%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R 50 0 R 85 0 R 120 0 R 155 0 R 179 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2025世界标准日国际海报设计方案修改
Adobe Illustrator 29.7 (Macintosh)
2025-09-20T09:48:29+08:00
2025-09-28T15:33:55+08:00
2025-09-28T15:33:55+08:00
144
256
JPEG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uuid:C1BCCE1871B8DB11993190FCD52B4E9F
xmp.did:9290aeaa-6e7a-4e93-b6c0-98b2ff0ccde1
uuid:bf4474f5-7c5e-da49-8b21-f392ba50f97c
proof:pdf
uuid:a1127303-f99b-994c-9456-bc803950fd36
xmp.did:b92bba46-70f9-416f-aada-f500c85e110d
uuid:C1BCCE1871B8DB11993190FCD52B4E9F
default
saved
xmp.iid:887455a8-8be5-4e95-8633-21f4d4e6a15a
2021-09-06T14:29:09+08:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:9290aeaa-6e7a-4e93-b6c0-98b2ff0ccde1
2025-09-20T09:48:27+08:00
Adobe Illustrator 29.7 (Macintosh)
/
Mobile
False
Adobe Illustrator
Adobe PDF library 17.00
21.0.0
1
False
False
60.000000
90.000000
Centimeters
Cyan
Magenta
Yellow
Black
默认色板组
0
白色
RGB
PROCESS
255
255
255
黑色
RGB
PROCESS
0
0
0
RGB 红
RGB
PROCESS
255
0
0
RGB 黄
RGB
PROCESS
255
255
0
RGB 绿
RGB
PROCESS
0
255
0
RGB 青
RGB
PROCESS
0
255
255
RGB 蓝
RGB
PROCESS
0
0
255
RGB 洋红
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
R=212 G=220 B=232
PROCESS
100.000000
RGB
212
219
232
R=233 G=235 B=235
PROCESS
100.000000
RGB
232
235
235
R=84 G=100 B=102
PROCESS
100.000000
RGB
84
100
102
R=225 G=227 B=229
PROCESS
100.000000
RGB
225
226
228
R=73 G=60 B=60
PROCESS
100.000000
RGB
73
59
59
R=58 G=175 B=117
PROCESS
100.000000
RGB
58
175
117
R=252 G=145 B=39
PROCESS
100.000000
RGB
251
144
38
R=142 G=196 B=237
PROCESS
100.000000
RGB
142
195
237
R=74 G=75 B=76
PROCESS
100.000000
RGB
73
75
75
R=97 G=97 B=98
PROCESS
100.000000
RGB
96
96
98
R=52 G=73 B=94
PROCESS
100.000000
RGB
52
73
93
R=165 G=152 B=73
PROCESS
100.000000
RGB
165
151
73
R=171 G=183 B=183
PROCESS
100.000000
RGB
170
182
182
R=0 G=105 B=191
PROCESS
100.000000
RGB
0
105
191
R=0 G=112 B=222
PROCESS
100.000000
RGB
0
112
221
R=0 G=59 B=145
PROCESS
100.000000
RGB
0
59
144
R=10 G=46 B=120
PROCESS
100.000000
RGB
10
45
119
R=23 G=84 B=227
PROCESS
100.000000
RGB
22
84
226
R=33 G=64 B=179
PROCESS
100.000000
RGB
33
63
179
R=59 G=115 B=212
PROCESS
100.000000
RGB
59
114
212
R=63 G=224 B=255
PROCESS
100.000000
RGB
63
223
255
PANTONE 3005 EC
PROCESS
100.000000
RGB
0
121
193
PANTONE 379 EC
PROCESS
100.000000
RGB
230
237
121
PANTONE 382 EC
PROCESS
100.000000
RGB
170
212
75
PANTONE 385 EC
PROCESS
100.000000
RGB
80
80
0
PANTONE 1535 EC
PROCESS
100.000000
RGB
147
61
12
PANTONE 1525 EC
PROCESS
100.000000
RGB
212
98
22
PANTONE 1545 EC
PROCESS
100.000000
RGB
56
21
1
PANTONE 298 EC
PROCESS
100.000000
RGB
110
195
239
PANTONE 306 EC
PROCESS
100.000000
RGB
31
182
228
PANTONE 297 EC
PROCESS
100.000000
RGB
145
209
244
PANTONE 308 EC
PROCESS
100.000000
RGB
0
84
119
PANTONE 314 EC
PROCESS
100.000000
RGB
0
138
175
PANTONE 310 EC
PROCESS
100.000000
RGB
167
214
228
PANTONE 3025 EC
PROCESS
100.000000
RGB
0
63
91
PANTONE 312 EC
PROCESS
100.000000
RGB
0
175
214
PANTONE 150 EC
PROCESS
100.000000
RGB
239
156
75
PANTONE 2915 EC
PROCESS
100.000000
RGB
117
182
228
PANTONE 309 EC
PROCESS
100.000000
RGB
0
28
38
PANTONE 2985 EC
PROCESS
100.000000
RGB
119
200
237
R=247 G=240 B=126
PROCESS
100.000000
RGB
246
240
125
R=255 G=94 B=151
PROCESS
100.000000
RGB
255
93
151
R=2 G=105 B=164
PROCESS
100.000000
RGB
1
105
163
R=15 G=195 B=184
PROCESS
100.000000
RGB
15
195
184
R=179 G=218 B=127
PROCESS
100.000000
RGB
179
217
126
R=255 G=163 B=126
PROCESS
100.000000
RGB
255
162
125
C=100 M=84 Y=7 K=1
PROCESS
100.000000
RGB
31
59
137
C=75 M=22 Y=0 K=0
PROCESS
100.000000
RGB
28
156
216
C=100 M=81 Y=37 K=31
PROCESS
100.000000
RGB
23
51
87
灰色
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
手机颜色组
1
R=136 G=168 B=13
RGB
PROCESS
136
168
13
R=127 G=71 B=221
RGB
PROCESS
127
71
221
R=251 G=174 B=23
RGB
PROCESS
251
174
23
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Properties<>>>/Thumb 183 0 R/TrimBox[8.50394 8.50394 1709.29 2559.69]/Type/Page/PieceInfo<>>>
endobj
181 0 obj
<>stream
HK|WˮIWT:#߹HBXF-3?DDV KQ牓yq?ۯ[Sm#ȘtϺ$=X?o˿ n.!P#ݚ1##mMFͻ*8K4Vaۼ#dBH3jbF!
j
'J
z׆֑w44uח*.XlhX?U)JsCGnˈR~X\PfqM+[1D2t9{F0XK )NEF*GEK((\Tmn#GTR*-YVD_W