%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Best_way_to_send_disaster_documents_tagalog
2021-03-09T10:18:37-05:00
2021-03-09T10:18:37-05:00
2021-03-09T10:18:37-05:00
Adobe Illustrator 25.0 (Macintosh)
196
256
JPEG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==
uuid:79a3f3e1-87e2-5d46-9f5f-03475d3a8181
xmp.did:9d5db517-91d7-480f-bcca-ed24960ac552
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:8a3304e8-d86a-4f8e-9cf0-b9ebdd299fd2
xmp.did:8a3304e8-d86a-4f8e-9cf0-b9ebdd299fd2
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:0aade657-8390-455f-b37b-e3b50e3bc72a
2021-02-22T15:46:49-05:00
Adobe Illustrator 25.0 (Macintosh)
/
saved
xmp.iid:9d5db517-91d7-480f-bcca-ed24960ac552
2021-03-09T10:18:35-05:00
Adobe Illustrator 25.0 (Macintosh)
/
Print
Adobe Illustrator
Adobe PDF library 15.00
1
True
False
8.500000
11.000000
Inches
FranklinGothicURW-Dem
FranklinGothic URW
Demi
Open Type
Version 1.000;PS 1.10;hotconv 1.0.57;makeotf.lib2.0.21895
False
.12786.otf
FranklinGothicURW-Med
FranklinGothic URW
Medium
Open Type
Version 1.000;PS 1.10;hotconv 1.0.57;makeotf.lib2.0.21895
False
.12785.otf
FranklinGothicURW-Boo
FranklinGothic URW
Book
Open Type
Version 1.000;PS 1.10;hotconv 1.0.57;makeotf.lib2.0.21895
False
.12784.otf
FranklinGothicURW-Hea
FranklinGothic URW
Heavy
Open Type
Version 1.000;PS 1.10;hotconv 1.0.57;makeotf.lib2.0.21895
False
.12787.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
39
37
37
CMYK Red
RGB
PROCESS
204
34
41
CMYK Yellow
RGB
PROCESS
255
241
45
CMYK Green
RGB
PROCESS
51
164
87
CMYK Cyan
RGB
PROCESS
0
172
236
CMYK Blue
RGB
PROCESS
51
52
142
CMYK Magenta
RGB
PROCESS
202
0
136
C=15 M=100 Y=90 K=10
RGB
PROCESS
163
36
48
C=0 M=90 Y=85 K=0
RGB
PROCESS
207
67
57
C=0 M=80 Y=95 K=0
RGB
PROCESS
211
91
48
C=0 M=50 Y=100 K=0
RGB
PROCESS
224
146
47
C=0 M=35 Y=85 K=0
RGB
PROCESS
232
174
74
C=5 M=0 Y=90 K=0
RGB
PROCESS
245
236
74
C=20 M=0 Y=100 K=0
RGB
PROCESS
216
222
63
C=50 M=0 Y=100 K=0
RGB
PROCESS
159
197
77
C=75 M=0 Y=100 K=0
RGB
PROCESS
111
179
83
C=85 M=10 Y=100 K=10
RGB
PROCESS
81
146
75
C=90 M=30 Y=95 K=30
RGB
PROCESS
57
103
61
C=75 M=0 Y=75 K=0
RGB
PROCESS
108
180
118
C=80 M=10 Y=45 K=0
RGB
PROCESS
91
166
156
C=70 M=15 Y=0 K=0
RGB
PROCESS
101
168
223
C=85 M=50 Y=0 K=0
RGB
PROCESS
70
117
184
C=100 M=95 Y=5 K=0
RGB
PROCESS
50
59
140
C=100 M=100 Y=25 K=25
RGB
PROCESS
42
39
96
C=75 M=100 Y=0 K=0
RGB
PROCESS
90
48
141
C=50 M=100 Y=0 K=0
RGB
PROCESS
125
43
139
C=35 M=100 Y=35 K=10
RGB
PROCESS
136
36
97
C=10 M=100 Y=50 K=0
RGB
PROCESS
187
33
91
C=0 M=95 Y=20 K=0
RGB
PROCESS
204
46
120
C=25 M=25 Y=40 K=0
RGB
PROCESS
189
179
155
C=40 M=45 Y=50 K=5
RGB
PROCESS
148
132
120
C=50 M=50 Y=60 K=25
RGB
PROCESS
110
102
89
C=55 M=60 Y=65 K=40
RGB
PROCESS
86
76
68
C=25 M=40 Y=65 K=0
RGB
PROCESS
184
153
110
C=30 M=50 Y=75 K=10
RGB
PROCESS
156
123
83
C=35 M=60 Y=80 K=25
RGB
PROCESS
127
94
64
C=40 M=65 Y=90 K=35
RGB
PROCESS
107
78
47
C=40 M=70 Y=100 K=50
RGB
PROCESS
88
59
28
C=50 M=70 Y=80 K=70
RGB
PROCESS
57
40
28
DHS BLUE
PROCESS
100.000000
RGB
0
82
136
DHS LIGHT BLUE 40
PROCESS
100.000000
RGB
61
152
193
DHS LIGHT BLUE
PROCESS
100.000000
RGB
0
120
174
DHS BLUE 60
PROCESS
100.000000
RGB
0
61
103
R=69 G=90 B=100
PROCESS
100.000000
RGB
68
89
100
DHS BLUE 15
PROCESS
100.000000
RGB
214
227
236
DHS BLUE 70
PROCESS
100.000000
RGB
0
43
70
R=250 G=250 B=250
PROCESS
100.000000
RGB
249
249
249
DHS BLUE 40
PROCESS
100.000000
RGB
61
124
165
DHS BLUE 10
PROCESS
100.000000
RGB
245
248
250
DHS LIGHT BLUE 10
PROCESS
100.000000
RGB
245
250
252
DHS GRAY 15
PROCESS
100.000000
RGB
245
245
246
DHS GRAY 10
PROCESS
100.000000
RGB
252
253
253
DHS GRAY 60
PROCESS
100.000000
RGB
146
147
149
DHS GRAY 30
PROCESS
100.000000
RGB
222
223
224
DHS GRAY 40
PROCESS
100.000000
RGB
207
209
210
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
39
37
37
C=0 M=0 Y=0 K=90
RGB
PROCESS
67
66
68
C=0 M=0 Y=0 K=80
RGB
PROCESS
89
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
131
C=0 M=0 Y=0 K=50
RGB
PROCESS
146
148
150
C=0 M=0 Y=0 K=40
RGB
PROCESS
166
168
170
C=0 M=0 Y=0 K=30
RGB
PROCESS
187
188
191
C=0 M=0 Y=0 K=20
RGB
PROCESS
208
209
211
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
230
231
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
204
34
41
C=0 M=75 Y=100 K=0
RGB
PROCESS
213
101
44
C=0 M=10 Y=95 K=0
RGB
PROCESS
249
221
58
C=85 M=10 Y=100 K=0
RGB
PROCESS
89
160
82
C=100 M=90 Y=0 K=0
RGB
PROCESS
48
66
150
C=60 M=90 Y=0 K=0
RGB
PROCESS
113
65
148
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWn$}$}
bdaJ2ٙ,bsNM80$LwUŪSW'OO2X՟6q65]np`InV?\:8w^..|[w7 gFYA&* U\QGU[fPi|Kr