%PDF-1.6
%
1 0 obj
<>/OCGs[44 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Sugestao-de-calendario-escolar-2022
Adobe Illustrator 26.0 (Macintosh)
2022-01-24T17:51:44-03:00
2022-01-24T17:51:45-03:00
2022-01-24T17:51:45-03:00
144
256
JPEG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==
proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:c6093969-7b77-47b5-ab8a-1e5ce25bb1c8
uuid:f7e368d7-e2dd-9243-8de1-b03bdeca9584
xmp.iid:f9b0527b-e0f0-4108-83f5-a6e60018ca77
xmp.did:f9b0527b-e0f0-4108-83f5-a6e60018ca77
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:8b931e57-d5ca-4b88-bf16-7d9697678bf5
2021-09-27T11:39:07-03:00
Adobe Illustrator 25.4 (Macintosh)
/
saved
xmp.iid:c6093969-7b77-47b5-ab8a-1e5ce25bb1c8
2022-01-24T17:51:43-03:00
Adobe Illustrator 26.0 (Macintosh)
/
EmbedByReference
/Users/marksouza/Sinpro Minas/Publicações/Calendário 2022/dezembro 2022.ai
xmp.did:9f253325-4ee9-4bb3-96b5-3793cb6e3567
uuid:9b3cc116-1887-0049-9091-a11fca7783f0
EmbedByReference
/Users/marksouza/Sinpro Minas/Publicações/Calendário 2022/novembro 2022.ai
xmp.did:b86eea7a-13df-4ebd-866e-9f0d672aee9c
uuid:4621d54b-03d9-cf47-8efb-09d6ea45a653
EmbedByReference
/Users/marksouza/Sinpro Minas/Publicações/Calendário 2022/outubro 2022.ai
xmp.did:3c462bdd-d597-43d6-bc29-533b0cf06706
uuid:926817de-3aa6-f040-abf9-edc2e8692c1b
EmbedByReference
/Users/marksouza/Sinpro Minas/Publicações/Calendário 2022/setembro 2022.ai
xmp.did:4ad94b16-8bcc-4916-ad9c-adf3f8d09f07
uuid:d35fa37e-2b69-5044-991c-e1e1ba816ef2
EmbedByReference
/Users/marksouza/Sinpro Minas/Publicações/Calendário 2022/agosto 2022.ai
xmp.did:8c4d1baa-91fd-43f0-9ac7-f0071848ecd8
uuid:3f3710dd-11c0-be49-ba22-2c05ed73dfea
EmbedByReference
/Users/marksouza/Sinpro Minas/Publicações/Calendário 2022/julho 2022.ai
xmp.did:8883c5da-1392-4bda-83df-e019e980c480
uuid:40e6029a-5707-7247-96a0-1f9f66e68b95
EmbedByReference
/Users/marksouza/Sinpro Minas/Publicações/Calendário 2022/junho 2022.ai
xmp.did:11c71b3c-7d67-40d8-a892-f262cb510642
uuid:3637958b-0e9b-3d4e-b9ba-c4852f671a53
EmbedByReference
/Users/marksouza/Sinpro Minas/Publicações/Calendário 2022/maio 2022.ai
xmp.did:e17897c8-6ca1-4b26-82f2-c5da1a2f45dc
uuid:06d9fff2-8ec3-4e4b-a88c-4badc64a5fc0
EmbedByReference
/Users/marksouza/Sinpro Minas/Publicações/Calendário 2022/abril 2022.ai
xmp.did:466a3aea-4676-4609-93fa-f70f9f4876d9
uuid:3f7d1fa2-cfdc-ad48-863f-e375a0f0ce55
EmbedByReference
/Users/marksouza/Sinpro Minas/Publicações/Calendário 2022/março 2022.ai
xmp.did:babe50e2-8354-4e0c-a2ff-fabe14bad159
uuid:95a09dd4-bcb6-ca44-b04a-444a739658d8
EmbedByReference
/Users/marksouza/Sinpro Minas/Publicações/Calendário 2022/fevereiro 2022.ai
xmp.did:5ca318e7-bbcd-44a8-b509-f5e62e45aa3e
uuid:7c4865d2-b82a-f248-aa7c-edfb58566422
EmbedByReference
/Users/marksouza/Sinpro Minas/Publicações/Calendário 2022/janeiro 2022.ai
xmp.did:a27d35b0-f27a-4443-a353-dd2ebd13137d
uuid:f23fa475-8278-b248-9284-9b349018be96
Web
Adobe Illustrator
1
False
False
2000.000000
3641.000000
Pixels
Runda-Light
Runda
Light
Open Type
Version 001.000
False
.7915.otf
Runda-Normal
Runda
Normal
Open Type
Version 1.001
False
.7909.otf
Runda-Medium
Runda
Medium
Open Type
Version 1.000
False
.7911.otf
UAAAAA+Runda-Normal
UAAAAA+Runda Normal
Normal
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
VAAAAA+Runda-Light
VAAAAA+Runda Light
Light
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
TAAAAA+Runda-Light
TAAAAA+Runda Light
Light
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
VAAAAA+Runda-Medium
VAAAAA+Runda Medium
Medium
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
VAAAAA+Runda-Normal
VAAAAA+Runda Normal
Normal
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
UAAAAA+Runda-Light
UAAAAA+Runda Light
Light
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
TAAAAA+Runda-Medium
TAAAAA+Runda Medium
Medium
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
UAAAAA+Runda-Medium
UAAAAA+Runda Medium
Medium
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Grupo de amostras padrão
0
Branco
RGB
PROCESS
255
255
255
Preto
RGB
PROCESS
0
0
0
Vermelho RGB
RGB
PROCESS
255
0
0
Amarelo RGB
RGB
PROCESS
255
255
0
Verde RGB
RGB
PROCESS
0
255
0
Ciano RGB
RGB
PROCESS
0
255
255
Azul RGB
RGB
PROCESS
0
0
255
Magenta RGB
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
Cinzas
1
R=0 G=0 B=0
RGB
PROCESS
0
0
0
R=26 G=26 B=26
RGB
PROCESS
26
26
26
R=51 G=51 B=51
RGB
PROCESS
51
51
51
R=77 G=77 B=77
RGB
PROCESS
77
77
77
R=102 G=102 B=102
RGB
PROCESS
102
102
102
R=128 G=128 B=128
RGB
PROCESS
128
128
128
R=153 G=153 B=153
RGB
PROCESS
153
153
153
R=179 G=179 B=179
RGB
PROCESS
179
179
179
R=204 G=204 B=204
RGB
PROCESS
204
204
204
R=230 G=230 B=230
RGB
PROCESS
230
230
230
R=242 G=242 B=242
RGB
PROCESS
242
242
242
Grupo de cores da Web
1
R=63 G=169 B=245
RGB
PROCESS
63
169
245
R=122 G=201 B=67
RGB
PROCESS
122
201
67
R=255 G=147 B=30
RGB
PROCESS
255
147
30
R=255 G=29 B=37
RGB
PROCESS
255
29
37
R=255 G=123 B=172
RGB
PROCESS
255
123
172
R=189 G=204 B=212
RGB
PROCESS
189
204
212
Adobe PDF library 16.03
21.0.0
endstream
endobj
3 0 obj
<>
endobj
46 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 50 0 R/TrimBox[0.0 0.0 2000.0 3641.0]/Type/Page>>
endobj
47 0 obj
<>stream
Hԗˎ;h9gqd2pzvdpg//EtfƠGRI,V͟>N"fLb7$_sbRVsŪIafad`ON<>`Ä$M&&/L<#.$z~sãP/kVnvF!?=JLm6٨dCM籕M%۲6*6D
i߈f)*gMkOq>.N.Dm `k[{ڨ;Y՚u꺓]jE7Kʺ2Z睜՚3WV.Vf~é˘&q+5/(7;疉2+pfٜ9ޗfYgnlR٭;,
B{NtdbZUd'Eʠa SmN1>v^X.ܸ=&$PZU9NW??xAdӿߓz|᷏_(xJM ++C `H.%"UB4J_TBk!<~p&eУoBmi{NIA0>5wq妛䭺l.75A^`xCzmϯgq&Olj쟗.?Hи&.bJN6FTjiɤf4bsNttF*/q3"`É*8lJ)
JfaZ_ͯraV8u