B254
SPOT
100.000000
CMYK
52.156901
0.000000
0.000000
0.000000
gold
PROCESS
100.000000
RGB
255
204
0
CutContour
SPOT
100.000000
CMYK
1.960800
92.941201
0.392200
0.000000
C=18 M=90 Y=53 K=3
PROCESS
100.000000
RGB
199
53
84
C=20 M=98 Y=100 K=10
PROCESS
100.000000
RGB
182
32
24
C=2 M=42 Y=36 K=0
PROCESS
100.000000
RGB
242
170
154
C=2 M=67 Y=45 K=0
PROCESS
100.000000
RGB
235
115
115
C=70 M=68 Y=64 K=74
PROCESS
100.000000
RGB
42
36
34
C=2 M=31 Y=27 K=0
PROCESS
100.000000
RGB
245
193
179
C=9 M=6 Y=7 K=0
PROCESS
100.000000
RGB
236
235
236
C=11 M=65 Y=100 K=1
PROCESS
100.000000
RGB
218
110
17
C=0 M=35 Y=85 K=0
PROCESS
100.000000
RGB
249
178
51
C=0 M=10 Y=100 K=0
PROCESS
100.000000
RGB
255
221
0
C=13 M=9 Y=9 K=0
PROCESS
100.000000
RGB
227
227
228
R=168 G=84 B=84
PROCESS
100.000000
RGB
168
84
84
R=124 G=65 B=65
PROCESS
100.000000
RGB
124
65
65
R=234 G=139 B=155
PROCESS
100.000000
RGB
233
138
154
R=255 G=169 B=186
PROCESS
100.000000
RGB
255
168
186
R=255 G=204 B=211
PROCESS
100.000000
RGB
255
204
211
R=68 G=34 B=7
PROCESS
100.000000
RGB
68
33
7
R=137 G=205 B=239
PROCESS
100.000000
RGB
137
205
239
R=255 G=212 B=176
PROCESS
100.000000
RGB
255
212
175
R=165 G=96 B=45
PROCESS
100.000000
RGB
165
96
45
R=117 G=176 B=219
PROCESS
100.000000
RGB
117
175
219
R=96 G=33 B=8
PROCESS
100.000000
RGB
96
33
8
R=247 G=148 B=30
PROCESS
100.000000
RGB
246
147
29
R=242 G=101 B=34
PROCESS
100.000000
RGB
242
100
33
R=255 G=255 B=255
PROCESS
100.000000
RGB
255
255
255
R=54 G=162 B=216
PROCESS
100.000000
RGB
54
161
216
R=199 G=217 B=204
PROCESS
100.000000
RGB
198
216
204
R=163 G=184 B=169
PROCESS
100.000000
RGB
163
184
168
R=229 G=226 B=229
PROCESS
100.000000
RGB
228
226
228
R=180 G=203 B=187
PROCESS
100.000000
RGB
179
202
186
Blue Grey 800
PROCESS
100.000000
RGB
42
69
78
Grey 800
PROCESS
100.000000
RGB
63
63
63
Yellow 600
PROCESS
100.000000
RGB
255
217
10
Yellow 100
PROCESS
100.000000
RGB
255
249
194
R=255 G=222 B=82
PROCESS
100.000000
RGB
255
221
82
PANTONE 185 CP
PROCESS
100.000000
RGB
238
55
61
FOCOLTONE 3493
PROCESS
100.000000
RGB
140
40
3
FOCOLTONE 1158
PROCESS
100.000000
RGB
148
169
36
FOCOLTONE 1146
PROCESS
100.000000
RGB
175
179
21
R=175 G=92 B=158
PROCESS
100.000000
RGB
175
91
158
R=208 G=96 B=158
PROCESS
100.000000
RGB
207
96
158
R=107 G=78 B=56
PROCESS
100.000000
RGB
107
77
56
R=193 G=210 B=223
PROCESS
100.000000
RGB
193
209
223
C=56 M=53 Y=73 K=38
PROCESS
100.000000
RGB
98
86
61
C=52 M=71 Y=82 K=72
PROCESS
100.000000
RGB
62
37
20
C=26 M=77 Y=100 K=20
PROCESS
100.000000
RGB
163
71
23
C=34 M=78 Y=100 K=40
PROCESS
100.000000
RGB
124
57
18
C=7 M=69 Y=100 K=0
PROCESS
100.000000
RGB
225
102
15
C=33 M=26 Y=26 K=0
PROCESS
100.000000
RGB
184
181
181
C=24 M=19 Y=20 K=0
PROCESS
100.000000
RGB
203
200
200
C=30 M=79 Y=95 K=28
PROCESS
100.000000
RGB
146
62
27
C=2 M=24 Y=48 K=0
PROCESS
100.000000
RGB
248
204
147
C=38 M=89 Y=83 K=60
PROCESS
100.000000
RGB
91
31
22
C=3 M=46 Y=92 K=0
PROCESS
100.000000
RGB
240
153
31
C=13 M=79 Y=94 K=3
PROCESS
100.000000
RGB
208
79
33
C=30 M=95 Y=88 K=36
PROCESS
100.000000
RGB
132
33
28
C=48 M=74 Y=71 K=64
PROCESS
100.000000
RGB
76
43
35
C=7 M=5 Y=5 K=0
PROCESS
100.000000
RGB
240
240
240
C=9 M=11 Y=97 K=0
PROCESS
100.000000
RGB
241
213
0
C=27 M=32 Y=81 K=1
PROCESS
100.000000
RGB
198
167
70
C=16 M=22 Y=77 K=0
PROCESS
100.000000
RGB
223
192
80
C=68 M=62 Y=58 K=46
PROCESS
100.000000
RGB
72
67
68
C=0 M=0 Y=0 K=40
PROCESS
100.000000
RGB
178
178
177
PANTONE DS 311-1 C
SPOT
100.000000
CMYK
20.000000
0.000000
100.000000
20.000000
PANTONE DS 305-3 C
SPOT
100.000000
CMYK
25.000000
0.000000
94.999999
34.999999
PANTONE DS 195-5 C
SPOT
100.000000
CMYK
50.000000
40.000001
0.000000
30.000001
PANTONE DS 218-7 C
SPOT
100.000000
CMYK
30.000001
10.000000
5.000000
0.000000
PANTONE DS 312-2 C
SPOT
100.000000
CMYK
15.000001
0.000000
100.000000
34.999999
PANTONE DS 311-2 C
SPOT
100.000000
CMYK
15.000001
0.000000
100.000000
20.000000
PANTONE DS 110-1 C
SPOT
100.000000
CMYK
0.000000
100.000000
60.000002
40.000001
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
21.0.2
PDF/X-4
PDF/X-4
Kids AcademyPre-K, Math, Geometry
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.