%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 390 0 R 391 0 R 392 0 R 393 0 R 394 0 R 395 0 R 396 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
基本 CMYK
Adobe Illustrator CS5
2014-06-12T19:17:34+08:00
2014-06-12T19:18:42+08:00
2014-06-12T19:18:42+08:00
180
256
JPEG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xmp.did:F87F117407206811871FE9516EDE1CBE
uuid:fdcccf3b-a098-2045-aa59-790614d9d0c3
uuid:4362703AF4B4E211A9E6D658A42241B6
proof:pdf
uuid:ded7c48c-b499-6546-81a3-79375b059170
xmp.did:F77F11740720681188C68D3C68657542
uuid:4362703AF4B4E211A9E6D658A42241B6
proof:pdf
saved
xmp.iid:F77F11740720681188C6DB5476BB7B5B
2014-04-09T17:29:30+08:00
Adobe Illustrator CS5
/
saved
xmp.iid:F77F11740720681188C68D3C68657542
2014-06-09T15:08:02+08:00
Adobe Illustrator CS5
/
saved
xmp.iid:F87F117407206811871FE9516EDE1CBE
2014-06-12T19:17:35+08:00
Adobe Illustrator CS5
/
Basic CMYK
Document
1
True
False
53.600001
79.999992
Centimeters
Cyan
Magenta
Yellow
Black
預設色票群組
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
C=60 M=0 Y=90 K=0
CMYK
PROCESS
60.000004
0.000000
90.000000
0.000000
C=0 M=80 Y=68 K=0
CMYK
PROCESS
0.000000
80.000000
68.000000
0.000000
灰階
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
巫婆
1
C=0 M=14 Y=20 K=0
CMYK
PROCESS
0.000000
13.999998
19.999998
0.000000
C=0 M=20 Y=20 K=0
CMYK
PROCESS
0.000000
19.999998
19.999998
0.000000
C=0 M=20 Y=14 K=0
CMYK
PROCESS
0.000000
19.999998
13.999998
0.000000
C=2 M=33 Y=26 K=0
CMYK
PROCESS
1.999998
33.000000
26.000000
0.000000
C=0 M=31 Y=10 K=0
CMYK
PROCESS
0.000000
31.000000
10.000002
0.000000
C=0 M=35 Y=15 K=0
CMYK
PROCESS
0.000000
35.000004
14.999998
0.000000
C=0 M=45 Y=22 K=0
CMYK
PROCESS
0.000000
45.000000
22.000004
0.000000
C=0 M=60 Y=30 K=0
CMYK
PROCESS
0.000000
60.000004
30.000002
0.000000
C=0 M=69 Y=87 K=0
CMYK
PROCESS
0.000000
69.000000
87.000000
0.000000
C=0 M=60 Y=65 K=0
CMYK
PROCESS
0.000000
60.000004
65.000000
0.000000
C=0 M=90 Y=85 K=0 拷貝
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=32 M=100 Y=90 K=0
CMYK
PROCESS
32.000000
100.000000
90.000000
0.000000
C=14 M=91 Y=100 K=15
CMYK
PROCESS
13.999998
91.000000
100.000000
14.999998
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=2 M=38 Y=40 K=0
CMYK
PROCESS
1.999998
38.000000
39.999996
0.000000
C=2 M=49 Y=40 K=0
CMYK
PROCESS
1.999998
49.000000
39.999996
0.000000
C=11 M=59 Y=60 K=0
CMYK
PROCESS
11.000002
58.999996
60.000004
0.000000
C=15 M=56 Y=65 K=0
CMYK
PROCESS
14.999998
56.000000
65.000000
0.000000
C=10 M=30 Y=40 K=0
CMYK
PROCESS
10.000002
30.000002
39.999996
0.000000
幾何形狀3.2.色彩1
PROCESS
100.000000
CMYK
10.000000
20.000000
30.000002
0.000000
C=10 M=18 Y=40 K=0
CMYK
PROCESS
10.000002
18.000000
39.999996
0.000000
C=15 M=35 Y=53 K=0
CMYK
PROCESS
14.999998
35.000004
52.999996
0.000000
C=18 M=39 Y=40 K=0
CMYK
PROCESS
18.000000
39.000000
39.999996
0.000000
C=30 M=44 Y=67 K=0
CMYK
PROCESS
30.000002
44.000000
66.999992
0.000000
C=26 M=50 Y=65 K=0
CMYK
PROCESS
26.000000
50.000000
65.000000
0.000000
C=35 M=60 Y=80 K=0
CMYK
PROCESS
35.000004
60.000004
80.000000
0.000000
C=35 M=60 Y=80 K=11
CMYK
PROCESS
35.000004
60.000004
80.000000
11.000002
三角形1.1.色彩1
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
幾何形狀1.1.色彩2
PROCESS
100.000000
CMYK
0.000000
100.000000
80.000000
0.000000
原子.色彩1
PROCESS
100.000000
CMYK
0.000000
100.000000
91.000000
0.000000
雙線1.1.色彩1
PROCESS
100.000000
CMYK
0.000000
100.000000
98.999992
22.000000
C=21 M=100 Y=70 K=0
CMYK
PROCESS
20.999998
100.000000
70.000000
0.000000
平壓花草圖飾1.4.色彩2
PROCESS
100.000000
CMYK
30.000002
100.000000
70.000000
0.000000
拼圖.色彩3
PROCESS
100.000000
CMYK
0.000000
90.000000
40.000000
42.000000
顏色群組 1
1
C=0 M=61 Y=100 K=0
CMYK
PROCESS
0.000000
61.000000
100.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=40 Y=100 K=0
CMYK
PROCESS
0.000000
39.999996
100.000000
0.000000
C=0 M=30 Y=100 K=0
CMYK
PROCESS
0.000000
30.000002
100.000000
0.000000
C=0 M=20 Y=100 K=0
CMYK
PROCESS
0.000000
19.999998
100.000000
0.000000
C=0 M=14 Y=100 K=0
CMYK
PROCESS
0.000000
13.999998
100.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=0 M=0 Y=57 K=0
CMYK
PROCESS
0.000000
0.000000
57.000000
0.000000
C=0 M=0 Y=34 K=0
CMYK
PROCESS
0.000000
0.000000
34.000004
0.000000
C=0 M=0 Y=21 K=0
CMYK
PROCESS
0.000000
0.000000
20.999998
0.000000
C=0 M=7 Y=40 K=0
CMYK
PROCESS
0.000000
6.999999
39.999996
0.000000
C=0 M=8 Y=50 K=0
CMYK
PROCESS
0.000000
7.999998
50.000000
0.000000
C=0 M=12 Y=57 K=0
CMYK
PROCESS
0.000000
12.000000
57.000000
0.000000
C=11 M=26 Y=100 K=0
CMYK
PROCESS
11.000002
26.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
幾何形狀1.6.色彩1
PROCESS
100.000000
CMYK
0.000000
0.000000
50.000000
0.000000
圓點虛線1.4.色彩1
PROCESS
100.000000
CMYK
0.000000
5.000000
100.000000
12.000000
多重線1.1.色彩3
PROCESS
100.000000
CMYK
11.000000
42.999996
90.000000
0.000000
幾何形狀1.1.色彩1
PROCESS
100.000000
CMYK
0.000000
50.000000
80.000000
0.000000
拼圖.色彩6
PROCESS
100.000000
CMYK
0.000000
10.000000
70.000000
0.000000
拼圖.色彩5
PROCESS
100.000000
CMYK
0.000000
39.000000
70.000000
0.000000
顏色群組 2
1
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=30 M=0 Y=70 K=0
CMYK
PROCESS
30.000002
0.000000
70.000000
0.000000
C=30 M=0 Y=100 K=0
CMYK
PROCESS
30.000002
0.000000
100.000000
0.000000
C=40 M=0 Y=100 K=0
CMYK
PROCESS
39.999996
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=60 M=0 Y=100 K=0
CMYK
PROCESS
60.000004
0.000000
100.000000
0.000000
C=67 M=0 Y=100 K=0
CMYK
PROCESS
67.058800
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=79 M=0 Y=100 K=32
CMYK
PROCESS
79.000000
0.000000
100.000000
32.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=86 M=0 Y=68 K=0
CMYK
PROCESS
85.999992
0.000000
68.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=80 M=10 Y=59 K=21
CMYK
PROCESS
80.000000
10.000002
58.999996
20.999998
C=100 M=10 Y=30 K=46
CMYK
PROCESS
100.000000
10.000002
30.000002
45.999996
C=20 M=12 Y=100 K=0
CMYK
PROCESS
19.999998
12.000000
100.000000
0.000000
C=10 M=18 Y=66 K=0
CMYK
PROCESS
10.000002
18.000000
66.000000
0.000000
C=12 M=19 Y=60 K=0
CMYK
PROCESS
12.000000
19.000000
60.000004
0.000000
C=20 M=22 Y=100 K=0
CMYK
PROCESS
19.999998
22.000004
100.000000
0.000000
C=19 M=33 Y=79 K=0
CMYK
PROCESS
19.000000
33.000000
79.000000
0.000000
C=29 M=46 Y=100 K=0
CMYK
PROCESS
28.999996
45.999996
100.000000
0.000000
C=41 M=34 Y=100 K=0
CMYK
PROCESS
40.999996
34.000004
100.000000
0.000000
C=45 M=7 Y=79 K=15
CMYK
PROCESS
45.000000
6.999999
79.000000
14.999998
C=45 M=7 Y=79 K=33
CMYK
PROCESS
45.000000
6.999999
79.000000
33.000000
C=60 M=26 Y=100 K=10
CMYK
PROCESS
60.000004
26.000000
100.000000
10.000002
C=60 M=34 Y=100 K=10
CMYK
PROCESS
60.000004
34.000004
100.000000
10.000002
C=73 M=60 Y=100 K=0
CMYK
PROCESS
72.999992
60.000004
100.000000
0.000000
C=40 M=34 Y=58 K=20
CMYK
PROCESS
39.999996
34.000004
58.000000
19.999998
C=21 M=0 Y=25 K=40
CMYK
PROCESS
20.999998
0.000000
25.000000
39.999996
C=34 M=0 Y=50 K=40
CMYK
PROCESS
34.000004
0.000000
50.000000
39.999996
C=30 M=0 Y=46 K=0
CMYK
PROCESS
30.000002
0.000000
45.999996
0.000000
C=44 M=0 Y=46 K=0
CMYK
PROCESS
44.000000
0.000000
45.999996
0.000000
幾何形狀2.1.色彩1
PROCESS
100.000000
CMYK
50.000000
0.000000
30.000002
0.000000
幾何形狀2.1.色彩2
PROCESS
100.000000
CMYK
70.000000
0.000000
20.000000
0.000000
多重線1.4.色彩1
PROCESS
100.000000
CMYK
75.000000
0.000000
37.500004
0.000000
圓點虛線1.6.色彩1
PROCESS
100.000000
CMYK
100.000000
10.000000
40.000000
0.000000
幾何形狀3.2.色彩2
PROCESS
100.000000
CMYK
100.000000
40.000000
60.000004
0.000000
圓點虛線1.3.色彩1
PROCESS
100.000000
CMYK
25.000000
0.000000
70.000000
42.000000
圓點虛線1.1.色彩1
PROCESS
100.000000
CMYK
0.000000
11.000000
45.999996
42.000000
平壓花草圖飾1.4.色彩3
PROCESS
100.000000
CMYK
60.000004
20.000000
60.000004
0.000000
雙線1.5.色彩1
PROCESS
100.000000
CMYK
100.000000
50.000000
100.000000
0.000000
顏色群組 3
1
C=20 M=0 Y=0 K=0
CMYK
PROCESS
19.999998
0.000000
0.000000
0.000000
C=30 M=0 Y=0 K=0
CMYK
PROCESS
30.000002
0.000000
0.000000
0.000000
C=37 M=0 Y=0 K=0
CMYK
PROCESS
37.000000
0.000000
0.000000
0.000000
C=50 M=0 Y=0 K=0
CMYK
PROCESS
50.000000
0.000000
0.000000
0.000000
C=70 M=0 Y=0 K=0
CMYK
PROCESS
70.000000
0.000000
0.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
多重線1.6.色彩1
PROCESS
100.000000
CMYK
100.000000
0.000000
0.000000
0.000000
雙線1.1.色彩2
PROCESS
100.000000
CMYK
90.000000
33.000000
0.000000
18.000000
C=40 M=9 Y=0 K=0
CMYK
PROCESS
39.999996
8.999997
0.000000
0.000000
C=46 M=19 Y=0 K=0
CMYK
PROCESS
45.999996
19.000000
0.000000
0.000000
C=50 M=18 Y=0 K=0
CMYK
PROCESS
50.000000
18.000000
0.000000
0.000000
C=57 M=22 Y=0 K=0
CMYK
PROCESS
57.000000
22.000004
0.000000
0.000000
C=60 M=29 Y=0 K=0
CMYK
PROCESS
60.000004
28.999996
0.000000
0.000000
C=49 M=25 Y=0 K=0
CMYK
PROCESS
49.000000
25.000000
0.000000
0.000000
C=45 M=31 Y=0 K=0
CMYK
PROCESS
45.000000
31.000000
0.000000
0.000000
C=50 M=33 Y=0 K=0
CMYK
PROCESS
50.000000
33.000000
0.000000
0.000000
C=29 M=30 Y=0 K=0
CMYK
PROCESS
28.999996
30.000002
0.000000
0.000000
C=49 M=40 Y=0 K=0
CMYK
PROCESS
49.000000
39.999996
0.000000
0.000000
C=58 M=57 Y=0 K=0
CMYK
PROCESS
58.000000
57.000000
0.000000
0.000000
C=57 M=60 Y=0 K=0
CMYK
PROCESS
57.000000
60.000004
0.000000
0.000000
C=68 M=81 Y=0 K=0
CMYK
PROCESS
68.000000
81.000000
0.000000
0.000000
C=28 M=20 Y=0 K=43
CMYK
PROCESS
27.999996
19.999998
0.000000
42.999996
C=90 M=79 Y=0 K=0
CMYK
PROCESS
90.000000
79.000000
0.000000
0.000000
C=82 M=64 Y=0 K=0
CMYK
PROCESS
82.000000
64.000000
0.000000
0.000000
C=70 M=60 Y=0 K=0
CMYK
PROCESS
70.000000
60.000004
0.000000
0.000000
C=45 M=0 Y=12 K=23
CMYK
PROCESS
45.097996
0.000000
11.764699
23.000002
拼圖.色彩2
PROCESS
100.000000
CMYK
30.000002
0.000000
20.000000
18.000000
拼圖.色彩1
PROCESS
100.000000
CMYK
50.000000
25.000000
0.000000
0.000000
C=80 M=0 Y=0 K=30
CMYK
PROCESS
80.000000
0.000000
0.000000
30.000002
圓點虛線1.3.色彩2
PROCESS
100.000000
CMYK
70.000000
45.000000
0.000000
0.000000
幾何形狀1.6.色彩2
PROCESS
100.000000
CMYK
52.000000
31.000000
0.000000
0.000000
方格虛線1.4.色彩1
PROCESS
100.000000
CMYK
70.000000
48.999996
0.000000
0.000000
多重線1.2.色彩1
PROCESS
100.000000
CMYK
85.999992
70.000000
0.000000
0.000000
多重線1.2.色彩2
PROCESS
100.000000
CMYK
45.000000
55.000000
0.000000
0.000000
多重線1.5.色彩1
PROCESS
100.000000
CMYK
75.000000
75.000000
37.500004
0.000000
C=79 M=60 Y=0 K=0
CMYK
PROCESS
79.000000
60.000004
0.000000
0.000000
顏色群組 4
1
C=10 M=19 Y=0 K=0
CMYK
PROCESS
10.000002
19.000000
0.000000
0.000000
C=20 M=35 Y=0 K=0
CMYK
PROCESS
19.999998
35.000004
0.000000
0.000000
C=13 M=43 Y=0 K=0
CMYK
PROCESS
13.000000
42.999996
0.000000
0.000000
C=20 M=54 Y=0 K=0
CMYK
PROCESS
19.999998
53.999996
0.000000
0.000000
C=17 M=60 Y=28 K=10
CMYK
PROCESS
17.000002
60.000004
27.999996
10.000002
C=50 M=100 Y=0 K=0 1
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=24 M=83 Y=28 K=10
CMYK
PROCESS
24.000000
83.000000
27.999996
10.000002
C=9 M=72 Y=65 K=42
CMYK
PROCESS
8.999997
72.000000
65.000000
41.999996
C=9 M=52 Y=28 K=42
CMYK
PROCESS
8.999997
52.000000
27.999996
41.999996
雙線1.3.色彩2
PROCESS
100.000000
CMYK
35.000000
100.000000
0.000000
0.000000
endstream
endobj
3 0 obj
<>
endobj
20 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 602 0 R/TrimBox[11.3386 11.3386 1530.71 2279.05]/Type/Page>>
endobj
398 0 obj
<>stream
H|Wˎ%9W\# V#XFBBL7?'δsxǷ_~ zJP~3T
-#4A%sߏ}x